commit 52fb7af75316c3fb83070ee5fc85d4bd73bde80f Author: Benedikt Schneppe Date: Thu Jan 9 09:23:56 2025 +0100 Initial Commit diff --git a/.github/dependabot.yml b/.github/dependabot.yml new file mode 100644 index 0000000..0d9ebc9 --- /dev/null +++ b/.github/dependabot.yml @@ -0,0 +1,14 @@ +version: 2 +updates: + - package-ecosystem: "cargo" + directory: "/" + schedule: + interval: "weekly" + - package-ecosystem: "github-actions" + directory: "/" + schedule: + interval: "weekly" + - package-ecosystem: "gradle" + directory: "/bindings/kotlin" + schedule: + interval: "weekly" diff --git a/.github/workflows/cargo_publish.yml b/.github/workflows/cargo_publish.yml new file mode 100644 index 0000000..c95d3ab --- /dev/null +++ b/.github/workflows/cargo_publish.yml @@ -0,0 +1,53 @@ +name: Cargo Publish + +permissions: + pull-requests: write + contents: write + +on: + push: + branches: + - main + +jobs: + + # Release unpublished packages. + release-plz-release: + name: Release-plz release + runs-on: ubuntu-latest + steps: + - name: Checkout repository + uses: actions/checkout@v4 + with: + fetch-depth: 0 + - name: Install Rust toolchain + uses: dtolnay/rust-toolchain@stable + - name: Run release-plz + uses: release-plz/action@v0.5 + with: + command: release + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} + CARGO_REGISTRY_TOKEN: ${{ secrets.CARGO_REGISTRY_TOKEN }} + + # Create a PR with the new versions and changelog, preparing the next release. + release-plz-pr: + name: Release-plz PR + runs-on: ubuntu-latest + concurrency: + group: release-plz-${{ github.ref }} + cancel-in-progress: false + steps: + - name: Checkout repository + uses: actions/checkout@v4 + with: + fetch-depth: 0 + - name: Install Rust toolchain + uses: dtolnay/rust-toolchain@stable + - name: Run release-plz + uses: release-plz/action@v0.5 + with: + command: release-pr + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} + CARGO_REGISTRY_TOKEN: ${{ secrets.CARGO_REGISTRY_TOKEN }} \ No newline at end of file diff --git a/.github/workflows/pr.yml b/.github/workflows/pr.yml new file mode 100644 index 0000000..49d608c --- /dev/null +++ b/.github/workflows/pr.yml @@ -0,0 +1,95 @@ +name: CI + +on: + pull_request: + branches: + - main + + +jobs: + test-suite: + name: Run Test Suite + strategy: + matrix: + include: + - os: ubuntu-latest + target: x86_64-unknown-linux-gnu + - os: ubuntu-latest + target: aarch64-unknown-linux-gnu + - os: windows-latest + target: x86_64-pc-windows-msvc + - os: macos-13 # x86 + target: x86_64-apple-darwin + - os: macos-14 # M1 + target: aarch64-apple-darwin + runs-on: ${{ matrix.os }} + steps: + - name: Checkout repository + uses: actions/checkout@v4 + - name: Test library + uses: houseabsolute/actions-rust-cross@v1 + with: + command: 'test' + target: ${{ matrix.target }} + args: "--all-features --workspace" + + check-format: + name: Check formatting + runs-on: ubuntu-latest + steps: + - name: Checkout repository + uses: actions/checkout@v4 + - name: Install Rust toolchain + uses: actions-rs/toolchain@v1 + with: + toolchain: 1.83.0 + profile: minimal + override: true + components: rustfmt + - uses: Swatinem/rust-cache@v2 + - name: Check formatting + uses: actions-rs/cargo@v1 + with: + command: fmt + args: --all -- --check + + clippy: + name: Clippy + runs-on: ubuntu-latest + steps: + - name: Checkout repository + uses: actions/checkout@v4 + - name: Install Rust toolchain + uses: actions-rs/toolchain@v1 + with: + toolchain: 1.83.0 + profile: minimal + override: true + components: clippy + - uses: Swatinem/rust-cache@v2 + - name: Clippy check + uses: actions-rs/cargo@v1 + with: + command: clippy + args: --all-targets --all-features --workspace -- -D warnings + + docs: + name: Docs + runs-on: ubuntu-latest + steps: + - name: Checkout repository + uses: actions/checkout@v4 + - name: Install Rust toolchain + uses: actions-rs/toolchain@v1 + with: + toolchain: 1.83.0 + profile: minimal + override: true + - uses: Swatinem/rust-cache@v2 + - name: Check documentation + env: + RUSTDOCFLAGS: -D warnings + uses: actions-rs/cargo@v1 + with: + command: doc + args: --no-deps --document-private-items --all-features --workspace --examples diff --git a/.github/workflows/release.yml b/.github/workflows/release.yml new file mode 100644 index 0000000..10c2470 --- /dev/null +++ b/.github/workflows/release.yml @@ -0,0 +1,107 @@ +on: + push: + tags: + - 'v*.*.*' +permissions: + contents: write # write to release artifacts +jobs: + build-shared-library: + strategy: + matrix: + include: + - os: ubuntu-latest + target: x86_64-unknown-linux-gnu + - os: ubuntu-latest + target: aarch64-unknown-linux-gnu + - os: windows-latest + target: x86_64-pc-windows-msvc + - os: macos-13 # x86 + target: x86_64-apple-darwin + - os: macos-14 # M1 + target: aarch64-apple-darwin + runs-on: ${{ matrix.os }} + steps: + - name: Checkout repository + uses: actions/checkout@v4 + - name: Build library + uses: houseabsolute/actions-rust-cross@v1 + with: + command: 'both' # test and build + target: ${{ matrix.target }} + args: "--locked --release" + - name: Upload library + uses: actions/upload-artifact@v4 + with: + name: library-${{ matrix.target }} + path: | + target/${{ matrix.target }}/release/einvoice.dll + target/${{ matrix.target }}/release/libeinvoice.dylib + target/${{ matrix.target }}/release/libeinvoice.so + - name: Upload uniffi-bindgen executable + uses: actions/upload-artifact@v4 + if: ${{ matrix.target == 'x86_64-unknown-linux-gnu' }} + with: + name: bindgen-${{ matrix.target }} + path: 'target/${{ matrix.target }}/release/uniffi-bindgen' + build-kotlin-bindings: + runs-on: ubuntu-latest + needs: build-shared-library + steps: + - name: Checkout repository + uses: actions/checkout@v4 + - name: Download artifacts + uses: actions/download-artifact@v4 + with: + path: bindings/kotlin/build/native + - name: move library files + run: | + mkdir -p bindings/kotlin/src/main/resources/darwin-aarch64 + mkdir -p bindings/kotlin/src/main/resources/linux-aarch64 + mkdir -p bindings/kotlin/src/main/resources/win32-x86-64 + mkdir -p bindings/kotlin/src/main/resources/darwin-x86-64 + mkdir -p bindings/kotlin/src/main/resources/linux-x86-64 + cp -r bindings/kotlin/build/native/library-aarch64-apple-darwin/* bindings/kotlin/src/main/resources/darwin-aarch64 + cp -r bindings/kotlin/build/native/library-aarch64-unknown-linux-gnu/* bindings/kotlin/src/main/resources/linux-aarch64 + cp -r bindings/kotlin/build/native/library-x86_64-pc-windows-msvc/* bindings/kotlin/src/main/resources/win32-x86-64 + cp -r bindings/kotlin/build/native/library-x86_64-apple-darwin/* bindings/kotlin/src/main/resources/darwin-x86-64 + cp -r bindings/kotlin/build/native/library-x86_64-unknown-linux-gnu/* bindings/kotlin/src/main/resources/linux-x86-64 + mkdir -p target/release + cp bindings/kotlin/src/main/resources/linux-x86-64/* -r target/release/ + cp bindings/kotlin/build/native/bindgen-x86_64-unknown-linux-gnu/* -r target/release/ + ls -R bindings/kotlin/src/main/resources + - name: Setup Gradle + uses: gradle/actions/setup-gradle@v4 + - name: Build with Gradle + run: | + chmod +x target/release/uniffi-bindgen + cd bindings/kotlin + ./gradlew build --stacktrace --info + - name : Upload artifact + uses: actions/upload-artifact@v4 + with: + name: kotlin-binding + path: bindings/kotlin/build/libs + upload-to-release: + name: Upload to artifacts release + runs-on: ubuntu-latest + needs: [ build-kotlin-bindings ] + steps: + - name: Download artifacts + uses: actions/download-artifact@v4 + with: + path: dist + - name: Flatten files + run: | + for dir in dist/*; do + for file in $dir/*; do + mv $file $dir-$(basename $file) + done + rm -r $dir + done + - name: Publish release assets + uses: softprops/action-gh-release@v2 + with: + files: | + dist/* + fail_on_unmatched_files: true + diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..2a0038a --- /dev/null +++ b/.gitignore @@ -0,0 +1,2 @@ +/target +.idea \ No newline at end of file diff --git a/Cargo.lock b/Cargo.lock new file mode 100644 index 0000000..2d051e5 --- /dev/null +++ b/Cargo.lock @@ -0,0 +1,1711 @@ +# This file is automatically @generated by Cargo. +# It is not intended for manual editing. +version = 4 + +[[package]] +name = "adler2" +version = "2.0.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "512761e0bb2578dd7380c6baaa0f4ce03e84f95e960231d1dec8bf4d7d6e2627" + +[[package]] +name = "ahash" +version = "0.7.8" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "891477e0c6a8957309ee5c45a6368af3ae14bb510732d2684ffa19af310920f9" +dependencies = [ + "getrandom", + "once_cell", + "version_check", +] + +[[package]] +name = "aho-corasick" +version = "1.1.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8e60d3430d3a69478ad0993f19238d2df97c507009a52b3c10addcd7f6bcb916" +dependencies = [ + "memchr", +] + +[[package]] +name = "android-tzdata" +version = "0.1.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "e999941b234f3131b00bc13c22d06e8c5ff726d1b6318ac7eb276997bbb4fef0" + +[[package]] +name = "android_system_properties" +version = "0.1.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "819e7219dbd41043ac279b19830f2efc897156490d7fd6ea916720117ee66311" +dependencies = [ + "libc", +] + +[[package]] +name = "anstream" +version = "0.6.18" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8acc5369981196006228e28809f761875c0327210a891e941f4c683b3a99529b" +dependencies = [ + "anstyle", + "anstyle-parse", + "anstyle-query", + "anstyle-wincon", + "colorchoice", + "is_terminal_polyfill", + "utf8parse", +] + +[[package]] +name = "anstyle" +version = "1.0.10" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "55cc3b69f167a1ef2e161439aa98aed94e6028e5f9a59be9a6ffb47aef1651f9" + +[[package]] +name = "anstyle-parse" +version = "0.2.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "3b2d16507662817a6a20a9ea92df6652ee4f94f914589377d69f3b21bc5798a9" +dependencies = [ + "utf8parse", +] + +[[package]] +name = "anstyle-query" +version = "1.1.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "79947af37f4177cfead1110013d678905c37501914fba0efea834c3fe9a8d60c" +dependencies = [ + "windows-sys", +] + +[[package]] +name = "anstyle-wincon" +version = "3.0.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2109dbce0e72be3ec00bed26e6a7479ca384ad226efdd66db8fa2e3a38c83125" +dependencies = [ + "anstyle", + "windows-sys", +] + +[[package]] +name = "anyhow" +version = "1.0.95" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "34ac096ce696dc2fcabef30516bb13c0a68a11d30131d3df6f04711467681b04" + +[[package]] +name = "arrayvec" +version = "0.7.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7c02d123df017efcdfbd739ef81735b36c5ba83ec3c59c80a9d7ecc718f92e50" + +[[package]] +name = "askama" +version = "0.12.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b79091df18a97caea757e28cd2d5fda49c6cd4bd01ddffd7ff01ace0c0ad2c28" +dependencies = [ + "askama_derive", + "askama_escape", +] + +[[package]] +name = "askama_derive" +version = "0.12.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "19fe8d6cb13c4714962c072ea496f3392015f0989b1a2847bb4b2d9effd71d83" +dependencies = [ + "askama_parser", + "basic-toml", + "mime", + "mime_guess", + "proc-macro2", + "quote", + "serde", + "syn 2.0.91", +] + +[[package]] +name = "askama_escape" +version = "0.10.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "619743e34b5ba4e9703bba34deac3427c72507c7159f5fd030aea8cac0cfe341" + +[[package]] +name = "askama_parser" +version = "0.2.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "acb1161c6b64d1c3d83108213c2a2533a342ac225aabd0bda218278c2ddb00c0" +dependencies = [ + "nom", +] + +[[package]] +name = "autocfg" +version = "1.4.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ace50bade8e6234aa140d9a2f552bbee1db4d353f69b8217bc503490fc1a9f26" + +[[package]] +name = "basic-toml" +version = "0.1.9" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "823388e228f614e9558c6804262db37960ec8821856535f5c3f59913140558f8" +dependencies = [ + "serde", +] + +[[package]] +name = "bincode" +version = "1.3.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b1f45e9417d87227c7a56d22e471c6206462cba514c7590c09aff4cf6d1ddcad" +dependencies = [ + "serde", +] + +[[package]] +name = "bitvec" +version = "1.0.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1bc2832c24239b0141d5674bb9174f9d68a8b5b3f2753311927c172ca46f7e9c" +dependencies = [ + "funty", + "radium", + "tap", + "wyz", +] + +[[package]] +name = "block-buffer" +version = "0.10.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "3078c7629b62d3f0439517fa394996acacc5cbc91c5a20d8c658e77abd503a71" +dependencies = [ + "generic-array", +] + +[[package]] +name = "borsh" +version = "1.5.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2506947f73ad44e344215ccd6403ac2ae18cd8e046e581a441bf8d199f257f03" +dependencies = [ + "borsh-derive", + "cfg_aliases", +] + +[[package]] +name = "borsh-derive" +version = "1.5.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "c2593a3b8b938bd68373196c9832f516be11fa487ef4ae745eb282e6a56a7244" +dependencies = [ + "once_cell", + "proc-macro-crate", + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "bumpalo" +version = "3.16.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "79296716171880943b8470b5f8d03aa55eb2e645a4874bdbb28adb49162e012c" + +[[package]] +name = "bytecheck" +version = "0.6.12" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "23cdc57ce23ac53c931e88a43d06d070a6fd142f2617be5855eb75efc9beb1c2" +dependencies = [ + "bytecheck_derive", + "ptr_meta", + "simdutf8", +] + +[[package]] +name = "bytecheck_derive" +version = "0.6.12" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "3db406d29fbcd95542e92559bed4d8ad92636d1ca8b3b72ede10b4bcc010e659" +dependencies = [ + "proc-macro2", + "quote", + "syn 1.0.109", +] + +[[package]] +name = "byteorder" +version = "1.5.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1fd0f2584146f6f2ef48085050886acf353beff7305ebd1ae69500e27c67f64b" + +[[package]] +name = "bytes" +version = "1.9.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "325918d6fe32f23b19878fe4b34794ae41fc19ddbe53b10571a4874d44ffd39b" + +[[package]] +name = "camino" +version = "1.1.9" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8b96ec4966b5813e2c0507c1f86115c8c5abaadc3980879c3424042a02fd1ad3" +dependencies = [ + "serde", +] + +[[package]] +name = "cargo-platform" +version = "0.1.9" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "e35af189006b9c0f00a064685c727031e3ed2d8020f7ba284d78cc2671bd36ea" +dependencies = [ + "serde", +] + +[[package]] +name = "cargo_metadata" +version = "0.15.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "eee4243f1f26fc7a42710e7439c149e2b10b05472f88090acce52632f231a73a" +dependencies = [ + "camino", + "cargo-platform", + "semver", + "serde", + "serde_json", + "thiserror 1.0.69", +] + +[[package]] +name = "cc" +version = "1.2.8" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ad0cf6e91fde44c773c6ee7ec6bba798504641a8bc2eb7e37a04ffbf4dfaa55a" +dependencies = [ + "shlex", +] + +[[package]] +name = "cfg-if" +version = "1.0.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "baf1de4339761588bc0619e3cbc0120ee582ebb74b53b4efbf79117bd2da40fd" + +[[package]] +name = "cfg_aliases" +version = "0.2.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "613afe47fcd5fac7ccf1db93babcb082c5994d996f20b8b159f2ad1658eb5724" + +[[package]] +name = "chrono" +version = "0.4.39" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7e36cc9d416881d2e24f9a963be5fb1cd90966419ac844274161d10488b3e825" +dependencies = [ + "android-tzdata", + "iana-time-zone", + "js-sys", + "num-traits", + "wasm-bindgen", + "windows-targets", +] + +[[package]] +name = "clap" +version = "4.5.23" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "3135e7ec2ef7b10c6ed8950f0f792ed96ee093fa088608f1c76e569722700c84" +dependencies = [ + "clap_builder", + "clap_derive", +] + +[[package]] +name = "clap_builder" +version = "4.5.23" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "30582fc632330df2bd26877bde0c1f4470d57c582bbc070376afcd04d8cb4838" +dependencies = [ + "anstream", + "anstyle", + "clap_lex", + "strsim", +] + +[[package]] +name = "clap_derive" +version = "4.5.18" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4ac6a0c7b1a9e9a5186361f67dfa1b88213572f427fb9ab038efb2bd8c582dab" +dependencies = [ + "heck", + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "clap_lex" +version = "0.7.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f46ad14479a25103f283c0f10005961cf086d8dc42205bb44c46ac563475dca6" + +[[package]] +name = "colorchoice" +version = "1.0.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "5b63caa9aa9397e2d9480a9b13673856c78d8ac123288526c37d7839f2a86990" + +[[package]] +name = "core-foundation-sys" +version = "0.8.7" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "773648b94d0e5d620f64f280777445740e61fe701025087ec8b57f45c791888b" + +[[package]] +name = "crc32fast" +version = "1.4.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "a97769d94ddab943e4510d138150169a2758b5ef3eb191a9ee688de3e23ef7b3" +dependencies = [ + "cfg-if", +] + +[[package]] +name = "crossbeam-deque" +version = "0.8.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "9dd111b7b7f7d55b72c0a6ae361660ee5853c9af73f70c3c2ef6858b950e2e51" +dependencies = [ + "crossbeam-epoch", + "crossbeam-utils", +] + +[[package]] +name = "crossbeam-epoch" +version = "0.9.18" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "5b82ac4a3c2ca9c3460964f020e1402edd5753411d7737aa39c3714ad1b5420e" +dependencies = [ + "crossbeam-utils", +] + +[[package]] +name = "crossbeam-utils" +version = "0.8.21" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d0a5c400df2834b80a4c3327b3aad3a4c4cd4de0629063962b03235697506a28" + +[[package]] +name = "crypto-common" +version = "0.1.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1bfb12502f3fc46cca1bb51ac28df9d618d813cdc3d2f25b9fe775a34af26bb3" +dependencies = [ + "generic-array", + "typenum", +] + +[[package]] +name = "deranged" +version = "0.3.11" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b42b6fa04a440b495c8b04d0e71b707c585f83cb9cb28cf8cd0d976c315e31b4" +dependencies = [ + "powerfmt", +] + +[[package]] +name = "digest" +version = "0.10.7" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "9ed9a281f7bc9b7576e61468ba615a66a5c8cfdff42420a70aa82701a3b1e292" +dependencies = [ + "block-buffer", + "crypto-common", +] + +[[package]] +name = "einvoice" +version = "0.1.0" +dependencies = [ + "chrono", + "lopdf", + "rayon", + "regex", + "rstest", + "rust_decimal", + "thiserror 2.0.11", + "uniffi", + "xmltree", + "yaserde", + "yaserde_derive", +] + +[[package]] +name = "either" +version = "1.13.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "60b1af1c220855b6ceac025d3f6ecdd2b7c4894bfe9cd9bda4fbb4bc7c0d4cf0" + +[[package]] +name = "encoding_rs" +version = "0.8.35" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "75030f3c4f45dafd7586dd6780965a8c7e8e285a5ecb86713e63a79c5b2766f3" +dependencies = [ + "cfg-if", +] + +[[package]] +name = "equivalent" +version = "1.0.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "5443807d6dff69373d433ab9ef5378ad8df50ca6298caf15de6e52e24aaf54d5" + +[[package]] +name = "flate2" +version = "1.0.35" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "c936bfdafb507ebbf50b8074c54fa31c5be9a1e7e5f467dd659697041407d07c" +dependencies = [ + "crc32fast", + "miniz_oxide", +] + +[[package]] +name = "fs-err" +version = "2.11.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "88a41f105fe1d5b6b34b2055e3dc59bb79b46b48b2040b9e6c7b4b5de097aa41" +dependencies = [ + "autocfg", +] + +[[package]] +name = "funty" +version = "2.0.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "e6d5a32815ae3f33302d95fdcb2ce17862f8c65363dcfd29360480ba1001fc9c" + +[[package]] +name = "futures-core" +version = "0.3.31" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "05f29059c0c2090612e8d742178b0580d2dc940c837851ad723096f87af6663e" + +[[package]] +name = "futures-macro" +version = "0.3.31" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "162ee34ebcb7c64a8abebc059ce0fee27c2262618d7b60ed8faf72fef13c3650" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "futures-task" +version = "0.3.31" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f90f7dce0722e95104fcb095585910c0977252f286e354b5e3bd38902cd99988" + +[[package]] +name = "futures-timer" +version = "3.0.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f288b0a4f20f9a56b5d1da57e2227c661b7b16168e2f72365f57b63326e29b24" + +[[package]] +name = "futures-util" +version = "0.3.31" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "9fa08315bb612088cc391249efdc3bc77536f16c91f6cf495e6fbe85b20a4a81" +dependencies = [ + "futures-core", + "futures-macro", + "futures-task", + "pin-project-lite", + "pin-utils", + "slab", +] + +[[package]] +name = "generic-array" +version = "0.14.7" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "85649ca51fd72272d7821adaf274ad91c288277713d9c18820d8499a7ff69e9a" +dependencies = [ + "typenum", + "version_check", +] + +[[package]] +name = "getrandom" +version = "0.2.15" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "c4567c8db10ae91089c99af84c68c38da3ec2f087c3f82960bcdbf3656b6f4d7" +dependencies = [ + "cfg-if", + "libc", + "wasi", +] + +[[package]] +name = "glob" +version = "0.3.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d2fabcfbdc87f4758337ca535fb41a6d701b65693ce38287d856d1674551ec9b" + +[[package]] +name = "goblin" +version = "0.8.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1b363a30c165f666402fe6a3024d3bec7ebc898f96a4a23bd1c99f8dbf3f4f47" +dependencies = [ + "log", + "plain", + "scroll", +] + +[[package]] +name = "hashbrown" +version = "0.12.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8a9ee70c43aaf417c914396645a0fa852624801b24ebb7ae78fe8272889ac888" +dependencies = [ + "ahash", +] + +[[package]] +name = "hashbrown" +version = "0.15.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "bf151400ff0baff5465007dd2f3e717f3fe502074ca563069ce3a6629d07b289" + +[[package]] +name = "heck" +version = "0.5.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2304e00983f87ffb38b55b444b5e3b60a884b5d30c0fca7d82fe33449bbe55ea" + +[[package]] +name = "iana-time-zone" +version = "0.1.61" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "235e081f3925a06703c2d0117ea8b91f042756fd6e7a6e5d901e8ca1a996b220" +dependencies = [ + "android_system_properties", + "core-foundation-sys", + "iana-time-zone-haiku", + "js-sys", + "wasm-bindgen", + "windows-core", +] + +[[package]] +name = "iana-time-zone-haiku" +version = "0.1.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f31827a206f56af32e590ba56d5d2d085f558508192593743f16b2306495269f" +dependencies = [ + "cc", +] + +[[package]] +name = "indexmap" +version = "2.7.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "62f822373a4fe84d4bb149bf54e584a7f4abec90e072ed49cda0edea5b95471f" +dependencies = [ + "equivalent", + "hashbrown 0.15.2", +] + +[[package]] +name = "is_terminal_polyfill" +version = "1.70.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7943c866cc5cd64cbc25b2e01621d07fa8eb2a1a23160ee81ce38704e97b8ecf" + +[[package]] +name = "itoa" +version = "1.0.14" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d75a2a4b1b190afb6f5425f10f6a8f959d2ea0b9c2b1d79553551850539e4674" + +[[package]] +name = "js-sys" +version = "0.3.76" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "6717b6b5b077764fb5966237269cb3c64edddde4b14ce42647430a78ced9e7b7" +dependencies = [ + "once_cell", + "wasm-bindgen", +] + +[[package]] +name = "libc" +version = "0.2.169" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b5aba8db14291edd000dfcc4d620c7ebfb122c613afb886ca8803fa4e128a20a" + +[[package]] +name = "log" +version = "0.4.22" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "a7a70ba024b9dc04c27ea2f0c0548feb474ec5c54bba33a7f72f873a39d07b24" + +[[package]] +name = "lopdf" +version = "0.34.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "c5c8ecfc6c72051981c0459f75ccc585e7ff67c70829560cda8e647882a9abff" +dependencies = [ + "chrono", + "encoding_rs", + "flate2", + "indexmap", + "itoa", + "log", + "md-5", + "nom", + "rangemap", + "rayon", + "time", + "weezl", +] + +[[package]] +name = "md-5" +version = "0.10.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d89e7ee0cfbedfc4da3340218492196241d89eefb6dab27de5df917a6d2e78cf" +dependencies = [ + "cfg-if", + "digest", +] + +[[package]] +name = "memchr" +version = "2.7.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "78ca9ab1a0babb1e7d5695e3530886289c18cf2f87ec19a575a0abdce112e3a3" + +[[package]] +name = "mime" +version = "0.3.17" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "6877bb514081ee2a7ff5ef9de3281f14a4dd4bceac4c09388074a6b5df8a139a" + +[[package]] +name = "mime_guess" +version = "2.0.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f7c44f8e672c00fe5308fa235f821cb4198414e1c77935c1ab6948d3fd78550e" +dependencies = [ + "mime", + "unicase", +] + +[[package]] +name = "minimal-lexical" +version = "0.2.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "68354c5c6bd36d73ff3feceb05efa59b6acb7626617f4962be322a825e61f79a" + +[[package]] +name = "miniz_oxide" +version = "0.8.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b8402cab7aefae129c6977bb0ff1b8fd9a04eb5b51efc50a70bea51cda0c7924" +dependencies = [ + "adler2", +] + +[[package]] +name = "nom" +version = "7.1.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d273983c5a657a70a3e8f2a01329822f3b8c8172b73826411a55751e404a0a4a" +dependencies = [ + "memchr", + "minimal-lexical", +] + +[[package]] +name = "num-conv" +version = "0.1.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "51d515d32fb182ee37cda2ccdcb92950d6a3c2893aa280e540671c2cd0f3b1d9" + +[[package]] +name = "num-traits" +version = "0.2.19" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "071dfc062690e90b734c0b2273ce72ad0ffa95f0c74596bc250dcfd960262841" +dependencies = [ + "autocfg", +] + +[[package]] +name = "once_cell" +version = "1.20.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1261fe7e33c73b354eab43b1273a57c8f967d0391e80353e51f764ac02cf6775" + +[[package]] +name = "paste" +version = "1.0.15" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "57c0d7b74b563b49d38dae00a0c37d4d6de9b432382b2892f0574ddcae73fd0a" + +[[package]] +name = "pin-project-lite" +version = "0.2.15" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "915a1e146535de9163f3987b8944ed8cf49a18bb0056bcebcdcece385cece4ff" + +[[package]] +name = "pin-utils" +version = "0.1.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8b870d8c151b6f2fb93e84a13146138f05d02ed11c7e7c54f8826aaaf7c9f184" + +[[package]] +name = "plain" +version = "0.2.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b4596b6d070b27117e987119b4dac604f3c58cfb0b191112e24771b2faeac1a6" + +[[package]] +name = "powerfmt" +version = "0.2.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "439ee305def115ba05938db6eb1644ff94165c5ab5e9420d1c1bcedbba909391" + +[[package]] +name = "ppv-lite86" +version = "0.2.20" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "77957b295656769bb8ad2b6a6b09d897d94f05c41b069aede1fcdaa675eaea04" +dependencies = [ + "zerocopy", +] + +[[package]] +name = "proc-macro-crate" +version = "3.2.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8ecf48c7ca261d60b74ab1a7b20da18bede46776b2e55535cb958eb595c5fa7b" +dependencies = [ + "toml_edit", +] + +[[package]] +name = "proc-macro2" +version = "1.0.92" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "37d3544b3f2748c54e147655edb5025752e2303145b5aefb3c3ea2c78b973bb0" +dependencies = [ + "unicode-ident", +] + +[[package]] +name = "ptr_meta" +version = "0.1.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0738ccf7ea06b608c10564b31debd4f5bc5e197fc8bfe088f68ae5ce81e7a4f1" +dependencies = [ + "ptr_meta_derive", +] + +[[package]] +name = "ptr_meta_derive" +version = "0.1.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "16b845dbfca988fa33db069c0e230574d15a3088f147a87b64c7589eb662c9ac" +dependencies = [ + "proc-macro2", + "quote", + "syn 1.0.109", +] + +[[package]] +name = "quote" +version = "1.0.37" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b5b9d34b8991d19d98081b46eacdd8eb58c6f2b201139f7c5f643cc155a633af" +dependencies = [ + "proc-macro2", +] + +[[package]] +name = "radium" +version = "0.7.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "dc33ff2d4973d518d823d61aa239014831e521c75da58e3df4840d3f47749d09" + +[[package]] +name = "rand" +version = "0.8.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "34af8d1a0e25924bc5b7c43c079c942339d8f0a8b57c39049bef581b46327404" +dependencies = [ + "libc", + "rand_chacha", + "rand_core", +] + +[[package]] +name = "rand_chacha" +version = "0.3.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "e6c10a63a0fa32252be49d21e7709d4d4baf8d231c2dbce1eaa8141b9b127d88" +dependencies = [ + "ppv-lite86", + "rand_core", +] + +[[package]] +name = "rand_core" +version = "0.6.4" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ec0be4795e2f6a28069bec0b5ff3e2ac9bafc99e6a9a7dc3547996c5c816922c" +dependencies = [ + "getrandom", +] + +[[package]] +name = "rangemap" +version = "1.5.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f60fcc7d6849342eff22c4350c8b9a989ee8ceabc4b481253e8946b9fe83d684" + +[[package]] +name = "rayon" +version = "1.10.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b418a60154510ca1a002a752ca9714984e21e4241e804d32555251faf8b78ffa" +dependencies = [ + "either", + "rayon-core", +] + +[[package]] +name = "rayon-core" +version = "1.12.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1465873a3dfdaa8ae7cb14b4383657caab0b3e8a0aa9ae8e04b044854c8dfce2" +dependencies = [ + "crossbeam-deque", + "crossbeam-utils", +] + +[[package]] +name = "regex" +version = "1.11.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b544ef1b4eac5dc2db33ea63606ae9ffcfac26c1416a2806ae0bf5f56b201191" +dependencies = [ + "aho-corasick", + "memchr", + "regex-automata", + "regex-syntax", +] + +[[package]] +name = "regex-automata" +version = "0.4.9" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "809e8dc61f6de73b46c85f4c96486310fe304c434cfa43669d7b40f711150908" +dependencies = [ + "aho-corasick", + "memchr", + "regex-syntax", +] + +[[package]] +name = "regex-syntax" +version = "0.8.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2b15c43186be67a4fd63bee50d0303afffcef381492ebe2c5d87f324e1b8815c" + +[[package]] +name = "relative-path" +version = "1.9.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ba39f3699c378cd8970968dcbff9c43159ea4cfbd88d43c00b22f2ef10a435d2" + +[[package]] +name = "rend" +version = "0.4.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "71fe3824f5629716b1589be05dacd749f6aa084c87e00e016714a8cdfccc997c" +dependencies = [ + "bytecheck", +] + +[[package]] +name = "rkyv" +version = "0.7.45" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "9008cd6385b9e161d8229e1f6549dd23c3d022f132a2ea37ac3a10ac4935779b" +dependencies = [ + "bitvec", + "bytecheck", + "bytes", + "hashbrown 0.12.3", + "ptr_meta", + "rend", + "rkyv_derive", + "seahash", + "tinyvec", + "uuid", +] + +[[package]] +name = "rkyv_derive" +version = "0.7.45" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "503d1d27590a2b0a3a4ca4c94755aa2875657196ecbf401a42eff41d7de532c0" +dependencies = [ + "proc-macro2", + "quote", + "syn 1.0.109", +] + +[[package]] +name = "rstest" +version = "0.24.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "03e905296805ab93e13c1ec3a03f4b6c4f35e9498a3d5fa96dc626d22c03cd89" +dependencies = [ + "futures-timer", + "futures-util", + "rstest_macros", + "rustc_version", +] + +[[package]] +name = "rstest_macros" +version = "0.24.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ef0053bbffce09062bee4bcc499b0fbe7a57b879f1efe088d6d8d4c7adcdef9b" +dependencies = [ + "cfg-if", + "glob", + "proc-macro-crate", + "proc-macro2", + "quote", + "regex", + "relative-path", + "rustc_version", + "syn 2.0.91", + "unicode-ident", +] + +[[package]] +name = "rust_decimal" +version = "1.36.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b082d80e3e3cc52b2ed634388d436fe1f4de6af5786cc2de9ba9737527bdf555" +dependencies = [ + "arrayvec", + "borsh", + "bytes", + "num-traits", + "rand", + "rkyv", + "serde", + "serde_json", +] + +[[package]] +name = "rustc_version" +version = "0.4.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "cfcb3a22ef46e85b45de6ee7e79d063319ebb6594faafcf1c225ea92ab6e9b92" +dependencies = [ + "semver", +] + +[[package]] +name = "ryu" +version = "1.0.18" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f3cb5ba0dc43242ce17de99c180e96db90b235b8a9fdc9543c96d2209116bd9f" + +[[package]] +name = "scroll" +version = "0.12.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "6ab8598aa408498679922eff7fa985c25d58a90771bd6be794434c5277eab1a6" +dependencies = [ + "scroll_derive", +] + +[[package]] +name = "scroll_derive" +version = "0.12.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7f81c2fde025af7e69b1d1420531c8a8811ca898919db177141a85313b1cb932" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "seahash" +version = "4.1.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1c107b6f4780854c8b126e228ea8869f4d7b71260f962fefb57b996b8959ba6b" + +[[package]] +name = "semver" +version = "1.0.24" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "3cb6eb87a131f756572d7fb904f6e7b68633f09cca868c5df1c4b8d1a694bbba" +dependencies = [ + "serde", +] + +[[package]] +name = "serde" +version = "1.0.216" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0b9781016e935a97e8beecf0c933758c97a5520d32930e460142b4cd80c6338e" +dependencies = [ + "serde_derive", +] + +[[package]] +name = "serde_derive" +version = "1.0.216" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "46f859dbbf73865c6627ed570e78961cd3ac92407a2d117204c49232485da55e" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "serde_json" +version = "1.0.134" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d00f4175c42ee48b15416f6193a959ba3a0d67fc699a0db9ad12df9f83991c7d" +dependencies = [ + "itoa", + "memchr", + "ryu", + "serde", +] + +[[package]] +name = "serde_tokenstream" +version = "0.2.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "64060d864397305347a78851c51588fd283767e7e7589829e8121d65512340f1" +dependencies = [ + "proc-macro2", + "quote", + "serde", + "syn 2.0.91", +] + +[[package]] +name = "shlex" +version = "1.3.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0fda2ff0d084019ba4d7c6f371c95d8fd75ce3524c3cb8fb653a3023f6323e64" + +[[package]] +name = "simdutf8" +version = "0.1.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "e3a9fe34e3e7a50316060351f37187a3f546bce95496156754b601a5fa71b76e" + +[[package]] +name = "siphasher" +version = "0.3.11" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "38b58827f4464d87d377d175e90bf58eb00fd8716ff0a62f80356b5e61555d0d" + +[[package]] +name = "slab" +version = "0.4.9" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8f92a496fb766b417c996b9c5e57daf2f7ad3b0bebe1ccfca4856390e3d3bb67" +dependencies = [ + "autocfg", +] + +[[package]] +name = "smawk" +version = "0.3.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b7c388c1b5e93756d0c740965c41e8822f866621d41acbdf6336a6a168f8840c" + +[[package]] +name = "static_assertions" +version = "1.1.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "a2eb9349b6444b326872e140eb1cf5e7c522154d69e7a0ffb0fb81c06b37543f" + +[[package]] +name = "strsim" +version = "0.11.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "7da8b5736845d9f2fcb837ea5d9e2628564b3b043a70948a3f0b778838c5fb4f" + +[[package]] +name = "syn" +version = "1.0.109" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "72b64191b275b66ffe2469e8af2c1cfe3bafa67b529ead792a6d0160888b4237" +dependencies = [ + "proc-macro2", + "quote", + "unicode-ident", +] + +[[package]] +name = "syn" +version = "2.0.91" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d53cbcb5a243bd33b7858b1d7f4aca2153490815872d86d955d6ea29f743c035" +dependencies = [ + "proc-macro2", + "quote", + "unicode-ident", +] + +[[package]] +name = "tap" +version = "1.0.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "55937e1799185b12863d447f42597ed69d9928686b8d88a1df17376a097d8369" + +[[package]] +name = "textwrap" +version = "0.16.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "23d434d3f8967a09480fb04132ebe0a3e088c173e6d0ee7897abbdf4eab0f8b9" +dependencies = [ + "smawk", +] + +[[package]] +name = "thiserror" +version = "1.0.69" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b6aaf5339b578ea85b50e080feb250a3e8ae8cfcdff9a461c9ec2904bc923f52" +dependencies = [ + "thiserror-impl 1.0.69", +] + +[[package]] +name = "thiserror" +version = "2.0.11" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "d452f284b73e6d76dd36758a0c8684b1d5be31f92b89d07fd5822175732206fc" +dependencies = [ + "thiserror-impl 2.0.11", +] + +[[package]] +name = "thiserror-impl" +version = "1.0.69" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4fee6c4efc90059e10f81e6d42c60a18f76588c3d74cb83a0b242a2b6c7504c1" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "thiserror-impl" +version = "2.0.11" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "26afc1baea8a989337eeb52b6e72a039780ce45c3edfcc9c5b9d112feeb173c2" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", +] + +[[package]] +name = "time" +version = "0.3.37" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "35e7868883861bd0e56d9ac6efcaaca0d6d5d82a2a7ec8209ff492c07cf37b21" +dependencies = [ + "deranged", + "itoa", + "num-conv", + "powerfmt", + "serde", + "time-core", + "time-macros", +] + +[[package]] +name = "time-core" +version = "0.1.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ef927ca75afb808a4d64dd374f00a2adf8d0fcff8e7b184af886c3c87ec4a3f3" + +[[package]] +name = "time-macros" +version = "0.2.19" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2834e6017e3e5e4b9834939793b282bc03b37a3336245fa820e35e233e2a85de" +dependencies = [ + "num-conv", + "time-core", +] + +[[package]] +name = "tinyvec" +version = "1.8.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "022db8904dfa342efe721985167e9fcd16c29b226db4397ed752a761cfce81e8" +dependencies = [ + "tinyvec_macros", +] + +[[package]] +name = "tinyvec_macros" +version = "0.1.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1f3ccbac311fea05f86f61904b462b55fb3df8837a366dfc601a0161d0532f20" + +[[package]] +name = "toml" +version = "0.5.11" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "f4f7f0dd8d50a853a531c426359045b1998f04219d88799810762cd4ad314234" +dependencies = [ + "serde", +] + +[[package]] +name = "toml_datetime" +version = "0.6.8" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0dd7358ecb8fc2f8d014bf86f6f638ce72ba252a2c3a2572f2a795f1d23efb41" + +[[package]] +name = "toml_edit" +version = "0.22.22" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4ae48d6208a266e853d946088ed816055e556cc6028c5e8e2b84d9fa5dd7c7f5" +dependencies = [ + "indexmap", + "toml_datetime", + "winnow", +] + +[[package]] +name = "typenum" +version = "1.17.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "42ff0bf0c66b8238c6f3b578df37d0b7848e55df8577b3f74f92a69acceeb825" + +[[package]] +name = "unicase" +version = "2.8.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "75b844d17643ee918803943289730bec8aac480150456169e647ed0b576ba539" + +[[package]] +name = "unicode-ident" +version = "1.0.14" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "adb9e6ca4f869e1180728b7950e35922a7fc6397f7b641499e8f3ef06e50dc83" + +[[package]] +name = "uniffi" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4cb08c58c7ed7033150132febe696bef553f891b1ede57424b40d87a89e3c170" +dependencies = [ + "anyhow", + "camino", + "cargo_metadata", + "clap", + "uniffi_bindgen", + "uniffi_core", + "uniffi_macros", +] + +[[package]] +name = "uniffi_bindgen" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "cade167af943e189a55020eda2c314681e223f1e42aca7c4e52614c2b627698f" +dependencies = [ + "anyhow", + "askama", + "camino", + "cargo_metadata", + "fs-err", + "glob", + "goblin", + "heck", + "once_cell", + "paste", + "serde", + "textwrap", + "toml", + "uniffi_meta", + "uniffi_udl", +] + +[[package]] +name = "uniffi_checksum_derive" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "802d2051a700e3ec894c79f80d2705b69d85844dafbbe5d1a92776f8f48b563a" +dependencies = [ + "quote", + "syn 2.0.91", +] + +[[package]] +name = "uniffi_core" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "bc7687007d2546c454d8ae609b105daceb88175477dac280707ad6d95bcd6f1f" +dependencies = [ + "anyhow", + "bytes", + "log", + "once_cell", + "paste", + "static_assertions", +] + +[[package]] +name = "uniffi_macros" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "12c65a5b12ec544ef136693af8759fb9d11aefce740fb76916721e876639033b" +dependencies = [ + "bincode", + "camino", + "fs-err", + "once_cell", + "proc-macro2", + "quote", + "serde", + "syn 2.0.91", + "toml", + "uniffi_meta", +] + +[[package]] +name = "uniffi_meta" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "4a74ed96c26882dac1ca9b93ca23c827e284bacbd7ec23c6f0b0372f747d59e4" +dependencies = [ + "anyhow", + "bytes", + "siphasher", + "uniffi_checksum_derive", +] + +[[package]] +name = "uniffi_testing" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "6a6f984f0781f892cc864a62c3a5c60361b1ccbd68e538e6c9fbced5d82268ac" +dependencies = [ + "anyhow", + "camino", + "cargo_metadata", + "fs-err", + "once_cell", +] + +[[package]] +name = "uniffi_udl" +version = "0.28.3" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "037820a4cfc4422db1eaa82f291a3863c92c7d1789dc513489c36223f9b4cdfc" +dependencies = [ + "anyhow", + "textwrap", + "uniffi_meta", + "uniffi_testing", + "weedle2", +] + +[[package]] +name = "utf8parse" +version = "0.2.2" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "06abde3611657adf66d383f00b093d7faecc7fa57071cce2578660c9f1010821" + +[[package]] +name = "uuid" +version = "1.11.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b913a3b5fe84142e269d63cc62b64319ccaf89b748fc31fe025177f767a756c4" + +[[package]] +name = "version_check" +version = "0.9.5" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0b928f33d975fc6ad9f86c8f283853ad26bdd5b10b7f1542aa2fa15e2289105a" + +[[package]] +name = "wasi" +version = "0.11.0+wasi-snapshot-preview1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "9c8d87e72b64a3b4db28d11ce29237c246188f4f51057d65a7eab63b7987e423" + +[[package]] +name = "wasm-bindgen" +version = "0.2.99" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "a474f6281d1d70c17ae7aa6a613c87fce69a127e2624002df63dcb39d6cf6396" +dependencies = [ + "cfg-if", + "once_cell", + "wasm-bindgen-macro", +] + +[[package]] +name = "wasm-bindgen-backend" +version = "0.2.99" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "5f89bb38646b4f81674e8f5c3fb81b562be1fd936d84320f3264486418519c79" +dependencies = [ + "bumpalo", + "log", + "proc-macro2", + "quote", + "syn 2.0.91", + "wasm-bindgen-shared", +] + +[[package]] +name = "wasm-bindgen-macro" +version = "0.2.99" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "2cc6181fd9a7492eef6fef1f33961e3695e4579b9872a6f7c83aee556666d4fe" +dependencies = [ + "quote", + "wasm-bindgen-macro-support", +] + +[[package]] +name = "wasm-bindgen-macro-support" +version = "0.2.99" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "30d7a95b763d3c45903ed6c81f156801839e5ee968bb07e534c44df0fcd330c2" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", + "wasm-bindgen-backend", + "wasm-bindgen-shared", +] + +[[package]] +name = "wasm-bindgen-shared" +version = "0.2.99" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "943aab3fdaaa029a6e0271b35ea10b72b943135afe9bffca82384098ad0e06a6" + +[[package]] +name = "weedle2" +version = "5.0.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "998d2c24ec099a87daf9467808859f9d82b61f1d9c9701251aea037f514eae0e" +dependencies = [ + "nom", +] + +[[package]] +name = "weezl" +version = "0.1.8" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "53a85b86a771b1c87058196170769dd264f66c0782acf1ae6cc51bfd64b39082" + +[[package]] +name = "windows-core" +version = "0.52.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "33ab640c8d7e35bf8ba19b884ba838ceb4fba93a4e8c65a9059d08afcfc683d9" +dependencies = [ + "windows-targets", +] + +[[package]] +name = "windows-sys" +version = "0.59.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1e38bc4d79ed67fd075bcc251a1c39b32a1776bbe92e5bef1f0bf1f8c531853b" +dependencies = [ + "windows-targets", +] + +[[package]] +name = "windows-targets" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "9b724f72796e036ab90c1021d4780d4d3d648aca59e491e6b98e725b84e99973" +dependencies = [ + "windows_aarch64_gnullvm", + "windows_aarch64_msvc", + "windows_i686_gnu", + "windows_i686_gnullvm", + "windows_i686_msvc", + "windows_x86_64_gnu", + "windows_x86_64_gnullvm", + "windows_x86_64_msvc", +] + +[[package]] +name = "windows_aarch64_gnullvm" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "32a4622180e7a0ec044bb555404c800bc9fd9ec262ec147edd5989ccd0c02cd3" + +[[package]] +name = "windows_aarch64_msvc" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "09ec2a7bb152e2252b53fa7803150007879548bc709c039df7627cabbd05d469" + +[[package]] +name = "windows_i686_gnu" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "8e9b5ad5ab802e97eb8e295ac6720e509ee4c243f69d781394014ebfe8bbfa0b" + +[[package]] +name = "windows_i686_gnullvm" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "0eee52d38c090b3caa76c563b86c3a4bd71ef1a819287c19d586d7334ae8ed66" + +[[package]] +name = "windows_i686_msvc" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "240948bc05c5e7c6dabba28bf89d89ffce3e303022809e73deaefe4f6ec56c66" + +[[package]] +name = "windows_x86_64_gnu" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "147a5c80aabfbf0c7d901cb5895d1de30ef2907eb21fbbab29ca94c5b08b1a78" + +[[package]] +name = "windows_x86_64_gnullvm" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "24d5b23dc417412679681396f2b49f3de8c1473deb516bd34410872eff51ed0d" + +[[package]] +name = "windows_x86_64_msvc" +version = "0.52.6" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "589f6da84c646204747d1270a2a5661ea66ed1cced2631d546fdfb155959f9ec" + +[[package]] +name = "winnow" +version = "0.6.20" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "36c1fec1a2bb5866f07c25f68c26e565c4c200aebb96d7e55710c19d3e8ac49b" +dependencies = [ + "memchr", +] + +[[package]] +name = "wyz" +version = "0.5.1" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "05f360fc0b24296329c78fda852a1e9ae82de9cf7b27dae4b7f62f118f77b9ed" +dependencies = [ + "tap", +] + +[[package]] +name = "xml-rs" +version = "0.8.24" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "ea8b391c9a790b496184c29f7f93b9ed5b16abb306c05415b68bcc16e4d06432" + +[[package]] +name = "xmltree" +version = "0.11.0" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "b619f8c85654798007fb10afa5125590b43b088c225a25fc2fec100a9fad0fc6" +dependencies = [ + "indexmap", + "xml-rs", +] + +[[package]] +name = "yaserde" +version = "0.12.0" +source = "git+https://github.com/BSchneppe/yaserde.git?branch=feat%2Fnested#f1a52f218a1b7e93d8c53386e67d42b46548fa00" +dependencies = [ + "log", + "xml-rs", +] + +[[package]] +name = "yaserde_derive" +version = "0.12.0" +source = "git+https://github.com/BSchneppe/yaserde.git?branch=feat%2Fnested#f1a52f218a1b7e93d8c53386e67d42b46548fa00" +dependencies = [ + "heck", + "log", + "proc-macro2", + "quote", + "serde", + "serde_tokenstream", + "syn 2.0.91", + "xml-rs", +] + +[[package]] +name = "zerocopy" +version = "0.7.35" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "1b9b4fd18abc82b8136838da5d50bae7bdea537c574d8dc1a34ed098d6c166f0" +dependencies = [ + "byteorder", + "zerocopy-derive", +] + +[[package]] +name = "zerocopy-derive" +version = "0.7.35" +source = "registry+https://github.com/rust-lang/crates.io-index" +checksum = "fa4f8080344d4671fb4e831a13ad1e68092748387dfc4f55e356242fae12ce3e" +dependencies = [ + "proc-macro2", + "quote", + "syn 2.0.91", +] diff --git a/Cargo.toml b/Cargo.toml new file mode 100644 index 0000000..413f218 --- /dev/null +++ b/Cargo.toml @@ -0,0 +1,31 @@ +[package] +name = "einvoice" +version = "0.1.0" +edition = "2021" + +[dependencies] +yaserde = { git = "https://github.com/BSchneppe/yaserde.git" , branch = "feat/nested"} +yaserde_derive ={ git = "https://github.com/BSchneppe/yaserde.git" , branch = "feat/nested"} +thiserror = "2.0.11" +rayon = "1.10.0" +uniffi = { version = "0.28.3", features = ["cli"] } +chrono = "0.4.39" +rust_decimal = { version = "1.36.0",features = ["c-repr"] } +lopdf = "=0.34.0" + +[dev-dependencies] +rstest = "0.24.0" +xmltree = { version = "0.11.0" ,features = ["attribute-order"]} +regex = "1.11.1" + + +[build-dependencies] +regex = "1.11.1" + +[lib] +crate-type = ["lib","cdylib"] +[[bin]] +name = "uniffi-bindgen" +path = "uniffi_bindgen.rs" + + diff --git a/LICENSE b/LICENSE new file mode 100644 index 0000000..eb550b7 --- /dev/null +++ b/LICENSE @@ -0,0 +1,7 @@ +Copyright 2024 Benedikt Schneppe + +Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the “Software”), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED “AS IS”, WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. \ No newline at end of file diff --git a/README.md b/README.md new file mode 100644 index 0000000..34a514c --- /dev/null +++ b/README.md @@ -0,0 +1,64 @@ + +# einvoice-rs + +The goal of this project is to implement +- XML parsing of CII and UBL e-invoices +- Validation / [Parsing](https://lexi-lambda.github.io/blog/2019/11/05/parse-don-t-validate/) of CII and UBL e-invoices +- Generation of XML for CII and UBL e-invoices +- visualization of CII and UBL e-invoices +- generation of PDFs for CII e-invoices (zugferd) +- parsing of XMls embedded in PDFs (zugferd) +- provide cross-language and platform bindings for the above + +> [!CAUTION] +> Early stage of development, not ready for production use + + +## License + +This project is licensed under the terms described in the [LICENSE](LICENSE) file (MIT). + +## Features + +- Serialization and Deserialization of CII and UBL XML invoices (EN 16931) +- Java Binding based on kotlin works for jre 8 and above + + +## Roadmap + +- Implement validation for Invoices +- Clean-Up generated files according to xsds / use stricter types +- add more language bindings + + +## Running Tests + +To run tests, run the following command + +```bash + cargo test +``` +This will validate that we can deserialize and serialize all tests in the [xrechnung testsuite](https://github.com/itplr-kosit/xrechnung-testsuite/tree/master/src/test ) + +## Examples +### Java +```java +import com.schneppe.einvoice.Invoice; +import com.schneppe.einvoice.EinvoiceKt; + +String xml = new String(Files.readAllBytes(path)); +Invoice invoice = EinvoiceKt.validateXRechnung(xml); +``` +### Rust + +see [examples](examples) for rust examples + + +## Authors + +- [Benedikt Schneppe](https://www.github.com/bschneppe) + + + + + diff --git a/bindings/kotlin/.gitignore b/bindings/kotlin/.gitignore new file mode 100644 index 0000000..47021da --- /dev/null +++ b/bindings/kotlin/.gitignore @@ -0,0 +1,4 @@ +/.gradle/ +/.idea/ +/.kotlin/ +/build/ diff --git a/bindings/kotlin/build.gradle.kts b/bindings/kotlin/build.gradle.kts new file mode 100644 index 0000000..2ba0272 --- /dev/null +++ b/bindings/kotlin/build.gradle.kts @@ -0,0 +1,107 @@ +import com.github.jengelman.gradle.plugins.shadow.tasks.ShadowJar +import org.jetbrains.kotlin.gradle.dsl.JvmTarget + +version = versionFromCargo("../../Cargo.toml") + +plugins { + kotlin("jvm") version "2.1.0" + id("com.github.johnrengelman.shadow") version "8.1.1" + +} +kotlin { + compilerOptions { + jvmTarget.set(JvmTarget.JVM_1_8) + } +} +java { + sourceCompatibility = JavaVersion.VERSION_1_8 + targetCompatibility = JavaVersion.VERSION_1_8 +} + + +repositories { + mavenCentral() +} + +dependencies { + val co_routines_version = "1.10.1" + implementation("org.jetbrains.kotlinx:kotlinx-coroutines-core:$co_routines_version") + val jna_version = "5.16.0"; + implementation("net.java.dev.jna:jna:$jna_version") + val junit_version = "5.11.4" + testImplementation("org.junit.jupiter:junit-jupiter:$junit_version") +} +val nativeDir = layout.buildDirectory.dir("generated/sources/native").get().asFile.absolutePath + +tasks { + val generateUniFFIBindings by registering(Exec::class) { + group = "build" + description = "Generates UniFFI bindings for Kotlin." + + workingDir = layout.projectDirectory.dir("../../target/release/").asFile + + var libExtension = "dylib" + if (System.getProperty("os.name").lowercase().contains("linux")) { + libExtension = "so" + } + + //generate the bindings + commandLine( + "./uniffi-bindgen", + "generate", + "--library", + "libeinvoice.${libExtension}", + "--language", + "kotlin", + "--out-dir", + nativeDir + ) + + } + + val compileKotlin by getting { + dependsOn(generateUniFFIBindings) + } +} + +tasks.processResources { + from("../../target/release") { + include("*.dylib") + into("darwin-aarch64") + duplicatesStrategy = DuplicatesStrategy.EXCLUDE + } + from("../../target/release") { + include("*.so") + into("linux-x86-64") + duplicatesStrategy = DuplicatesStrategy.EXCLUDE + } +} + +tasks.withType { + archiveClassifier.set("") // Replace default "all" classifier + relocate("org.jetbrains.annotations", "com.schneppe.einvoice.annotations.jetbrains") + relocate("org.intellij.lang.annotations", "com.schneppe.einvoice.annotations.intellij") + relocate("kotlinx.coroutines", "com.schneppe.einvoice.coroutines") + relocate("kotlin", "com.schneppe.einvoice.kotlin") + mergeServiceFiles() +} + + +tasks.build { + dependsOn("shadowJar") +} +tasks.test { + useJUnitPlatform() +} + +sourceSets { + val main by getting { + kotlin.srcDir(nativeDir) + } +} + +fun versionFromCargo(s: String): String { + val file = File(s) + val version = file.readLines().find { it.startsWith("version") } ?: error("Version not found in Cargo.toml") + return version.split("=")[1].replace("\"", "").trim() +} diff --git a/bindings/kotlin/gradle/wrapper/gradle-wrapper.jar b/bindings/kotlin/gradle/wrapper/gradle-wrapper.jar new file mode 100644 index 0000000..a4b76b9 Binary files /dev/null and b/bindings/kotlin/gradle/wrapper/gradle-wrapper.jar differ diff --git a/bindings/kotlin/gradle/wrapper/gradle-wrapper.properties b/bindings/kotlin/gradle/wrapper/gradle-wrapper.properties new file mode 100644 index 0000000..9355b41 --- /dev/null +++ b/bindings/kotlin/gradle/wrapper/gradle-wrapper.properties @@ -0,0 +1,7 @@ +distributionBase=GRADLE_USER_HOME +distributionPath=wrapper/dists +distributionUrl=https\://services.gradle.org/distributions/gradle-8.10-bin.zip +networkTimeout=10000 +validateDistributionUrl=true +zipStoreBase=GRADLE_USER_HOME +zipStorePath=wrapper/dists diff --git a/bindings/kotlin/gradlew b/bindings/kotlin/gradlew new file mode 100755 index 0000000..f5feea6 --- /dev/null +++ b/bindings/kotlin/gradlew @@ -0,0 +1,252 @@ +#!/bin/sh + +# +# Copyright © 2015-2021 the original authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# https://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# +# SPDX-License-Identifier: Apache-2.0 +# + +############################################################################## +# +# Gradle start up script for POSIX generated by Gradle. +# +# Important for running: +# +# (1) You need a POSIX-compliant shell to run this script. If your /bin/sh is +# noncompliant, but you have some other compliant shell such as ksh or +# bash, then to run this script, type that shell name before the whole +# command line, like: +# +# ksh Gradle +# +# Busybox and similar reduced shells will NOT work, because this script +# requires all of these POSIX shell features: +# * functions; +# * expansions «$var», «${var}», «${var:-default}», «${var+SET}», +# «${var#prefix}», «${var%suffix}», and «$( cmd )»; +# * compound commands having a testable exit status, especially «case»; +# * various built-in commands including «command», «set», and «ulimit». +# +# Important for patching: +# +# (2) This script targets any POSIX shell, so it avoids extensions provided +# by Bash, Ksh, etc; in particular arrays are avoided. +# +# The "traditional" practice of packing multiple parameters into a +# space-separated string is a well documented source of bugs and security +# problems, so this is (mostly) avoided, by progressively accumulating +# options in "$@", and eventually passing that to Java. +# +# Where the inherited environment variables (DEFAULT_JVM_OPTS, JAVA_OPTS, +# and GRADLE_OPTS) rely on word-splitting, this is performed explicitly; +# see the in-line comments for details. +# +# There are tweaks for specific operating systems such as AIX, CygWin, +# Darwin, MinGW, and NonStop. +# +# (3) This script is generated from the Groovy template +# https://github.com/gradle/gradle/blob/HEAD/platforms/jvm/plugins-application/src/main/resources/org/gradle/api/internal/plugins/unixStartScript.txt +# within the Gradle project. +# +# You can find Gradle at https://github.com/gradle/gradle/. +# +############################################################################## + +# Attempt to set APP_HOME + +# Resolve links: $0 may be a link +app_path=$0 + +# Need this for daisy-chained symlinks. +while + APP_HOME=${app_path%"${app_path##*/}"} # leaves a trailing /; empty if no leading path + [ -h "$app_path" ] +do + ls=$( ls -ld "$app_path" ) + link=${ls#*' -> '} + case $link in #( + /*) app_path=$link ;; #( + *) app_path=$APP_HOME$link ;; + esac +done + +# This is normally unused +# shellcheck disable=SC2034 +APP_BASE_NAME=${0##*/} +# Discard cd standard output in case $CDPATH is set (https://github.com/gradle/gradle/issues/25036) +APP_HOME=$( cd -P "${APP_HOME:-./}" > /dev/null && printf '%s +' "$PWD" ) || exit + +# Use the maximum available, or set MAX_FD != -1 to use that value. +MAX_FD=maximum + +warn () { + echo "$*" +} >&2 + +die () { + echo + echo "$*" + echo + exit 1 +} >&2 + +# OS specific support (must be 'true' or 'false'). +cygwin=false +msys=false +darwin=false +nonstop=false +case "$( uname )" in #( + CYGWIN* ) cygwin=true ;; #( + Darwin* ) darwin=true ;; #( + MSYS* | MINGW* ) msys=true ;; #( + NONSTOP* ) nonstop=true ;; +esac + +CLASSPATH=$APP_HOME/gradle/wrapper/gradle-wrapper.jar + + +# Determine the Java command to use to start the JVM. +if [ -n "$JAVA_HOME" ] ; then + if [ -x "$JAVA_HOME/jre/sh/java" ] ; then + # IBM's JDK on AIX uses strange locations for the executables + JAVACMD=$JAVA_HOME/jre/sh/java + else + JAVACMD=$JAVA_HOME/bin/java + fi + if [ ! -x "$JAVACMD" ] ; then + die "ERROR: JAVA_HOME is set to an invalid directory: $JAVA_HOME + +Please set the JAVA_HOME variable in your environment to match the +location of your Java installation." + fi +else + JAVACMD=java + if ! command -v java >/dev/null 2>&1 + then + die "ERROR: JAVA_HOME is not set and no 'java' command could be found in your PATH. + +Please set the JAVA_HOME variable in your environment to match the +location of your Java installation." + fi +fi + +# Increase the maximum file descriptors if we can. +if ! "$cygwin" && ! "$darwin" && ! "$nonstop" ; then + case $MAX_FD in #( + max*) + # In POSIX sh, ulimit -H is undefined. That's why the result is checked to see if it worked. + # shellcheck disable=SC2039,SC3045 + MAX_FD=$( ulimit -H -n ) || + warn "Could not query maximum file descriptor limit" + esac + case $MAX_FD in #( + '' | soft) :;; #( + *) + # In POSIX sh, ulimit -n is undefined. That's why the result is checked to see if it worked. + # shellcheck disable=SC2039,SC3045 + ulimit -n "$MAX_FD" || + warn "Could not set maximum file descriptor limit to $MAX_FD" + esac +fi + +# Collect all arguments for the java command, stacking in reverse order: +# * args from the command line +# * the main class name +# * -classpath +# * -D...appname settings +# * --module-path (only if needed) +# * DEFAULT_JVM_OPTS, JAVA_OPTS, and GRADLE_OPTS environment variables. + +# For Cygwin or MSYS, switch paths to Windows format before running java +if "$cygwin" || "$msys" ; then + APP_HOME=$( cygpath --path --mixed "$APP_HOME" ) + CLASSPATH=$( cygpath --path --mixed "$CLASSPATH" ) + + JAVACMD=$( cygpath --unix "$JAVACMD" ) + + # Now convert the arguments - kludge to limit ourselves to /bin/sh + for arg do + if + case $arg in #( + -*) false ;; # don't mess with options #( + /?*) t=${arg#/} t=/${t%%/*} # looks like a POSIX filepath + [ -e "$t" ] ;; #( + *) false ;; + esac + then + arg=$( cygpath --path --ignore --mixed "$arg" ) + fi + # Roll the args list around exactly as many times as the number of + # args, so each arg winds up back in the position where it started, but + # possibly modified. + # + # NB: a `for` loop captures its iteration list before it begins, so + # changing the positional parameters here affects neither the number of + # iterations, nor the values presented in `arg`. + shift # remove old arg + set -- "$@" "$arg" # push replacement arg + done +fi + + +# Add default JVM options here. You can also use JAVA_OPTS and GRADLE_OPTS to pass JVM options to this script. +DEFAULT_JVM_OPTS='"-Xmx64m" "-Xms64m"' + +# Collect all arguments for the java command: +# * DEFAULT_JVM_OPTS, JAVA_OPTS, JAVA_OPTS, and optsEnvironmentVar are not allowed to contain shell fragments, +# and any embedded shellness will be escaped. +# * For example: A user cannot expect ${Hostname} to be expanded, as it is an environment variable and will be +# treated as '${Hostname}' itself on the command line. + +set -- \ + "-Dorg.gradle.appname=$APP_BASE_NAME" \ + -classpath "$CLASSPATH" \ + org.gradle.wrapper.GradleWrapperMain \ + "$@" + +# Stop when "xargs" is not available. +if ! command -v xargs >/dev/null 2>&1 +then + die "xargs is not available" +fi + +# Use "xargs" to parse quoted args. +# +# With -n1 it outputs one arg per line, with the quotes and backslashes removed. +# +# In Bash we could simply go: +# +# readarray ARGS < <( xargs -n1 <<<"$var" ) && +# set -- "${ARGS[@]}" "$@" +# +# but POSIX shell has neither arrays nor command substitution, so instead we +# post-process each arg (as a line of input to sed) to backslash-escape any +# character that might be a shell metacharacter, then use eval to reverse +# that process (while maintaining the separation between arguments), and wrap +# the whole thing up as a single "set" statement. +# +# This will of course break if any of these variables contains a newline or +# an unmatched quote. +# + +eval "set -- $( + printf '%s\n' "$DEFAULT_JVM_OPTS $JAVA_OPTS $GRADLE_OPTS" | + xargs -n1 | + sed ' s~[^-[:alnum:]+,./:=@_]~\\&~g; ' | + tr '\n' ' ' + )" '"$@"' + +exec "$JAVACMD" "$@" diff --git a/bindings/kotlin/gradlew.bat b/bindings/kotlin/gradlew.bat new file mode 100644 index 0000000..9b42019 --- /dev/null +++ b/bindings/kotlin/gradlew.bat @@ -0,0 +1,94 @@ +@rem +@rem Copyright 2015 the original author or authors. +@rem +@rem Licensed under the Apache License, Version 2.0 (the "License"); +@rem you may not use this file except in compliance with the License. +@rem You may obtain a copy of the License at +@rem +@rem https://www.apache.org/licenses/LICENSE-2.0 +@rem +@rem Unless required by applicable law or agreed to in writing, software +@rem distributed under the License is distributed on an "AS IS" BASIS, +@rem WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +@rem See the License for the specific language governing permissions and +@rem limitations under the License. +@rem +@rem SPDX-License-Identifier: Apache-2.0 +@rem + +@if "%DEBUG%"=="" @echo off +@rem ########################################################################## +@rem +@rem Gradle startup script for Windows +@rem +@rem ########################################################################## + +@rem Set local scope for the variables with windows NT shell +if "%OS%"=="Windows_NT" setlocal + +set DIRNAME=%~dp0 +if "%DIRNAME%"=="" set DIRNAME=. +@rem This is normally unused +set APP_BASE_NAME=%~n0 +set APP_HOME=%DIRNAME% + +@rem Resolve any "." and ".." in APP_HOME to make it shorter. +for %%i in ("%APP_HOME%") do set APP_HOME=%%~fi + +@rem Add default JVM options here. You can also use JAVA_OPTS and GRADLE_OPTS to pass JVM options to this script. +set DEFAULT_JVM_OPTS="-Xmx64m" "-Xms64m" + +@rem Find java.exe +if defined JAVA_HOME goto findJavaFromJavaHome + +set JAVA_EXE=java.exe +%JAVA_EXE% -version >NUL 2>&1 +if %ERRORLEVEL% equ 0 goto execute + +echo. 1>&2 +echo ERROR: JAVA_HOME is not set and no 'java' command could be found in your PATH. 1>&2 +echo. 1>&2 +echo Please set the JAVA_HOME variable in your environment to match the 1>&2 +echo location of your Java installation. 1>&2 + +goto fail + +:findJavaFromJavaHome +set JAVA_HOME=%JAVA_HOME:"=% +set JAVA_EXE=%JAVA_HOME%/bin/java.exe + +if exist "%JAVA_EXE%" goto execute + +echo. 1>&2 +echo ERROR: JAVA_HOME is set to an invalid directory: %JAVA_HOME% 1>&2 +echo. 1>&2 +echo Please set the JAVA_HOME variable in your environment to match the 1>&2 +echo location of your Java installation. 1>&2 + +goto fail + +:execute +@rem Setup the command line + +set CLASSPATH=%APP_HOME%\gradle\wrapper\gradle-wrapper.jar + + +@rem Execute Gradle +"%JAVA_EXE%" %DEFAULT_JVM_OPTS% %JAVA_OPTS% %GRADLE_OPTS% "-Dorg.gradle.appname=%APP_BASE_NAME%" -classpath "%CLASSPATH%" org.gradle.wrapper.GradleWrapperMain %* + +:end +@rem End local scope for the variables with windows NT shell +if %ERRORLEVEL% equ 0 goto mainEnd + +:fail +rem Set variable GRADLE_EXIT_CONSOLE if you need the _script_ return code instead of +rem the _cmd.exe /c_ return code! +set EXIT_CODE=%ERRORLEVEL% +if %EXIT_CODE% equ 0 set EXIT_CODE=1 +if not ""=="%GRADLE_EXIT_CONSOLE%" exit %EXIT_CODE% +exit /b %EXIT_CODE% + +:mainEnd +if "%OS%"=="Windows_NT" endlocal + +:omega diff --git a/bindings/kotlin/settings.gradle.kts b/bindings/kotlin/settings.gradle.kts new file mode 100644 index 0000000..8522153 --- /dev/null +++ b/bindings/kotlin/settings.gradle.kts @@ -0,0 +1 @@ +rootProject.name = "einvoice" \ No newline at end of file diff --git a/bindings/kotlin/src/test/java/com/schneppe/einvoice/ValidationTest.java b/bindings/kotlin/src/test/java/com/schneppe/einvoice/ValidationTest.java new file mode 100644 index 0000000..bea5086 --- /dev/null +++ b/bindings/kotlin/src/test/java/com/schneppe/einvoice/ValidationTest.java @@ -0,0 +1,43 @@ +package com.schneppe.einvoice; + + +import java.nio.file.Files; +import java.nio.file.Path; +import java.nio.file.Paths; + +import org.junit.jupiter.api.Test; + +import static org.junit.jupiter.api.Assertions.assertInstanceOf; +import static org.junit.jupiter.api.Assertions.assertThrows; + + +class ValidationTest { + + @Test + void validateInvoiceShouldBeValid() throws Exception { + Path path = Paths.get(this.getClass().getClassLoader().getResource("01.11a-INVOICE_ubl.xml").getPath()); + String xml = new String(Files.readAllBytes(path)); + InvoiceStandard invoiceStandard = EinvoiceKt.validateInvoice(xml); + + assertInstanceOf(InvoiceStandard.Ubl.class, invoiceStandard); + } + + @Test + void validateInvoiceShouldBeInvalid() throws Exception { + Path path = Paths.get(this.getClass().getClassLoader().getResource("no_customizationid_01.01_comprehensive_test_ubl.xml").getPath()); + String xml = new String(Files.readAllBytes(path)); + + assertThrows(InvoiceException.class, () -> EinvoiceKt.validateInvoice(xml)); + } + + @Test + void validateInvoiceShouldBeValidCii() throws Exception { + Path path = Paths.get(this.getClass().getClassLoader().getResource("01.01_comprehensive_test_uncefact.xml").getPath()); + String xml = new String(Files.readAllBytes(path)); + + InvoiceStandard invoiceStandard = EinvoiceKt.validateInvoice(xml); + + assertInstanceOf(InvoiceStandard.Cii.class, invoiceStandard); + + } +} diff --git a/bindings/kotlin/src/test/resources/01.01_comprehensive_test_uncefact.xml b/bindings/kotlin/src/test/resources/01.01_comprehensive_test_uncefact.xml new file mode 100644 index 0000000..62cacd3 --- /dev/null +++ b/bindings/kotlin/src/test/resources/01.01_comprehensive_test_uncefact.xml @@ -0,0 +1,678 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + Invoice Note Description + + AAC + + + + Invoice Note Description 2 + + AAC + + + + + + + 1 + + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + + 123456789 + + 1034 + + 5034 + + Beratung + + Anforderungsmanagement + + + [Description] + + [Value] + + + + [Description 2] + + [Value 2] + + + + 0721-880X + + + + 0721-880XYZ + + + + DE + + + + + + 6171175.1 + + + + 168.1250000000 + + 1 + + + false + + + 10.000000000000000000 + + + + + 158.1250000000 + + + + + 30.00000000000 + + + + + VAT + + S + + 19 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 10 + + 200 + + 20 + + TAC + + Testing + + + + true + + + 10 + + 200 + + 20 + + TAC + + Testing 2 + + + + false + + + 10 + + 200 + + 20 + + 102 + + Fixed long term + + + + false + + + 10 + + 200 + + 20 + + 102 + + Fixed long term 2 + + + + 4743.75 + + + + ANG987654321 + 130 + + ABZ + + + + Konto 1 + + + + + + + 2 + + + + Beratung + + + + + 143.75 + + + + + 42 + + + + + VAT + + S + + 19 + + + + 6037.5 + + + + + + 90000000-03083-72 + + + 9876543217894897438 + + 748387437438 + + 987654321 + + [Seller name] + + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + 123456789 + + [Seller trading name] + + + + Tim Tester + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller address line 1] + + [Seller address line 2] + + [Seller address line 3] + + [Seller city] + + DE + + Bayern + + + + rechnungsausgang@test.com + + + + ATU123456789 + + + + 123/456/789 + + + + + 138 + + [Buyer name] + + + 90000000-03083-72 + + [Buyer trading name] + + + + Tina Tester + + + 0800 123456 + + + + tester@test.de + + + + + 98765 + + [Buyer address line 1] + + [Buyer address line 2] + + [Buyer address line 3] + + [Buyer city] + + DE + + Bayern + + + + rechnungseingang@test.de + + + + DE12345ABC + + + + + [Seller tax representative name] + + + 12345 + + [Seller tax representative address line 1] + + [Seller tax representative address line 2] + + [Seller tax representative address line 2] + + [Seller tax representative city] + + DE + + Bayern + + + + DE124567 + + + + + ABC123456789 + + + + 65002278 + + + + 0000000752 + + + + 01_15_Anhang_01.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + 01_15_Anhang_02.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + ANG987654321 + 50 + + + + OK987654321 + 130 + + + + PR12345678 + Project reference + + + + + + 68 + + [Deliver to party name] + + + 98765 + + [Deliver to street] + + 4. OG + + More Details + + [Deliver to city] + + DE + + Bayern + + + + + + 20180413 + + + + + DAR123456789 + + + + RAR123456789 + + + + + Deb. 12345 / Fact. 9876543 + + GBP + + EUR + + + 74 + + [Payee name] + + + 90000000-03083-72 + + + + + 58 + + [Payment means text] + + + + DE75512108001245126199 + + [Payment account name] + + + + [BIC] + + + + + 2048.44 + + VAT + + 10781.25 + + S + + + 20180413 + + + 19 + + + + 0 + + VAT + + [VAT exemption reason text] + + 0 + + E + + VATEX-EU-132-1A + + 0 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 10 + + 100 + + 10 + + TAC + + Testing + + + VAT + + E + + 0 + + + + + true + + + 10 + + 100 + + 10 + + TAC + + Testing 2 + + + VAT + + E + + 0 + + + + + false + + + 10 + + 100 + + 10 + + 102 + + Fixed long term + + + VAT + + E + + 0 + + + + + false + + + 10 + + 100 + + 10 + + 102 + + Fixed long term 2 + + + VAT + + E + + 0 + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + 20180413 + + + + + 10781.25 + + 20 + + 20 + + 10781.25 + + 2048.44 + + 2048.44 + + 0 + + 12829.69 + + 0 + + 12829.69 + + + + + PIR1234567890 + + + 20180204 + + + + + Buchungscode1 + + + + diff --git a/bindings/kotlin/src/test/resources/01.11a-INVOICE_ubl.xml b/bindings/kotlin/src/test/resources/01.11a-INVOICE_ubl.xml new file mode 100644 index 0000000..5e4ce75 --- /dev/null +++ b/bindings/kotlin/src/test/resources/01.11a-INVOICE_ubl.xml @@ -0,0 +1,169 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + Rechnungsnummer + 2016-02-23 + 2016-03-08 + 380 + EUR + 04011000-12352-79 + + Dummywert + Auftragsnummer + + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Auskunft erteilt Ihnen + 1234567890 + seller@test.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 44.61 + + 234.77 + 44.61 + + S + 19 + + VAT + + + + + + 234.77 + 234.77 + 279.38 + 279.38 + + + 0010 + 3 + 214.26 + + Huawei E5573 Mobiler 4G Hotspot sw + + CON-1401888 + + + S + 19 + + VAT + + + + + 71.42 + + + + 0020 + 1 + 10.71 + + Beschaffungspauschale + + 51001 + + + S + 19 + + VAT + + + + + 10.71 + + + + 0030 + 1 + 9.8 + + Lieferkosten + + 51010 + + + S + 19 + + VAT + + + + + 9.8 + + + diff --git a/bindings/kotlin/src/test/resources/no_customizationid_01.01_comprehensive_test_ubl.xml b/bindings/kotlin/src/test/resources/no_customizationid_01.01_comprehensive_test_ubl.xml new file mode 100644 index 0000000..f52169d --- /dev/null +++ b/bindings/kotlin/src/test/resources/no_customizationid_01.01_comprehensive_test_ubl.xml @@ -0,0 +1,444 @@ + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + #AAC#Invoice Note Description 2 + 2018-04-13 + EUR + GBP + Buchungscode1 + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + + + 65002278 + ABC123456789 + + + + PIR1234567890 + 2018-02-04 + + + + + PIR0987654321 + 2018-03-05 + + + + DAR123456789 + + + RAR123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + 01_15_Anhang_02.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + OK987654321 + 130 + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + Bayern + + [Seller address line 3] + + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + Bayern + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer trading name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + [Seller tax representative address line 1] + [Seller tax representative address line 2] + [Seller tax representative city] + 12345 + Bayern + + [Seller tax representative address line 2] + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + More Details + + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 10 + 10 + 100 + + E + 0 + + VAT + + + + + true + TAC + Testing 2 + 10 + 10 + 100 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 10 + 10 + 100 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term 2 + 10 + 10 + 100 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + [VAT exemption reason text] + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 20 + 20 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 30 + 4743.75 + Konto 1 + + 2018-04-13 + 2018-04-13 + + + 6171175.1 + + + ANG987654321 + 130 + + + true + TAC + Testing + 10 + 20 + 200 + + + true + TAC + Testing 2 + 10 + 20 + 200 + + + false + 102 + Fixed long term + 10 + 20 + 200 + + + false + 102 + Fixed long term 2 + 10 + 20 + 200 + + + Anforderungsmanagement + Beratung + + 5034 + + + 1034 + + + 123456789 + + + DE + + + 0721-880X + + + 0721-880XYZ + + + S + 19 + + VAT + + + + [Description] + [Value] + + + [Description 2] + [Value 2] + + + + 158.125 + 1 + + false + 10 + 168.125 + + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + 1 + + + \ No newline at end of file diff --git a/examples/invalid_cii.rs b/examples/invalid_cii.rs new file mode 100644 index 0000000..bb8e354 --- /dev/null +++ b/examples/invalid_cii.rs @@ -0,0 +1,24 @@ +use einvoice::{validate_invoice, InvoiceError, InvoiceStandard}; + +fn main() { + let xml = r#" + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + +"#; + let invalid_invoice: Result = validate_invoice(xml); + match invalid_invoice { + Ok(_) => println!("Invoice is valid"), + Err(e) => println!("Invoice is invalid: {:?}", e), + } +} diff --git a/examples/invalid_ubl.rs b/examples/invalid_ubl.rs new file mode 100644 index 0000000..b084f3f --- /dev/null +++ b/examples/invalid_ubl.rs @@ -0,0 +1,15 @@ +use einvoice::validate_invoice; +use einvoice::{InvoiceError, InvoiceStandard}; + +fn main() { + let xml = r#" + + 123 + +"#; + let invalid_invoice: Result = validate_invoice(xml); + match invalid_invoice { + Ok(_) => println!("Invoice is valid"), + Err(e) => println!("Invoice is invalid: {:?}", e), + } +} diff --git a/src/cii/cii_business_rule_validator.rs b/src/cii/cii_business_rule_validator.rs new file mode 100644 index 0000000..ca1d725 --- /dev/null +++ b/src/cii/cii_business_rule_validator.rs @@ -0,0 +1,10336 @@ +use crate::{BusinessRuleViolation, CrossIndustryInvoice, ValidationError, ZugferdProfile}; +use rayon::iter::IntoParallelRefIterator; +use rayon::iter::ParallelIterator; +use std::sync::Arc; + +pub fn validate_invoice( + zugferd_profile: ZugferdProfile, + invoice: Arc<&CrossIndustryInvoice>, +) -> Result<(), Vec> { + let validation_rules = match zugferd_profile { + ZugferdProfile::Basic => BASIC_BUSINESS_RULES, + ZugferdProfile::EN16931 => EN16931_BUSINESS_RULES, + }; + + let results: Vec<_> = validation_rules + .par_iter() + .map(|rule| rule(&invoice)) + .filter_map(Result::err) // Collect only errors + .collect(); + + if results.is_empty() { + Ok(()) + } else { + Err(results) + } +} + +type BusinessRule = fn(&CrossIndustryInvoice) -> Result<(), ValidationError>; + +pub const BASIC_BUSINESS_RULES: &[BusinessRule] = &[ + validate_br_45, + validate_br_46, + validate_br_47, + validate_br_48, + validate_br_co_03, + validate_br_co_17, + validate_br_dec_19, + validate_br_dec_20, + validate_br_z_08, + validate_br_z_09, + validate_br_z_10, + validate_br_s_09, + validate_br_s_10, + validate_br_s_08, + validate_br_29, + validate_br_co_19, + validate_br_31, + validate_br_32, + validate_br_33, + validate_br_co_05, + validate_br_co_21, + validate_br_dec_01, + validate_br_dec_02, + validate_br_36, + validate_br_37, + validate_br_38, + validate_br_co_06, + validate_br_co_22, + validate_br_dec_05, + validate_br_dec_06, + validate_br_54, + validate_br_21, + validate_br_22, + validate_br_23, + validate_br_24, + validate_br_25, + validate_br_26, + validate_br_27, + validate_br_28, + validate_br_64, + validate_br_65, + validate_br_co_04, + validate_br_dec_23, + validate_br_17, + validate_br_18, + validate_br_19, + validate_br_20, + validate_br_56, + validate_br_co_26, + validate_br_30, + validate_br_co_20, + validate_br_42, + validate_br_41, + validate_br_co_07, + validate_br_co_23, + validate_br_dec_24, + validate_br_dec_25, + validate_br_43, + validate_br_44, + validate_br_co_08, + validate_br_co_24, + validate_br_dec_27, + validate_br_dec_28, + validate_br_co_09, + validate_br_66, + validate_br_ae_03, + validate_br_ae_06, + validate_br_e_03, + validate_br_e_06, + validate_br_g_03, + validate_br_g_06, + validate_br_ic_03, + validate_br_ic_06, + validate_br_af_03, + validate_br_af_06, + validate_br_ag_03, + validate_br_ag_06, + validate_br_o_03, + validate_br_o_06, + validate_br_s_03, + validate_br_s_06, + validate_br_z_03, + validate_br_z_06, + validate_br_ae_04, + validate_br_ae_07, + validate_br_e_04, + validate_br_e_07, + validate_br_g_04, + validate_br_g_07, + validate_br_ic_04, + validate_br_ic_07, + validate_br_af_04, + validate_br_af_07, + validate_br_ag_04, + validate_br_ag_07, + validate_br_o_04, + validate_br_o_07, + validate_br_s_04, + validate_br_s_07, + validate_br_z_04, + validate_br_z_07, + validate_br_co_10, + validate_br_12, + validate_br_13, + validate_br_14, + validate_br_15, + validate_br_co_11, + validate_br_co_12, + validate_br_co_13, + validate_br_co_15, + validate_br_co_16, + validate_br_dec_09, + validate_br_dec_10, + validate_br_dec_11, + validate_br_dec_12, + validate_br_dec_13, + validate_br_dec_14, + validate_br_dec_15, + validate_br_dec_16, + validate_br_dec_17, + validate_br_dec_18, + validate_br_53, + validate_br_co_14, + validate_br_49, + validate_br_co_27, + validate_br_61, + validate_br_50, + validate_br_co_18, + validate_br_ae_08, + validate_br_ae_09, + validate_br_ae_10, + validate_br_e_08, + validate_br_e_09, + validate_br_e_10, + validate_br_g_08, + validate_br_g_09, + validate_br_g_10, + validate_br_ic_08, + validate_br_ic_09, + validate_br_ic_10, + validate_br_ic_11, + validate_br_ic_12, + validate_br_af_08, + validate_br_af_09, + validate_br_af_10, + validate_br_ag_08, + validate_br_ag_09, + validate_br_ag_10, + validate_br_o_08, + validate_br_o_09, + validate_br_o_10, + validate_br_o_11, + validate_br_o_12, + validate_br_o_13, + validate_br_o_14, + validate_br_ae_02, + validate_br_ae_05, + validate_br_e_02, + validate_br_e_05, + validate_br_g_02, + validate_br_g_05, + validate_br_ic_02, + validate_br_ic_05, + validate_br_af_02, + validate_br_af_05, + validate_br_ag_02, + validate_br_ag_05, + validate_br_o_02, + validate_br_o_05, + validate_br_s_02, + validate_br_s_05, + validate_br_z_02, + validate_br_z_05, + validate_br_16, + validate_br_co_25, + validate_br_01, + validate_br_02, + validate_br_03, + validate_br_04, + validate_br_05, + validate_br_06, + validate_br_07, + validate_br_08, + validate_br_09, + validate_br_10, + validate_br_11, + validate_br_62, + validate_br_63, + validate_br_s_01, + validate_br_z_01, + validate_br_e_01, + validate_br_ae_01, + validate_br_ic_01, + validate_br_g_01, + validate_br_o_01, + validate_br_af_01, + validate_br_ag_01, + validate_br_b_01, + validate_br_b_02, + validate_br_57, + validate_br_55, +]; +pub const EN16931_BUSINESS_RULES: &[BusinessRule] = &[ + validate_br_66, + validate_br_65, + validate_br_52, + validate_br_51, + validate_br_50, + validate_br_61, + validate_br_57, + validate_br_31, + validate_br_32, + validate_br_33, + validate_br_co_05, + validate_br_co_21, + validate_br_dec_01, + validate_br_dec_02, + validate_br_36, + validate_br_37, + validate_br_38, + validate_br_co_06, + validate_br_co_22, + validate_br_dec_05, + validate_br_dec_06, + validate_br_12, + validate_br_13, + validate_br_14, + validate_br_15, + validate_br_53, + validate_br_co_10, + validate_br_co_11, + validate_br_co_12, + validate_br_co_13, + validate_br_co_16, + validate_br_dec_09, + validate_br_dec_10, + validate_br_dec_11, + validate_br_dec_12, + validate_br_dec_14, + validate_br_dec_13, + validate_br_dec_15, + validate_br_dec_16, + validate_br_dec_17, + validate_br_dec_18, + validate_br_01, + validate_br_02, + validate_br_03, + validate_br_04, + validate_br_05, + validate_br_06, + validate_br_07, + validate_br_08, + validate_br_09, + validate_br_10, + validate_br_11, + validate_br_16, + validate_br_62, + validate_br_63, + validate_br_co_15, + validate_br_co_25, + validate_br_s_01, + validate_br_z_01, + validate_br_e_01, + validate_br_ae_01, + validate_br_ic_01, + validate_br_g_01, + validate_br_o_01, + validate_br_af_01, + validate_br_ag_01, + validate_br_b_01, + validate_br_b_02, + validate_br_21, + validate_br_22, + validate_br_23, + validate_br_24, + validate_br_25, + validate_br_26, + validate_br_27, + validate_br_28, + validate_br_64, + validate_br_co_04, + validate_br_co_18, + validate_br_dec_23, + validate_br_41, + validate_br_42, + validate_br_co_07, + validate_br_co_23, + validate_br_dec_24, + validate_br_dec_25, + validate_br_43, + validate_br_44, + validate_br_co_08, + validate_br_co_24, + validate_br_dec_27, + validate_br_dec_28, + validate_br_30, + validate_br_co_20, + validate_br_29, + validate_br_co_19, + validate_br_54, + validate_br_17, + validate_br_49, + validate_br_co_27, + validate_br_55, + validate_br_co_26, + validate_br_18, + validate_br_19, + validate_br_20, + validate_br_56, + validate_br_co_14, + validate_br_co_09, + validate_br_ae_08, + validate_br_ae_09, + validate_br_ae_10, + validate_br_ae_03, + validate_br_ae_06, + validate_br_ae_04, + validate_br_ae_07, + validate_br_ae_02, + validate_br_ae_05, + validate_br_af_08, + validate_br_af_09, + validate_br_af_10, + validate_br_af_02, + validate_br_af_05, + validate_br_af_03, + validate_br_af_06, + validate_br_af_04, + validate_br_af_07, + validate_br_ag_08, + validate_br_ag_09, + validate_br_ag_10, + validate_br_ag_02, + validate_br_ag_05, + validate_br_ag_03, + validate_br_ag_06, + validate_br_ag_04, + validate_br_ag_07, + validate_br_e_08, + validate_br_e_09, + validate_br_e_10, + validate_br_e_03, + validate_br_e_06, + validate_br_e_04, + validate_br_e_07, + validate_br_e_02, + validate_br_e_05, + validate_br_g_08, + validate_br_g_09, + validate_br_g_10, + validate_br_g_03, + validate_br_g_06, + validate_br_g_04, + validate_br_g_07, + validate_br_g_02, + validate_br_g_05, + validate_br_ic_08, + validate_br_ic_09, + validate_br_ic_10, + validate_br_ic_11, + validate_br_ic_12, + validate_br_ic_03, + validate_br_ic_06, + validate_br_ic_04, + validate_br_ic_07, + validate_br_ic_02, + validate_br_ic_05, + validate_br_o_08, + validate_br_o_09, + validate_br_o_10, + validate_br_o_11, + validate_br_o_12, + validate_br_o_13, + validate_br_o_14, + validate_br_o_03, + validate_br_o_06, + validate_br_o_04, + validate_br_o_07, + validate_br_o_02, + validate_br_o_05, + validate_br_s_08, + validate_br_s_09, + validate_br_s_10, + validate_br_s_02, + validate_br_s_05, + validate_br_s_03, + validate_br_s_06, + validate_br_s_04, + validate_br_s_07, + validate_br_z_08, + validate_br_z_09, + validate_br_z_10, + validate_br_z_03, + validate_br_z_06, + validate_br_z_04, + validate_br_z_07, + validate_br_z_02, + validate_br_z_05, + validate_br_45, + validate_br_46, + validate_br_47, + validate_br_48, + validate_br_co_03, + validate_br_co_17, + validate_br_dec_19, + validate_br_dec_20, + validate_cii_sr_001, + validate_cii_sr_002, + validate_cii_sr_003, + validate_cii_sr_006, + validate_cii_sr_007, + validate_cii_sr_008, + validate_cii_sr_009, + validate_cii_sr_010, + validate_cii_sr_011, + validate_cii_sr_012, + validate_cii_sr_013, + validate_cii_sr_014, + validate_cii_sr_015, + validate_cii_sr_016, + validate_cii_sr_017, + validate_cii_sr_018, + validate_cii_sr_019, + validate_cii_sr_020, + validate_cii_sr_021, + validate_cii_sr_022, + validate_cii_sr_023, + validate_cii_sr_024, + validate_cii_sr_025, + validate_cii_sr_026, + validate_cii_sr_027, + validate_cii_sr_028, + validate_cii_sr_032, + validate_cii_sr_033, + validate_cii_sr_034, + validate_cii_sr_030, + validate_cii_sr_035, + validate_cii_sr_036, + validate_cii_sr_037, + validate_cii_sr_038, + validate_cii_sr_221, + validate_cii_sr_039, + validate_cii_sr_040, + validate_cii_sr_041, + validate_cii_sr_042, + validate_cii_sr_043, + validate_cii_sr_044, + validate_cii_sr_045, + validate_cii_sr_046, + validate_cii_sr_048, + validate_cii_sr_049, + validate_cii_sr_050, + validate_cii_sr_051, + validate_cii_sr_052, + validate_cii_sr_053, + validate_cii_sr_054, + validate_cii_sr_055, + validate_cii_sr_056, + validate_cii_sr_057, + validate_cii_sr_058, + validate_cii_sr_059, + validate_cii_sr_060, + validate_cii_sr_061, + validate_cii_sr_062, + validate_cii_sr_063, + validate_cii_sr_064, + validate_cii_sr_065, + validate_cii_sr_066, + validate_cii_sr_067, + validate_cii_sr_068, + validate_cii_sr_070, + validate_cii_sr_071, + validate_cii_sr_073, + validate_cii_sr_074, + validate_cii_sr_075, + validate_cii_sr_076, + validate_cii_sr_077, + validate_cii_sr_078, + validate_cii_sr_079, + validate_cii_sr_080, + validate_cii_sr_081, + validate_cii_sr_082, + validate_cii_sr_083, + validate_cii_sr_084, + validate_cii_sr_085, + validate_cii_sr_086, + validate_cii_sr_087, + validate_cii_sr_088, + validate_cii_sr_089, + validate_cii_sr_090, + validate_cii_sr_091, + validate_cii_sr_092, + validate_cii_sr_093, + validate_cii_sr_094, + validate_cii_sr_095, + validate_cii_sr_096, + validate_cii_sr_097, + validate_cii_sr_098, + validate_cii_sr_099, + validate_cii_sr_100, + validate_cii_sr_101, + validate_cii_sr_102, + validate_cii_sr_103, + validate_cii_sr_069, + validate_cii_sr_072, + validate_cii_sr_104, + validate_cii_sr_105, + validate_cii_sr_106, + validate_cii_sr_107, + validate_cii_sr_108, + validate_cii_sr_109, + validate_cii_sr_110, + validate_cii_sr_111, + validate_cii_sr_112, + validate_cii_sr_113, + validate_cii_sr_114, + validate_cii_sr_115, + validate_cii_sr_116, + validate_cii_sr_117, + validate_cii_sr_118, + validate_cii_sr_439, + validate_cii_sr_119, + validate_cii_sr_120, + validate_cii_sr_121, + validate_cii_sr_122, + validate_cii_sr_123, + validate_cii_sr_124, + validate_cii_sr_125, + validate_cii_sr_126, + validate_cii_sr_127, + validate_cii_sr_128, + validate_cii_sr_129, + validate_cii_sr_130, + validate_cii_sr_131, + validate_cii_sr_445, + validate_cii_sr_132, + validate_cii_sr_133, + validate_cii_sr_134, + validate_cii_sr_135, + validate_cii_sr_136, + validate_cii_sr_138, + validate_cii_sr_139, + validate_cii_sr_140, + validate_cii_sr_141, + validate_cii_sr_142, + validate_cii_sr_446, + validate_cii_sr_143, + validate_cii_sr_144, + validate_cii_sr_145, + validate_cii_sr_146, + validate_cii_sr_441, + validate_cii_sr_147, + validate_cii_sr_148, + validate_cii_sr_149, + validate_cii_sr_150, + validate_cii_sr_447, + validate_cii_sr_440, + validate_cii_sr_151, + validate_cii_sr_152, + validate_cii_sr_153, + validate_cii_sr_154, + validate_cii_sr_155, + validate_cii_sr_156, + validate_cii_sr_157, + validate_cii_sr_158, + validate_cii_sr_159, + validate_cii_sr_160, + validate_cii_sr_161, + validate_cii_sr_162, + validate_cii_sr_163, + validate_cii_sr_164, + validate_cii_sr_165, + validate_cii_sr_166, + validate_cii_sr_167, + validate_cii_sr_168, + validate_cii_sr_169, + validate_cii_sr_170, + validate_cii_sr_171, + validate_cii_sr_172, + validate_cii_sr_173, + validate_cii_sr_174, + validate_cii_sr_175, + validate_cii_sr_176, + validate_cii_sr_177, + validate_cii_sr_178, + validate_cii_sr_179, + validate_cii_sr_180, + validate_cii_sr_181, + validate_cii_sr_182, + validate_cii_sr_183, + validate_cii_sr_184, + validate_cii_sr_185, + validate_cii_sr_186, + validate_cii_sr_187, + validate_cii_sr_188, + validate_cii_sr_189, + validate_cii_sr_190, + validate_cii_sr_191, + validate_cii_sr_192, + validate_cii_sr_193, + validate_cii_sr_194, + validate_cii_sr_195, + validate_cii_sr_196, + validate_cii_sr_197, + validate_cii_sr_198, + validate_cii_sr_199, + validate_cii_sr_200, + validate_cii_sr_201, + validate_cii_sr_202, + validate_cii_sr_203, + validate_cii_sr_204, + validate_cii_sr_205, + validate_cii_sr_206, + validate_cii_sr_207, + validate_cii_sr_208, + validate_cii_sr_209, + validate_cii_sr_210, + validate_cii_sr_212, + validate_cii_sr_213, + validate_cii_sr_214, + validate_cii_sr_215, + validate_cii_sr_216, + validate_cii_sr_217, + validate_cii_sr_218, + validate_cii_sr_219, + validate_cii_sr_220, + validate_cii_sr_454, + validate_cii_sr_442, + validate_cii_sr_222, + validate_cii_sr_223, + validate_cii_sr_224, + validate_cii_sr_225, + validate_cii_sr_226, + validate_cii_sr_227, + validate_cii_sr_228, + validate_cii_sr_229, + validate_cii_sr_230, + validate_cii_sr_231, + validate_cii_sr_232, + validate_cii_sr_233, + validate_cii_sr_234, + validate_cii_sr_235, + validate_cii_sr_236, + validate_cii_sr_237, + validate_cii_sr_238, + validate_cii_sr_239, + validate_cii_sr_240, + validate_cii_sr_241, + validate_cii_sr_242, + validate_cii_sr_243, + validate_cii_sr_244, + validate_cii_sr_245, + validate_cii_sr_246, + validate_cii_sr_247, + validate_cii_sr_248, + validate_cii_sr_249, + validate_cii_sr_250, + validate_cii_sr_251, + validate_cii_sr_252, + validate_cii_sr_254, + validate_cii_sr_255, + validate_cii_sr_256, + validate_cii_sr_257, + validate_cii_sr_258, + validate_cii_sr_259, + validate_cii_sr_260, + validate_cii_sr_261, + validate_cii_sr_262, + validate_cii_sr_263, + validate_cii_sr_264, + validate_cii_sr_265, + validate_cii_sr_266, + validate_cii_sr_267, + validate_cii_sr_268, + validate_cii_sr_269, + validate_cii_sr_270, + validate_cii_sr_271, + validate_cii_sr_272, + validate_cii_sr_273, + validate_cii_sr_274, + validate_cii_sr_275, + validate_cii_sr_276, + validate_cii_sr_277, + validate_cii_sr_278, + validate_cii_sr_279, + validate_cii_sr_280, + validate_cii_sr_281, + validate_cii_sr_282, + validate_cii_sr_283, + validate_cii_sr_284, + validate_cii_sr_285, + validate_cii_sr_286, + validate_cii_sr_287, + validate_cii_sr_288, + validate_cii_sr_289, + validate_cii_sr_290, + validate_cii_sr_291, + validate_cii_sr_292, + validate_cii_sr_293, + validate_cii_sr_294, + validate_cii_sr_295, + validate_cii_sr_296, + validate_cii_sr_297, + validate_cii_sr_298, + validate_cii_sr_299, + validate_cii_sr_300, + validate_cii_sr_301, + validate_cii_sr_302, + validate_cii_sr_303, + validate_cii_sr_304, + validate_cii_sr_305, + validate_cii_sr_306, + validate_cii_sr_307, + validate_cii_sr_448, + validate_cii_sr_450, + validate_cii_sr_455, + validate_cii_sr_456, + validate_cii_sr_457, + validate_cii_sr_458, + validate_cii_sr_459, + validate_cii_sr_460, + validate_cii_sr_308, + validate_cii_sr_309, + validate_cii_sr_310, + validate_cii_sr_311, + validate_cii_sr_312, + validate_cii_sr_313, + validate_cii_sr_314, + validate_cii_sr_315, + validate_cii_sr_316, + validate_cii_sr_317, + validate_cii_sr_318, + validate_cii_sr_319, + validate_cii_sr_320, + validate_cii_sr_321, + validate_cii_sr_322, + validate_cii_sr_323, + validate_cii_sr_324, + validate_cii_sr_325, + validate_cii_sr_326, + validate_cii_sr_327, + validate_cii_sr_328, + validate_cii_sr_329, + validate_cii_sr_330, + validate_cii_sr_331, + validate_cii_sr_332, + validate_cii_sr_333, + validate_cii_sr_334, + validate_cii_sr_335, + validate_cii_sr_336, + validate_cii_sr_337, + validate_cii_sr_338, + validate_cii_sr_449, + validate_cii_sr_339, + validate_cii_sr_340, + validate_cii_sr_341, + validate_cii_sr_342, + validate_cii_sr_344, + validate_cii_sr_345, + validate_cii_sr_346, + validate_cii_sr_347, + validate_cii_sr_348, + validate_cii_sr_349, + validate_cii_sr_350, + validate_cii_sr_351, + validate_cii_sr_352, + validate_cii_sr_353, + validate_cii_sr_354, + validate_cii_sr_355, + validate_cii_sr_356, + validate_cii_sr_357, + validate_cii_sr_358, + validate_cii_sr_359, + validate_cii_sr_360, + validate_cii_sr_361, + validate_cii_sr_362, + validate_cii_sr_363, + validate_cii_sr_364, + validate_cii_sr_451, + validate_cii_sr_365, + validate_cii_sr_366, + validate_cii_sr_367, + validate_cii_sr_368, + validate_cii_sr_369, + validate_cii_sr_370, + validate_cii_sr_371, + validate_cii_sr_443, + validate_cii_sr_372, + validate_cii_sr_373, + validate_cii_sr_375, + validate_cii_sr_376, + validate_cii_sr_377, + validate_cii_sr_378, + validate_cii_sr_379, + validate_cii_sr_380, + validate_cii_sr_381, + validate_cii_sr_382, + validate_cii_sr_444, + validate_cii_sr_384, + validate_cii_sr_385, + validate_cii_sr_386, + validate_cii_sr_388, + validate_cii_sr_389, + validate_cii_sr_390, + validate_cii_sr_391, + validate_cii_sr_392, + validate_cii_sr_393, + validate_cii_sr_394, + validate_cii_sr_395, + validate_cii_sr_396, + validate_cii_sr_397, + validate_cii_sr_398, + validate_cii_sr_399, + validate_cii_sr_400, + validate_cii_sr_401, + validate_cii_sr_402, + validate_cii_sr_404, + validate_cii_sr_405, + validate_cii_sr_406, + validate_cii_sr_407, + validate_cii_sr_408, + validate_cii_sr_409, + validate_cii_sr_421, + validate_cii_sr_422, + validate_cii_sr_423, + validate_cii_sr_424, + validate_cii_sr_425, + validate_cii_sr_426, + validate_cii_sr_427, + validate_cii_sr_428, + validate_cii_sr_429, + validate_cii_sr_430, + validate_cii_sr_431, + validate_cii_sr_432, + validate_cii_sr_433, + validate_cii_sr_434, + validate_cii_sr_435, + validate_cii_sr_436, + validate_cii_sr_437, + validate_cii_sr_452, + validate_cii_sr_453, + validate_cii_sr_461, + validate_cii_sr_462, + validate_cii_sr_411, + validate_cii_sr_412, + validate_cii_sr_413, + validate_cii_sr_414, + validate_cii_sr_415, + validate_cii_sr_416, + validate_cii_sr_417, + validate_cii_sr_418, + validate_cii_sr_419, + validate_cii_sr_420, + validate_cii_dt_013, + validate_cii_dt_014, + validate_cii_sr_438, + validate_cii_sr_04, + validate_cii_sr_05, + validate_cii_dt_001, + validate_cii_dt_002, + validate_cii_dt_003, + validate_cii_dt_004, + validate_cii_dt_005, + validate_cii_dt_006, + validate_cii_dt_007, + validate_cii_dt_0010, + validate_cii_dt_0020, + validate_cii_dt_0030, + validate_cii_dt_0040, + validate_cii_dt_008, + validate_cii_dt_009, + validate_cii_dt_010, + validate_cii_dt_011, + validate_cii_dt_012, + validate_cii_dt_045, + validate_cii_dt_046, + validate_cii_dt_047, + validate_cii_dt_048, + validate_cii_dt_015, + validate_cii_dt_016, + validate_cii_dt_017, + validate_cii_dt_018, + validate_cii_dt_019, + validate_cii_dt_020, + validate_cii_dt_021, + validate_cii_dt_022, + validate_cii_dt_023, + validate_cii_dt_024, + validate_cii_dt_025, + validate_cii_dt_026, + validate_cii_dt_027, + validate_cii_dt_028, + validate_cii_dt_029, + validate_cii_dt_030, + validate_cii_dt_031, + validate_cii_dt_032, + validate_cii_dt_033, + validate_cii_dt_034, + validate_cii_dt_035, + validate_cii_dt_036, + validate_cii_dt_037, + validate_cii_dt_038, + validate_cii_dt_039, + validate_cii_dt_040, + validate_cii_dt_041, + validate_cii_dt_042, + validate_cii_dt_043, + validate_cii_dt_044, + validate_cii_dt_049, + validate_cii_dt_050, + validate_cii_dt_051, + validate_cii_dt_052, + validate_cii_dt_098, + validate_cii_dt_053, + validate_cii_dt_054, + validate_cii_dt_055, + validate_cii_dt_056, + validate_cii_dt_057, + validate_cii_dt_058, + validate_cii_dt_059, + validate_cii_dt_060, + validate_cii_dt_061, + validate_cii_dt_062, + validate_cii_dt_063, + validate_cii_dt_064, + validate_cii_dt_065, + validate_cii_dt_066, + validate_cii_dt_067, + validate_cii_dt_068, + validate_cii_dt_069, + validate_cii_dt_070, + validate_cii_dt_071, + validate_cii_dt_072, + validate_cii_dt_073, + validate_cii_dt_074, + validate_cii_dt_075, + validate_cii_dt_076, + validate_cii_dt_077, + validate_cii_dt_078, + validate_cii_dt_079, + validate_cii_dt_080, + validate_cii_dt_081, + validate_cii_dt_082, + validate_cii_dt_083, + validate_cii_dt_084, + validate_cii_dt_086, + validate_cii_dt_087, + validate_cii_dt_088, + validate_cii_dt_089, + validate_cii_dt_090, + validate_cii_dt_091, + validate_cii_dt_092, + validate_cii_dt_093, + validate_cii_dt_094, + validate_cii_dt_095, + validate_cii_dt_096, + validate_cii_dt_097, + validate_br_cl_01, + validate_br_cl_03, + validate_br_cl_04, + validate_br_cl_05, + validate_br_cl_06, + validate_br_cl_07, + validate_br_cl_08, + validate_br_cl_10, + validate_br_cl_11, + validate_br_cl_13, + validate_br_cl_14, + validate_br_cl_15, + validate_br_cl_16, + validate_br_cl_17, + validate_br_cl_18, + validate_br_cl_19, + validate_br_cl_20, + validate_br_cl_21, + validate_br_cl_22, + validate_br_cl_23, + validate_br_cl_24, + validate_br_cl_25, + validate_br_cl_26, +]; +// Context: //ram:SpecifiedTradeAllowanceCharge +// Test: (ram:ChargeIndicator) +fn validate_br_66(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-66", + "[BR-66]-Each Specified Trade Allowance Charge (BG-20)(BG-21) shall contain a Charge Indicator.", + ))); + } + Ok(()) +} + +// Context: //ram:DesignatedProductClassification +// Test: normalize-space(ram:ClassCode/@listID) != '' or not (ram:ClassCode) +fn validate_br_65(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-65", + "[BR-65]-The Item classification identifier (BT-158) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: //ram:AdditionalReferencedDocument +// Test: normalize-space(ram:IssuerAssignedID) != '' +fn validate_br_52(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-52", + "[BR-52]-Each Additional supporting document (BG-24) shall contain a Supporting document reference (BT-122).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableTradeSettlementFinancialCard +// Test: string-length(ram:ID)<=10 +fn validate_br_51(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-51", + "[BR-51]-In accordance with card payments security standards an invoice should never include a full card primary account number (BT-97). At the moment PCI Security Standards Council has defined that the first 6 digits and last 4 digits are the maximum number of digits to be shown.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementPaymentMeans[ram:TypeCode='30' or ram:TypeCode='58']/ram:PayerPartyDebtorFinancialAccount +// Test: (ram:IBANID) or (ram:ProprietaryID) +fn validate_br_50(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-50", + "[BR-50]-A Payment account identifier (BT-84) shall be present if Credit transfer (BG-16) information is provided in the Invoice.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementPaymentMeans[ram:TypeCode='30' or ram:TypeCode='58']/ram:PayerPartyDebtorFinancialAccount +// Test: (ram:IBANID) or (ram:ProprietaryID) +fn validate_br_61(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-61", + "[BR-61]-If the Payment means type code (BT-81) means SEPA credit transfer, Local credit transfer or Non-SEPA international credit transfer, the Payment account identifier (BT-84) shall be present.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: (ram:ShipToTradeParty/ram:PostalTradeAddress and normalize-space(ram:ShipToTradeParty/ram:PostalTradeAddress/ram:CountryID) != '') or not (ram:ShipToTradeParty/ram:PostalTradeAddress) +fn validate_br_57(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-57", + "[BR-57]-Each Deliver to address (BG-15) shall contain a Deliver to country code (BT-80).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: (../ram:ActualAmount) +fn validate_br_31(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-31", + "[BR-31]-Each Document level allowance (BG-20) shall have a Document level allowance amount (BT-92).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: (../ram:CategoryTradeTax[upper-case(ram:TypeCode) = 'VAT']/ram:CategoryCode) +fn validate_br_32(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-32", + "[BR-32]-Each Document level allowance (BG-20) shall have a Document level allowance VAT category code (BT-95).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_33(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-33", + "[BR-33]-Each Document level allowance (BG-20) shall have a Document level allowance reason (BT-97) or a Document level allowance reason code (BT-98).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: true() +fn validate_br_co_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-05", + "[BR-CO-05]-Document level allowance reason code (BT-98) and Document level allowance reason (BT-97) shall indicate the same type of allowance.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_co_21(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-21", + "[BR-CO-21]-Each Document level allowance (BG-20) shall contain a Document level allowance reason (BT-97) or a Document level allowance reason code (BT-98), or both.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: string-length(substring-after(../ram:ActualAmount,'.'))<=2 +fn validate_br_dec_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-01", + "[BR-DEC-01]-The allowed maximum number of decimals for the Document level allowance amount (BT-92) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='false'] +// Test: string-length(substring-after(../ram:BasisAmount,'.'))<=2 +fn validate_br_dec_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-02", + "[BR-DEC-02]-The allowed maximum number of decimals for the Document level allowance base amount (BT-93) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: (../ram:ActualAmount) +fn validate_br_36(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-36", + "[BR-36]-Each Document level charge (BG-21) shall have a Document level charge amount (BT-99).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: (../ram:CategoryTradeTax[upper-case(ram:TypeCode) = 'VAT']/ram:CategoryCode) +fn validate_br_37(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-37", + "[BR-37]-Each Document level charge (BG-21) shall have a Document level charge VAT category code (BT-102).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_38(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-38", + "[BR-38]-Each Document level charge (BG-21) shall have a Document level charge reason (BT-104) or a Document level charge reason code (BT-105).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: true() +fn validate_br_co_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-06", + "[BR-CO-06]-Document level charge reason code (BT-105) and Document level charge reason (BT-104) shall indicate the same type of charge.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_co_22(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-22", + "[BR-CO-22]-Each Document level charge (BG-21) shall contain a Document level charge reason (BT-104) or a Document level charge reason code (BT-105), or both.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: string-length(substring-after(../ram:ActualAmount,'.'))<=2 +fn validate_br_dec_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-05", + "[BR-DEC-05]-The allowed maximum number of decimals for the Document level charge amount (BT-99) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator='true'] +// Test: string-length(substring-after(../ram:BasisAmount,'.'))<=2 +fn validate_br_dec_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-06", + "[BR-DEC-06]-The allowed maximum number of decimals for the Document level charge base amount (BT-100) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (ram:LineTotalAmount) +fn validate_br_12(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-12", + "[BR-12]-An Invoice shall have the Sum of Invoice line net amount (BT-106).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (ram:TaxBasisTotalAmount) +fn validate_br_13(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-13", + "[BR-13]-An Invoice shall have the Invoice total amount without VAT (BT-109).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (ram:GrandTotalAmount) +fn validate_br_14(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-14", + "[BR-14]-An Invoice shall have the Invoice total amount with VAT (BT-112).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (ram:DuePayableAmount) +fn validate_br_15(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-15", + "[BR-15]-An Invoice shall have the Amount due for payment (BT-115).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:TaxCurrencyCode) or (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:TaxCurrencyCode and (ram:TaxTotalAmount/@currencyID = /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:TaxCurrencyCode) and not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:TaxCurrencyCode = /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceCurrencyCode)) +fn validate_br_53(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-53", + "[BR-53]-If the VAT accounting currency code (BT-6) is present, then the Invoice total VAT amount in accounting currency (BT-111) shall be provided.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: xs:decimal(ram:LineTotalAmount) = round(xs:decimal(sum(../../ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)) * xs:decimal(100)) div xs:decimal(100) +fn validate_br_co_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-10", + "[BR-CO-10]-Sum of Invoice line net amount (BT-106) = Σ Invoice line net amount (BT-131).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()])and not (ram:AllowanceTotalAmount)) or ram:AllowanceTotalAmount = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:ActualAmount)* 10 * 10 ) div 100) +fn validate_br_co_11(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-11", + "[BR-CO-11]-Sum of allowances on document level (BT-107) = Σ Document level allowance amount (BT-92).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()])and not (ram:ChargeTotalAmount)) or ram:ChargeTotalAmount = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:ActualAmount)* 10 * 10 ) div 100) +fn validate_br_co_12(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-12", + "[BR-CO-12]-Sum of charges on document level (BT-108) = Σ Document level charge amount (BT-99).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (xs:decimal(ram:TaxBasisTotalAmount) = round((xs:decimal(ram:LineTotalAmount) - xs:decimal(ram:AllowanceTotalAmount) + xs:decimal(ram:ChargeTotalAmount)) *10 * 10) div 100) or ((xs:decimal(ram:TaxBasisTotalAmount) = round((xs:decimal(ram:LineTotalAmount) - xs:decimal(ram:AllowanceTotalAmount)) *10 * 10) div 100) and not (ram:ChargeTotalAmount)) or ((xs:decimal(ram:TaxBasisTotalAmount) = round((xs:decimal(ram:LineTotalAmount) + xs:decimal(ram:ChargeTotalAmount)) *10 * 10) div 100) and not (ram:AllowanceTotalAmount)) or ((xs:decimal(ram:TaxBasisTotalAmount) = round((xs:decimal(ram:LineTotalAmount)) *10 * 10) div 100) and not (ram:ChargeTotalAmount) and not (ram:AllowanceTotalAmount)) +fn validate_br_co_13(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-13", + "[BR-CO-13]-Invoice total amount without VAT (BT-109) = Σ Invoice line net amount (BT-131) - Sum of allowances on document level (BT-107) + Sum of charges on document level (BT-108).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: (xs:decimal(ram:DuePayableAmount) = xs:decimal(ram:GrandTotalAmount) - xs:decimal(ram:TotalPrepaidAmount) + xs:decimal(ram:RoundingAmount)) or ((xs:decimal(ram:DuePayableAmount) = xs:decimal(ram:GrandTotalAmount) + xs:decimal(ram:RoundingAmount)) and not (xs:decimal(ram:TotalPrepaidAmount))) or ((xs:decimal(ram:DuePayableAmount) = xs:decimal(ram:GrandTotalAmount) - xs:decimal(ram:TotalPrepaidAmount)) and not (xs:decimal(ram:RoundingAmount))) or ((xs:decimal(ram:DuePayableAmount) = xs:decimal(ram:GrandTotalAmount)) and not (xs:decimal(ram:TotalPrepaidAmount)) and not (xs:decimal(ram:RoundingAmount))) +fn validate_br_co_16(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-16", + "[BR-CO-16]-Amount due for payment (BT-115) = Invoice total amount with VAT (BT-112) -Paid amount (BT-113) +Rounding amount (BT-114).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:LineTotalAmount,'.'))<=2 +fn validate_br_dec_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-09", + "[BR-DEC-09]-The allowed maximum number of decimals for the Sum of Invoice line net amount (BT-106) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:AllowanceTotalAmount,'.'))<=2 +fn validate_br_dec_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-10", + "[BR-DEC-10]-The allowed maximum number of decimals for the Sum of allowanced on document level (BT-107) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:ChargeTotalAmount,'.'))<=2 +fn validate_br_dec_11(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-11", + "[BR-DEC-11]-The allowed maximum number of decimals for the Sum of charges on document level (BT-108) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:TaxBasisTotalAmount,'.'))<=2 +fn validate_br_dec_12(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-12", + "[BR-DEC-12]-The allowed maximum number of decimals for the Invoice total amount without VAT (BT-109) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:GrandTotalAmount,'.'))<=2 +fn validate_br_dec_14(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-14", + "[BR-DEC-14]-The allowed maximum number of decimals for the Invoice total amount with VAT (BT-112) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:TaxTotalAmount) or ram:TaxTotalAmount[(@currencyID =/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceCurrencyCode and . = round(. * 100) div 100) or not (@currencyID =/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceCurrencyCode)] +fn validate_br_dec_13(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-13", + "[BR-DEC-13]-The allowed maximum number of decimals for the Invoice total VAT amount (BT-110) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:TaxTotalAmount) or ram:TaxTotalAmount[(@currencyID =/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:TaxCurrencyCode and . = round(. * 100) div 100) or not (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:TaxCurrencyCode)] +fn validate_br_dec_15(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-15", + "[BR-DEC-15]-The allowed maximum number of decimals for the Invoice total VAT amount in accounting currency (BT-111) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:TotalPrepaidAmount,'.'))<=2 +fn validate_br_dec_16(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-16", + "[BR-DEC-16]-The allowed maximum number of decimals for the Paid amount (BT-113) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:RoundingAmount,'.'))<=2 +fn validate_br_dec_17(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-17", + "[BR-DEC-17]-The allowed maximum number of decimals for the Rounding amount (BT-114) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: string-length(substring-after(ram:DuePayableAmount,'.'))<=2 +fn validate_br_dec_18(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-18", + "[BR-DEC-18]-The allowed maximum number of decimals for the Amount due for payment (BT-115) is 2.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID) != '' +fn validate_br_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-01", + "[BR-01]-An Invoice shall have a Specification identifier (BT-24).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:ExchangedDocument/ram:ID) != '' +fn validate_br_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-02", + "[BR-02]-An Invoice shall have an Invoice number (BT-1).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:ExchangedDocument/ram:IssueDateTime/udt:DateTimeString[@format='102']) != '' +fn validate_br_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-03", + "[BR-03]-An Invoice shall have an Invoice issue date (BT-2).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:ExchangedDocument/ram:TypeCode) != '' +fn validate_br_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-04", + "[BR-04]-An Invoice shall have an Invoice type code (BT-3).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceCurrencyCode) != '' +fn validate_br_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-05", + "[BR-05]-An Invoice shall have an Invoice currency code (BT-5).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:Name) != '' +fn validate_br_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-06", + "[BR-06]-An Invoice shall contain the Seller name (BT-27).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:BuyerTradeParty/ram:Name) != '' +fn validate_br_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-07", + "[BR-07]-An Invoice shall contain the Buyer name (BT-44).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:PostalTradeAddress +fn validate_br_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-08", + "[BR-08]-An Invoice shall contain the Seller postal address (BG-5).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:PostalTradeAddress/ram:CountryID) != '' +fn validate_br_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-09", + "[BR-09]-The Seller postal address (BG-5) shall contain a Seller country code (BT-40).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:BuyerTradeParty/ram:PostalTradeAddress +fn validate_br_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-10", + "[BR-10]-An Invoice shall contain the Buyer postal address (BG-8).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:BuyerTradeParty/ram:PostalTradeAddress/ram:CountryID) != '' +fn validate_br_11(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-11", + "[BR-11]-The Buyer postal address shall contain a Buyer country code (BT-55).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: //ram:IncludedSupplyChainTradeLineItem +fn validate_br_16(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-16", + "[BR-16]-An Invoice shall have at least one Invoice line (BG-25).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:URIUniversalCommunication[1]/ram:URIID/@schemeID) != '' or not (rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:URIUniversalCommunication) +fn validate_br_62(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-62", + "[BR-62]-The Seller electronic address (BT-34) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: normalize-space(rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:BuyerTradeParty/ram:URIUniversalCommunication[1]/ram:URIID/@schemeID) != '' or not (rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:BuyerTradeParty/ram:URIUniversalCommunication) +fn validate_br_63(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-63", + "[BR-63]-The Buyer electronic address (BT-49) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: every $Currency in rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceCurrencyCode satisfies ( count ( rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation/ram:TaxTotalAmount[@currencyID=$Currency] ) eq 1 and (//ram:SpecifiedTradeSettlementHeaderMonetarySummation/xs:decimal(ram:GrandTotalAmount) = round( (//ram:SpecifiedTradeSettlementHeaderMonetarySummation/xs:decimal(ram:TaxBasisTotalAmount) + (//ram:SpecifiedTradeSettlementHeaderMonetarySummation/xs:decimal(ram:TaxTotalAmount[@currencyID=$Currency]))) * 10 * 10) div 100)) or (//ram:SpecifiedTradeSettlementHeaderMonetarySummation/xs:decimal(ram:GrandTotalAmount) = (//ram:SpecifiedTradeSettlementHeaderMonetarySummation/xs:decimal(ram:TaxBasisTotalAmount))) +fn validate_br_co_15(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-15", + "[BR-CO-15]-Invoice total amount with VAT (BT-112) = Invoice total amount without VAT (BT-109) + Invoice total VAT amount (BT-110).", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (number(//ram:DuePayableAmount) > 0 and ((//ram:SpecifiedTradePaymentTerms/ram:DueDateDateTime) or (//ram:SpecifiedTradePaymentTerms/ram:Description))) or not(number(//ram:DuePayableAmount)>0) +fn validate_br_co_25(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-25", + "[BR-CO-25]-In case the Amount due for payment (BT-115) is positive, either the Payment due date (BT-9) or the Payment terms (BT-20) shall be present.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: ((count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='S']) + count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='S'])) >=2 or not (//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='S'])) and ((count(//ram:CategoryTradeTax[ram:CategoryCode='S']) + count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='S'])) >=2 or not (//ram:CategoryTradeTax[ram:CategoryCode='S'])) +fn validate_br_s_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-01", + "[BR-S-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Standard rated\" shall contain in the VAT breakdown (BG-23) at least one VAT category code (BT-118) equal with \"Standard rated\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='Z'])=0 and count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='Z'])=0 and count(//ram:CategoryTradeTax[ram:CategoryCode='Z'])=0) or ( count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='Z'])=1 and (exists(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='Z']) or exists(//ram:CategoryTradeTax[ram:CategoryCode='Z']))) +fn validate_br_z_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-01", + "[BR-Z-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Zero rated\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"Zero rated\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='E'])=0 and count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='E'])=0 and count(//ram:CategoryTradeTax[ram:CategoryCode='E'])=0) or ( count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='E'])=1 and (exists(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='E']) or exists(//ram:CategoryTradeTax[ram:CategoryCode='E']))) +fn validate_br_e_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-01", + "[BR-E-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Exempt from VAT\" shall contain exactly one VAT breakdown (BG-23) with the VAT category code (BT-118) equal to \"Exempt from VAT\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='AE'])=0 and count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='AE'])=0 and count(//ram:CategoryTradeTax[ram:CategoryCode='AE'])=0) or ( count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='AE'])=1 and (exists(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='AE']) or exists(//ram:CategoryTradeTax[ram:CategoryCode='AE']))) +fn validate_br_ae_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-01", + "[BR-AE-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Reverse charge\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"VAT reverse charge\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='K'])=0 and count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='K'])=0 and count(//ram:CategoryTradeTax[ram:CategoryCode='K'])=0) or ( count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='K'])=1 and (exists(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='K']) or exists(//ram:CategoryTradeTax[ram:CategoryCode='K']))) +fn validate_br_ic_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-01", + "[BR-IC-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Intra-community supply\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"Intra-community supply\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='G'])=0 and count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='G'])=0 and count(//ram:CategoryTradeTax[ram:CategoryCode='G'])=0) or ( count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='G'])=1 and (exists(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='G']) or exists(//ram:CategoryTradeTax[ram:CategoryCode='G']))) +fn validate_br_g_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-01", + "[BR-G-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Export outside the EU\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"Export outside the EU\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: not(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='O']) or ( count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='O'])=1 and (exists(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='O']) or exists(//ram:CategoryTradeTax[ram:CategoryCode='O']))) +fn validate_br_o_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-01", + "[BR-O-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Not subject to VAT\" shall contain exactly one VAT breakdown group (BG-23) with the VAT category code (BT-118) equal to \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: ((count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='L']) + count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='L'])) >=2 or not (//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='L'])) and ((count(//ram:CategoryTradeTax[ram:CategoryCode='L']) + count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='L'])) >=2 or not (//ram:CategoryTradeTax[ram:CategoryCode='L'])) +fn validate_br_af_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-01", + "[BR-AF-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"IGIC\" shall contain in the VAT breakdown (BG-23) at least one VAT category code (BT-118) equal with \"IGIC\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: ((count(//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='M']) + count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='M'])) >=2 or not (//ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='M'])) and ((count(//ram:CategoryTradeTax[ram:CategoryCode='M']) + count(//ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode='M'])) >=2 or not (//ram:CategoryTradeTax[ram:CategoryCode='M'])) +fn validate_br_ag_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-01", + "[BR-AG-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"IPSI\" shall contain in the VAT breakdown (BG-23) at least one VAT category code (BT-118) equal with \"IPSI\".", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (not(//ram:CountryID != 'IT') and //ram:CategoryCode ='B') or (not(//ram:CategoryCode ='B')) +fn validate_br_b_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-B-01", + "[BR-B-01]-An Invoice where the VAT category code (BT-151, BT-95 or BT-102) is “Split payment” shall be a domestic Italian invoice.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: (//ram:CategoryCode ='B' and (not(//ram:CategoryCode ='S'))) or (not(//ram:CategoryCode ='B')) +fn validate_br_b_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-B-02", + "[BR-B-02]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is “Split payment\" shall not contain an invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is “Standard rated”.", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: normalize-space(ram:AssociatedDocumentLineDocument/ram:LineID) != '' +fn validate_br_21(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-21", + "[BR-21]-Each Invoice line (BG-25) shall have an Invoice line identifier (BT-126).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeDelivery/ram:BilledQuantity) +fn validate_br_22(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-22", + "[BR-22]-Each Invoice line (BG-25) shall have an Invoiced quantity (BT-129).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeDelivery/ram:BilledQuantity/@unitCode) +fn validate_br_23(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-23", + "[BR-23]-An Invoice line (BG-25) shall have an Invoiced quantity unit of measure code (BT-130).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount) +fn validate_br_24(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-24", + "[BR-24]-Each Invoice line (BG-25) shall have an Invoice line net amount (BT-131).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: normalize-space(ram:SpecifiedTradeProduct/ram:Name) != '' +fn validate_br_25(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-25", + "[BR-25]-Each Invoice line (BG-25) shall contain the Item name (BT-153).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeAgreement/ram:NetPriceProductTradePrice/ram:ChargeAmount) +fn validate_br_26(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-26", + "[BR-26]-Each Invoice line (BG-25) shall contain the Item net price (BT-146).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeAgreement/ram:NetPriceProductTradePrice/ram:ChargeAmount) >= 0 +fn validate_br_27(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-27", + "[BR-27]-The Item net price (BT-146) shall NOT be negative.", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeAgreement/ram:GrossPriceProductTradePrice/ram:ChargeAmount >= 0) or not(ram:SpecifiedLineTradeAgreement/ram:GrossPriceProductTradePrice/ram:ChargeAmount) +fn validate_br_28(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-28", + "[BR-28]-The Item gross price (BT-148) shall NOT be negative.", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: normalize-space(ram:SpecifiedTradeProduct/ram:GlobalID/@schemeID) != '' or not (ram:SpecifiedTradeProduct/ram:GlobalID) +fn validate_br_64(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-64", + "[BR-64]-The Item standard identifier (BT-157) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: (ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[upper-case(ram:TypeCode) = 'VAT']/ram:CategoryCode) +fn validate_br_co_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-04", + "[BR-CO-04]-Each Invoice line (BG-25) shall be categorized with an Invoiced item VAT category code (BT-151).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +fn validate_br_co_18(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-18", + "[BR-CO-18]-An Invoice shall at least have one VAT breakdown group (BG-23).", + ))); + } + Ok(()) +} + +// Context: //ram:IncludedSupplyChainTradeLineItem +// Test: string-length(substring-after(ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount,'.'))<=2 +fn validate_br_dec_23(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-23", + "[BR-DEC-23]-The allowed maximum number of decimals for the Invoice line net amount (BT-131) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'false'] +// Test: (../ram:ActualAmount) +fn validate_br_41(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-41", + "[BR-41]-Each Invoice line allowance (BG-27) shall have an Invoice line allowance amount (BT-136).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'false'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_42(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-42", + "[BR-42]-Each Invoice line allowance (BG-27) shall have an Invoice line allowance reason (BT-139) or an Invoice line allowance reason code (BT-140).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'false'] +// Test: true() +fn validate_br_co_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-07", + "[BR-CO-07]-Invoice line allowance reason code (BT-140) and Invoice line allowance reason (BT-139) shall indicate the same type of allowance reason.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'false'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_co_23(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-23", + "[BR-CO-23]-Each Invoice line allowance (BG-27) shall contain an Invoice line allowance reason (BT-139) or an Invoice line allowance reason code (BT-140), or both.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'false'] +// Test: string-length(substring-after(../ram:ActualAmount,'.'))<=2 +fn validate_br_dec_24(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-24", + "[BR-DEC-24]-The allowed maximum number of decimals for the Invoice line allowance amount (BT-136) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'false'] +// Test: string-length(substring-after(../ram:BasisAmount,'.'))<=2 +fn validate_br_dec_25(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-25", + "[BR-DEC-25]-The allowed maximum number of decimals for the Invoice line allowance base amount (BT-137) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'true'] +// Test: (../ram:ActualAmount) +fn validate_br_43(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-43", + "[BR-43]-Each Invoice line charge (BG-28) shall have an Invoice line charge amount (BT-141).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'true'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_44(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-44", + "[BR-44]-Each Invoice line charge (BG-28) shall have an Invoice line charge reason (BT-144) or an Invoice line charge reason code (BT-145).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'true'] +// Test: true() +fn validate_br_co_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-08", + "[BR-CO-08]-Invoice line charge reason code (BT-145) and Invoice line charge reason (BT-144) shall indicate the same type of charge reason.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'true'] +// Test: (../ram:Reason) or (../ram:ReasonCode) +fn validate_br_co_24(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-24", + "[BR-CO-24]-Each Invoice line charge (BG-28) shall contain an Invoice line charge reason (BT-144) or an Invoice line charge reason code (BT-145), or both.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'true'] +// Test: string-length(substring-after(../ram:ActualAmount,'.'))<=2 +fn validate_br_dec_27(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-27", + "[BR-DEC-27]-The allowed maximum number of decimals for the Invoice line charge amount (BT-141) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator = 'true'] +// Test: string-length(substring-after(../ram:BasisAmount,'.'))<=2 +fn validate_br_dec_28(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-28", + "[BR-DEC-28]-The allowed maximum number of decimals for the Invoice line charge base amount (BT-142) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:BillingSpecifiedPeriod +// Test: (ram:EndDateTime/udt:DateTimeString[@format = '102']) >= (ram:StartDateTime/udt:DateTimeString[@format = '102']) or not (ram:EndDateTime) or not (ram:StartDateTime) +fn validate_br_30(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-30", + "[BR-30]-If both Invoice line period start date (BT-134) and Invoice line period end date (BT-135) are given then the Invoice line period end date (BT-135) shall be later or equal to the Invoice line period start date (BT-134).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedLineTradeSettlement/ram:BillingSpecifiedPeriod +// Test: (ram:StartDateTime) or (ram:EndDateTime) +fn validate_br_co_20(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-20", + "[BR-CO-20]-If Invoice line period (BG-26) is used, the Invoice line period start date (BT-134) or the Invoice line period end date (BT-135) shall be filled, or both.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:BillingSpecifiedPeriod +// Test: (ram:EndDateTime/udt:DateTimeString[@format = '102']) >= (ram:StartDateTime/udt:DateTimeString[@format = '102']) or not (ram:EndDateTime) or not (ram:StartDateTime) +fn validate_br_29(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-29", + "[BR-29]-If both Invoicing period start date (BT-73) and Invoicing period end date (BT-74) are given then the Invoicing period end date (BT-74) shall be later or equal to the Invoicing period start date (BT-73).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:BillingSpecifiedPeriod +// Test: (ram:StartDateTime) or (ram:EndDateTime) +fn validate_br_co_19(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-19", + "[BR-CO-19]-If Invoicing period (BG-14) is used, the Invoicing period start date (BT-73) or the Invoicing period end date (BT-74) shall be filled, or both.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableProductCharacteristic +// Test: (ram:Description) and (ram:Value) +fn validate_br_54(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-54", + "[BR-54]-Each Item attribute (BG-32) shall contain an Item attribute name (BT-160) and an Item attribute value (BT-161).", + ))); + } + Ok(()) +} + +// Context: //ram:PayeeTradeParty +// Test: (ram:Name) and (not(ram:Name = ../../ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:Name) and not(ram:ID = ../../ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:ID) and not(ram:SpecifiedLegalOrganization/ram:ID = ../../ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedLegalOrganization/ram:ID)) +fn validate_br_17(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-17", + "[BR-17]-The Payee name (BT-59) shall be provided in the Invoice, if the Payee (BG-10) is different from the Seller (BG-4).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementPaymentMeans +// Test: (ram:TypeCode) +fn validate_br_49(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-49", + "[BR-49]-A Payment instruction (BG-16) shall specify the Payment means type code (BT-81).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementPaymentMeans +// Test: (ram:PayeePartyCreditorFinancialAccount/ram:IBANID) or (ram:PayeePartyCreditorFinancialAccount/ram:ProprietaryID) or (not(ram:PayeePartyCreditorFinancialAccount/ram:IBANID) and not(ram:PayeePartyCreditorFinancialAccount/ram:ProprietaryID)) +fn validate_br_co_27(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-27", + "[BR-CO-27]- Either the IBAN or a Proprietary ID (BT-84) shall be used.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceReferencedDocument +// Test: normalize-space(ram:IssuerAssignedID) != '' +fn validate_br_55(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-55", + "[BR-55]-Each Preceding Invoice reference (BG-3) shall contain a Preceding Invoice reference (BT-25).", + ))); + } + Ok(()) +} + +// Context: //ram:SellerTradeParty +// Test: (ram:ID) or (ram:GlobalID) or (ram:SpecifiedLegalOrganization/ram:ID) or (ram:SpecifiedTaxRegistration/ram:ID[@schemeID='VA']) +fn validate_br_co_26(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-26", + "[BR-CO-26]-In order for the buyer to automatically identify a supplier, the Seller identifier (BT-29), the Seller legal registration identifier (BT-30) and/or the Seller VAT identifier (BT-31) shall be present.", + ))); + } + Ok(()) +} + +// Context: //ram:SellerTaxRepresentativeTradeParty +// Test: (ram:Name) +fn validate_br_18(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-18", + "[BR-18]-The Seller tax representative name (BT-62) shall be provided in the Invoice, if the Seller (BG-4) has a Seller tax representative party (BG-11).", + ))); + } + Ok(()) +} + +// Context: //ram:SellerTaxRepresentativeTradeParty +// Test: (ram:PostalTradeAddress) +fn validate_br_19(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-19", + "[BR-19]-The Seller tax representative postal address (BG-12) shall be provided in the Invoice, if the Seller (BG-4) has a Seller tax representative party (BG-11).", + ))); + } + Ok(()) +} + +// Context: //ram:SellerTaxRepresentativeTradeParty +// Test: (ram:PostalTradeAddress/ram:CountryID) +fn validate_br_20(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-20", + "[BR-20]-The Seller tax representative postal address (BG-12) shall contain a Tax representative country code (BT-69), if the Seller (BG-4) has a Seller tax representative party (BG-11).", + ))); + } + Ok(()) +} + +// Context: //ram:SellerTaxRepresentativeTradeParty +// Test: normalize-space(ram:SpecifiedTaxRegistration/ram:ID[@schemeID='VA']) != '' +fn validate_br_56(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-56", + "[BR-56]-Each Seller tax representative party (BG-11) shall have a Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeSettlementHeaderMonetarySummation/ram:TaxTotalAmount[@currencyID=/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:InvoiceCurrencyCode] +// Test: . = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CalculatedAmount)*10*10)div 100) +fn validate_br_co_14(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-14", + "[BR-CO-14]-Invoice total VAT amount (BT-110) = Σ VAT category tax amount (BT-117).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTaxRegistration/ram:ID[@schemeID='VA'] +// Test: contains(' 1A AD AE AF AG AI AL AM AN AO AQ AR AS AT AU AW AX AZ BA BB BD BE BF BG BH BI BL BJ BM BN BO BQ BR BS BT BV BW BY BZ CA CC CD CF CG CH CI CK CL CM CN CO CR CU CV CW CX CY CZ DE DJ DK DM DO DZ EC EE EG EH EL ER ES ET FI FJ FK FM FO FR GA GB GD GE GF GG GH GI GL GM GN GP GQ GR GS GT GU GW GY HK HM HN HR HT HU ID IE IL IM IN IO IQ IR IS IT JE JM JO JP KE KG KH KI KM KN KP KR KW KY KZ LA LB LC LI LK LR LS LT LU LV LY MA MC MD ME MF MG MH MK ML MM MN MO MP MQ MR MS MT MU MV MW MX MY MZ NA NC NE NF NG NI NL NO NP NR NU NZ OM PA PE PF PG PH PK PL PM PN PR PS PT PW PY QA RE RO RS RU RW SA SB SC SD SE SG SH SI SJ SK SL SM SN SO SR ST SV SX SY SZ TC TD TF TG TH TJ TK TL TM TN TO TR TT TV TW TZ UA UG UM US UY UZ VA VC VE VG VI VN VU WF WS XI YE YT ZA ZM ZW ', concat(' ', substring(.,1,2), ' ')) +fn validate_br_co_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-09", + "[BR-CO-09]-The Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) shall have a prefix in accordance with ISO code ISO 3166-1 alpha-2 by which the country of issue may be identified. Nevertheless, Greece may use the prefix ‘EL’.", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'AE'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:BasisAmount -1 < (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'AE']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='AE']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='AE']/ram:ActualAmount)*10*10)div 100)) and (../ram:BasisAmount +1 > (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'AE']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='AE']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='AE']/ram:ActualAmount)*10*10)div 100)) +fn validate_br_ae_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-08", + "[BR-AE-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Reverse charge\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Reverse charge\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'AE'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: ../ram:CalculatedAmount = 0 +fn validate_br_ae_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-09", + "[BR-AE-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Reverse charge\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'AE'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:ExemptionReason) or (../ram:ExemptionReasonCode) +fn validate_br_ae_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-10", + "[BR-AE-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \"Reverse charge\" shall have a VAT exemption reason code (BT-121), meaning \"Reverse charge\" or the VAT exemption reason text (BT-120) \"Reverse charge\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'AE'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and (//ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:ID) +fn validate_br_ae_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-03", + "[BR-AE-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Reverse charge\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) and/or the Buyer legal registration identifier (BT-47).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'AE'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_ae_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-06", + "[BR-AE-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Reverse charge\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'AE'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and (//ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:ID) +fn validate_br_ae_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-04", + "[BR-AE-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Reverse charge\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) and/or the Buyer legal registration identifier (BT-47).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'AE'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_ae_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-07", + "[BR-AE-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Reverse charge\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'AE'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and (//ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:ID) +fn validate_br_ae_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-02", + "[BR-AE-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Reverse charge\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) and/or the Buyer legal registration identifier (BT-47).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'AE'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_ae_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-05", + "[BR-AE-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Reverse charge\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: every $rate in ../ram:RateApplicablePercent/xs:decimal(.) satisfies (../ram:BasisAmount = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'L' and ram:ApplicableTradeTax/xs:decimal(ram:RateApplicablePercent) =$rate]/ram:SpecifiedTradeSettlementLineMonetarySummation/xs:decimal(ram:LineTotalAmount)) * 10 * 10) div 100 + round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='L' and ram:CategoryTradeTax/xs:decimal(ram:RateApplicablePercent)=$rate]/xs:decimal(ram:ActualAmount)) * 10 * 10) div 100 - round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='L' and ram:CategoryTradeTax/xs:decimal(ram:RateApplicablePercent)=$rate]/xs:decimal(ram:ActualAmount)) * 10 * 10) div 100)) +fn validate_br_af_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-08", + "[BR-AF-08]-For each different value of VAT category rate (BT-119) where the VAT category code (BT-118) is \"IGIC\", the VAT category taxable amount (BT-116) in a VAT breakdown (BG-23) shall equal the sum of Invoice line net amounts (BT-131) plus the sum of document level charge amounts (BT-99) minus the sum of document level allowance amounts (BT-92) where the VAT category code (BT-151, BT-102, BT-95) is \"IGIC\" and the VAT rate (BT-152, BT-103, BT-96) equals the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: true() +fn validate_br_af_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-09", + "[BR-AF-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"IGIC\" shall equal the VAT category taxable amount (BT-116) multiplied by the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(ram:ExemptionReason) and not (ram:ExemptionReasonCode) +fn validate_br_af_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-10", + "[BR-AF-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \"IGIC\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_af_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-02", + "[BR-AF-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IGIC\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_af_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-05", + "[BR-AF-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IGIC\" the invoiced item VAT rate (BT-152) shall be greater than 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_af_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-03", + "[BR-AF-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IGIC\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_af_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-06", + "[BR-AF-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IGIC\" the Document level allowance VAT rate (BT-96) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_af_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-04", + "[BR-AF-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IGIC\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'L'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_af_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AF-07", + "[BR-AF-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IGIC\" the Document level charge VAT rate (BT-103) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: every $rate in ../ram:RateApplicablePercent/xs:decimal(.) satisfies (../ram:BasisAmount = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'M' and ram:ApplicableTradeTax/xs:decimal(ram:RateApplicablePercent) =$rate]/ram:SpecifiedTradeSettlementLineMonetarySummation/xs:decimal(ram:LineTotalAmount)) * 10 * 10) div 100 + round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='M' and ram:CategoryTradeTax/xs:decimal(ram:RateApplicablePercent)=$rate]/xs:decimal(ram:ActualAmount)) * 10 * 10) div 100 - round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='M' and ram:CategoryTradeTax/xs:decimal(ram:RateApplicablePercent)=$rate]/xs:decimal(ram:ActualAmount)) * 10 * 10) div 100)) +fn validate_br_ag_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-08", + "[BR-AG-08]-For each different value of VAT category rate (BT-119) where the VAT category code (BT-118) is \"IPSI\", the VAT category taxable amount (BT-116) in a VAT breakdown (BG-23) shall equal the sum of Invoice line net amounts (BT-131) plus the sum of document level charge amounts (BT-99) minus the sum of document level allowance amounts (BT-92) where the VAT category code (BT-151, BT-102, BT-95) is \"IPSI\" and the VAT rate (BT-152, BT-103, BT-96) equals the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: true() +fn validate_br_ag_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-09", + "[BR-AG-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"IPSI\" shall equal the VAT category taxable amount (BT-116) multiplied by the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(ram:ExemptionReason) and not (ram:ExemptionReasonCode) +fn validate_br_ag_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-10", + "[BR-AG-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \"IPSI\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_ag_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-02", + "[BR-AG-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IPSI\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent >= 0 +fn validate_br_ag_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-05", + "[BR-AG-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IPSI\" the Invoiced item VAT rate (BT-152) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_ag_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-03", + "[BR-AG-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IPSI\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_ag_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-06", + "[BR-AG-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IPSI\" the Document level allowance VAT rate (BT-96) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_ag_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-04", + "[BR-AG-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IPSI\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'M'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_ag_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AG-07", + "[BR-AG-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IPSI\" the Document level charge VAT rate (BT-103) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'E'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:BasisAmount - 1 < (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'E']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='E']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='E']/ram:ActualAmount)*10*10)div 100)) and (../ram:BasisAmount + 1 > (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'E']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='E']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='E']/ram:ActualAmount)*10*10)div 100)) +fn validate_br_e_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-08", + "[BR-E-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Exempt from VAT\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Exempt from VAT\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'E'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: ../ram:CalculatedAmount = 0 +fn validate_br_e_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-09", + "[BR-E-09]-The VAT category tax amount (BT-117) In a VAT breakdown (BG-23) where the VAT category code (BT-118) equals \"Exempt from VAT\" shall equal 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'E'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:ExemptionReason) or (../ram:ExemptionReasonCode) +fn validate_br_e_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-10", + "[BR-E-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \"Exempt from VAT\" shall have a VAT exemption reason code (BT-121) or a VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'E'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_e_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-03", + "[BR-E-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Exempt from VAT\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'E'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_e_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-06", + "[BR-E-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Exempt from VAT\", the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'E'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_e_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-04", + "[BR-E-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Exempt from VAT\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'E'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_e_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-07", + "[BR-E-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Exempt from VAT\", the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'E'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_e_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-02", + "[BR-E-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Exempt from VAT\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'E'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_e_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-05", + "[BR-E-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Exempt from VAT\", the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'G'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:BasisAmount -1 < (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'G']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='G']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='G']/ram:ActualAmount)*10*10)div 100)) and (../ram:BasisAmount +1 > (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'G']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='G']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='G']/ram:ActualAmount)*10*10)div 100)) +fn validate_br_g_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-08", + "[BR-G-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Export outside the EU\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Export outside the EU\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'G'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: ../ram:CalculatedAmount = 0 +fn validate_br_g_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-09", + "[BR-G-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Export outside the EU\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'G'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:ExemptionReason) or (../ram:ExemptionReasonCode) +fn validate_br_g_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-10", + "[BR-G-10]-A VAT Breakdown (BG-23) with the VAT Category code (BT-118) \"Export outside the EU\" shall have a VAT exemption reason code (BT-121), meaning \"Export outside the EU\" or the VAT exemption reason text (BT-120) \"Export outside the EU\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'G'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) +fn validate_br_g_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-03", + "[BR-G-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Export outside the EU\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'G'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_g_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-06", + "[BR-G-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Export outside the EU\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'G'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) +fn validate_br_g_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-04", + "[BR-G-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Export outside the EU\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'G'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_g_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-07", + "[BR-G-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Export outside the EU\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'G'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) +fn validate_br_g_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-02", + "[BR-G-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Export outside the EU\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'G'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_g_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-05", + "[BR-G-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Export outside the EU\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.= 'K'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:BasisAmount - 1 < (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'K']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='K']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='K']/ram:ActualAmount)*10*10)div 100)) and (../ram:BasisAmount + 1 > (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'K']/ram:SpecifiedTradeSettlementLineMonetarySummation/ram:LineTotalAmount)*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='K']/ram:ActualAmount)*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='K']/ram:ActualAmount)*10*10)div 100)) +fn validate_br_ic_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-08", + "[BR-IC-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Intra-community supply\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.= 'K'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: ../ram:CalculatedAmount = 0 +fn validate_br_ic_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-09", + "[BR-IC-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.= 'K'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (../ram:ExemptionReason) or (../ram:ExemptionReasonCode) +fn validate_br_ic_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-10", + "[BR-IC-10]-A VAT Breakdown (BG-23) with the VAT Category code (BT-118) \"Intra-community supply\" shall have a VAT exemption reason code (BT-121), meaning \"Intra-community supply\" or the VAT exemption reason text (BT-120) \"Intra-community supply\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.= 'K'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery/ram:ActualDeliverySupplyChainEvent/ram:OccurrenceDateTime/udt:DateTimeString) or (../../ram:BillingSpecifiedPeriod/ram:StartDateTime) or (../../ram:BillingSpecifiedPeriod/ram:EndDateTime) +fn validate_br_ic_11(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-11", + "[BR-IC-11]-In an Invoice with a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" the Actual delivery date (BT-72) or the Invoicing period (BG-14) shall not be blank.", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.= 'K'][upper-case(../ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery/ram:ShipToTradeParty/ram:PostalTradeAddress/ram:CountryID +fn validate_br_ic_12(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-12", + "[BR-IC-12]-In an Invoice with a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" the Deliver to country code (BT-80) shall not be blank.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'K'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and //ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_ic_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-03", + "[BR-IC-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Intra-community supply\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'K'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_ic_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-06", + "[BR-IC-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Intra-community supply\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'K'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and //ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_ic_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-04", + "[BR-IC-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Intra-community supply\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'K'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_ic_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-07", + "[BR-IC-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Intra-community supply\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'K'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (//ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] or //ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and //ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_ic_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-02", + "[BR-IC-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Intra-community supply\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'K'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_ic_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-05", + "[BR-IC-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Intracommunity supply\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:BasisAmount = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'O']/ram:SpecifiedTradeSettlementLineMonetarySummation/xs:decimal(ram:LineTotalAmount))*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[(ram:ChargeIndicator/udt:Indicator cast as xs:boolean)=true() and ram:CategoryTradeTax/ram:CategoryCode='O']/xs:decimal(ram:ActualAmount))*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[(ram:ChargeIndicator/udt:Indicator cast as xs:boolean)=false() and ram:CategoryTradeTax/ram:CategoryCode='O']/xs:decimal(ram:ActualAmount))*10*10)div 100) +fn validate_br_o_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-08", + "[BR-O-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \" Not subject to VAT\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:CalculatedAmount = 0 +fn validate_br_o_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-09", + "[BR-O-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Not subject to VAT\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: (ram:ExemptionReason) or (ram:ExemptionReasonCode) +fn validate_br_o_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-10", + "[BR-O-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \" Not subject to VAT\" shall have a VAT exemption reason code (BT-121), meaning \" Not subject to VAT\" or a VAT exemption reason text (BT-120) \" Not subject to VAT\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(//ram:ApplicableTradeTax[ram:CategoryCode != 'O']) +fn validate_br_o_11(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-11", + "[BR-O-11]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain other VAT breakdown groups (BG-23).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(//ram:ApplicableTradeTax[ram:CategoryCode != 'O']) +fn validate_br_o_12(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-12", + "[BR-O-12]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is not \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(//ram:CategoryTradeTax[ram:CategoryCode != 'O']) +fn validate_br_o_13(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-13", + "[BR-O-13]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain Document level allowances (BG-20) where Document level allowance VAT category code (BT-95) is not \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(//ram:CategoryTradeTax[ram:CategoryCode != 'O']) +fn validate_br_o_14(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-14", + "[BR-O-14]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain Document level charges (BG-21) where Document level charge VAT category code (BT-102) is not \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and not (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and not (/ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) +fn validate_br_o_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-03", + "[BR-O-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Not subject to VAT\" shall not contain the Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) or the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(ram:RateApplicablePercent) +fn validate_br_o_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-06", + "[BR-O-06]-A Document level allowance (BG-20) where VAT category code (BT-95) is \"Not subject to VAT\" shall not contain a Document level allowance VAT rate (BT-96).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and not (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and not (/ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) +fn validate_br_o_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-04", + "[BR-O-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Not subject to VAT\" shall not contain the Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) or the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(ram:RateApplicablePercent) +fn validate_br_o_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-07", + "[BR-O-07]-A Document level charge (BG-21) where the VAT category code (BT-102) is \"Not subject to VAT\" shall not contain a Document level charge VAT rate (BT-103).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and not (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) and not (/ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA']) +fn validate_br_o_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-02", + "[BR-O-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Not subject to VAT\" shall not contain the Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) or the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'O'][upper-case(ram:TypeCode) = 'VAT'] +// Test: not(ram:RateApplicablePercent) +fn validate_br_o_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-05", + "[BR-O-05]-An Invoice line (BG-25) where the VAT category code (BT-151) is \"Not subject to VAT\" shall not contain an Invoiced item VAT rate (BT-152).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.='S'] +// Test: every $rate in ../ram:RateApplicablePercent/xs:decimal(.) satisfies (../ram:BasisAmount = (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'S' and ram:ApplicableTradeTax/xs:decimal(ram:RateApplicablePercent) =$rate]/ram:SpecifiedTradeSettlementLineMonetarySummation/xs:decimal(ram:LineTotalAmount)) * 10 * 10) div 100 + round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true() and ram:CategoryTradeTax/ram:CategoryCode='S' and ram:CategoryTradeTax/xs:decimal(ram:RateApplicablePercent)=$rate]/xs:decimal(ram:ActualAmount)) * 10 * 10) div 100 - round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false() and ram:CategoryTradeTax/ram:CategoryCode='S' and ram:CategoryTradeTax/xs:decimal(ram:RateApplicablePercent)=$rate]/xs:decimal(ram:ActualAmount)) * 10 * 10) div 100)) +fn validate_br_s_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-08", + "[BR-S-08]-For each different value of VAT category rate (BT-119) where the VAT category code (BT-118) is \"Standard rated\", the VAT category taxable amount (BT-116) in a VAT breakdown (BG-23) shall equal the sum of Invoice line net amounts (BT-131) plus the sum of document level charge amounts (BT-99) minus the sum of document level allowance amounts (BT-92) where the VAT category code (BT-151, BT-102, BT-95) is \"Standard rated\" and the VAT rate (BT-152, BT-103, BT-96) equals the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.='S'] +// Test: (abs(xs:decimal(../ram:CalculatedAmount)) - 1 < round(abs(xs:decimal(../ram:BasisAmount)) * ../ram:RateApplicablePercent) div 100 ) and (abs(xs:decimal(../ram:CalculatedAmount)) + 1 > round(abs(xs:decimal(../ram:BasisAmount)) * ../ram:RateApplicablePercent) div 100 ) +fn validate_br_s_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-09", + "[BR-S-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"Standard rated\" shall equal the VAT category taxable amount (BT-116) multiplied by the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[.='S'] +// Test: not(../ram:ExemptionReason) and not (../ram:ExemptionReasonCode) +fn validate_br_s_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-10", + "[BR-S-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \"Standard rate\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'S'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_s_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-02", + "[BR-S-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Standard rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'S'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_s_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-05", + "[BR-S-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Standard rated\" the Invoiced item VAT rate (BT-152) shall be greater than zero.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'S'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_s_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-03", + "[BR-S-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Standard rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'S'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_s_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-06", + "[BR-S-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Standard rated\" the Document level allowance VAT rate (BT-96) shall be greater than zero.", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'S'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_s_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-04", + "[BR-S-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Standard rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'S'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent > 0 +fn validate_br_s_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-07", + "[BR-S-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Standard rated\" the Document level charge VAT rate (BT-103) shall be greater than zero.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'Z'] +// Test: (../ram:BasisAmount -1 < (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'Z']/ram:SpecifiedTradeSettlementLineMonetarySummation/xs:decimal(ram:LineTotalAmount))*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[(ram:ChargeIndicator/udt:Indicator cast as xs:boolean)=true() and ram:CategoryTradeTax/ram:CategoryCode='Z']/xs:decimal(ram:ActualAmount))*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[(ram:ChargeIndicator/udt:Indicator cast as xs:boolean)=false() and ram:CategoryTradeTax/ram:CategoryCode='Z']/xs:decimal(ram:ActualAmount))*10*10)div 100)) and (../ram:BasisAmount +1 > (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement[ram:ApplicableTradeTax/ram:CategoryCode = 'Z']/ram:SpecifiedTradeSettlementLineMonetarySummation/xs:decimal(ram:LineTotalAmount))*10*10)div 100) + (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[(ram:ChargeIndicator/udt:Indicator cast as xs:boolean)=true() and ram:CategoryTradeTax/ram:CategoryCode='Z']/xs:decimal(ram:ActualAmount))*10*10)div 100) - (round(sum(/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeAllowanceCharge[(ram:ChargeIndicator/udt:Indicator cast as xs:boolean)=false() and ram:CategoryTradeTax/ram:CategoryCode='Z']/xs:decimal(ram:ActualAmount))*10*10)div 100)) +fn validate_br_z_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-08", + "[BR-Z-08]-In a VAT breakdown (BG-23) where VAT category code (BT-118) is \"Zero rated\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amount (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Zero rated\".", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'Z'] +// Test: ../ram:CalculatedAmount = 0 +fn validate_br_z_09(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-09", + "[BR-Z-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"Zero rated\" shall equal 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode[. = 'Z'] +// Test: not(../ram:ExemptionReason) and not (../ram:ExemptionReasonCode) +fn validate_br_z_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-10", + "[BR-Z-10]-A VAT Breakdown (BG-23) with VAT Category code (BT-118) \"Zero rated\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'Z'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_z_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-03", + "[BR-Z-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Zero rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=false()]/ram:CategoryTradeTax[ram:CategoryCode = 'Z'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_z_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-06", + "[BR-Z-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Zero rated\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'Z'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_z_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-04", + "[BR-Z-04]-An Invoice that contains a Document level charge where the Document level charge VAT category code (BT-102) is \"Zero rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator=true()]/ram:CategoryTradeTax[ram:CategoryCode = 'Z'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_z_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-07", + "[BR-Z-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Zero rated\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'Z'][upper-case(ram:TypeCode) = 'VAT'] +// Test: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = ('VA', 'FC')] or /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement/ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:ID[@schemeID = 'VA'] +fn validate_br_z_02(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-02", + "[BR-Z-02]-An Invoice that contains an Invoice line where the Invoiced item VAT category code (BT-151) is \"Zero rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: //rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax[ram:CategoryCode = 'Z'][upper-case(ram:TypeCode) = 'VAT'] +// Test: ram:RateApplicablePercent = 0 +fn validate_br_z_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-05", + "[BR-Z-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Zero rated\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: (ram:BasisAmount) +fn validate_br_45(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-45", + "[BR-45]-Each VAT breakdown (BG-23) shall have a VAT category taxable amount (BT-116).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: (ram:CalculatedAmount) +fn validate_br_46(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-46", + "[BR-46]-Each VAT breakdown (BG-23) shall have a VAT category tax amount (BT-117).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: (.[upper-case(ram:TypeCode) = 'VAT']/ram:CategoryCode) +fn validate_br_47(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-47", + "[BR-47]-Each VAT breakdown (BG-23) shall be defined through a VAT category code (BT-118).", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: (.[upper-case(ram:TypeCode) = 'VAT']/ram:RateApplicablePercent) or (.[upper-case(ram:TypeCode) = 'VAT']/ram:CategoryCode = 'O') +fn validate_br_48(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-48", + "[BR-48]-Each VAT breakdown (BG-23) shall have a VAT category rate (BT-119), except if the Invoice is not subject to VAT.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: ((//ram:TaxPointDate) and not(//ram:DueDateTypeCode)) or (not (//ram:TaxPointDate) and (//ram:DueDateTypeCode)) or (not (//ram:TaxPointDate) and not (//ram:DueDateTypeCode)) +fn validate_br_co_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-03", + "[BR-CO-03]-Value added tax point date (BT-7) and Value added tax point date code (BT-8) are mutually exclusive.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: (round(.[normalize-space(upper-case(ram:TypeCode)) = 'VAT']/xs:decimal(ram:RateApplicablePercent)) = 0 and (round(xs:decimal(ram:CalculatedAmount)) = 0)) or (round(.[normalize-space(upper-case(ram:TypeCode)) = 'VAT']/xs:decimal(ram:RateApplicablePercent)) != 0 and ((abs(xs:decimal(ram:CalculatedAmount)) - 1 <= round(abs(xs:decimal(ram:BasisAmount)) * (.[normalize-space(upper-case(ram:TypeCode)) = 'VAT']/xs:decimal(ram:RateApplicablePercent) div 100) * 10 * 10) div 100 ) and (abs(xs:decimal(ram:CalculatedAmount)) + 1 >= round(abs(xs:decimal(ram:BasisAmount)) * (.[normalize-space(upper-case(ram:TypeCode)) = 'VAT']/xs:decimal(ram:RateApplicablePercent) div 100) * 10 * 10) div 100 ))) or (not(exists(.[normalize-space(upper-case(ram:TypeCode))='VAT']/xs:decimal(ram:RateApplicablePercent))) and (round(xs:decimal(ram:CalculatedAmount)) = 0)) +fn validate_br_co_17(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-17", + "[BR-CO-17]-VAT category tax amount (BT-117) = VAT category taxable amount (BT-116) x (VAT category rate (BT-119) / 100), rounded to two decimals.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: string-length(substring-after(ram:BasisAmount,'.'))<=2 +fn validate_br_dec_19(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-19", + "[BR-DEC-19]-The allowed maximum number of decimals for the VAT category taxable amount (BT-116) is 2.", + ))); + } + Ok(()) +} + +// Context: //ram:ApplicableHeaderTradeSettlement/ram:ApplicableTradeTax +// Test: string-length(substring-after(ram:CalculatedAmount,'.'))<=2 +fn validate_br_dec_20(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-20", + "[BR-DEC-20]-The allowed maximum number of decimals for the VAT category tax amount (BT-117) is 2.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:SpecifiedTransactionID) +fn validate_cii_sr_001(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-001", + "[CII-SR-001] - SpecifiedTransactionID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:TestIndicator) +fn validate_cii_sr_002(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-002", + "[CII-SR-002] - TestIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: (count(ram:BusinessProcessSpecifiedDocumentContextParameter) <= 1) +fn validate_cii_sr_003(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-003", + "[CII-SR-003] - BusinessProcessSpecifiedDocumentContextParameter should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:BIMSpecifiedDocumentContextParameter) +fn validate_cii_sr_006(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-006", + "[CII-SR-006] - BIMSpecifiedDocumentContextParameter should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:ScenarioSpecifiedDocumentContextParameter) +fn validate_cii_sr_007(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-007", + "[CII-SR-007] - ScenarioSpecifiedDocumentContextParameter should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:ApplicationSpecifiedDocumentContextParameter) +fn validate_cii_sr_008(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-008", + "[CII-SR-008] - ApplicationSpecifiedDocumentContextParameter should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: count(ram:GuidelineSpecifiedDocumentContextParameter) = 1 +fn validate_cii_sr_009(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-009", + "[CII-SR-009] - GuidelineSpecifiedDocumentContextParameter must exist exactly once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: count(ram:GuidelineSpecifiedDocumentContextParameter/ram:ID) = 1 +fn validate_cii_sr_010(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-010", + "[CII-SR-010] - ID must exist exactly once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:SubsetSpecifiedDocumentContextParameter) +fn validate_cii_sr_011(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-011", + "[CII-SR-011] - SubsetSpecifiedDocumentContextParameter should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext +// Test: not(ram:MessageStandardSpecifiedDocumentContextParameter) +fn validate_cii_sr_012(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-012", + "[CII-SR-012] - MessageStandardSpecifiedDocumentContextParameter should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:Name) +fn validate_cii_sr_013(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-013", + "[CII-SR-013] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: count(ram:TypeCode) = 1 +fn validate_cii_sr_014(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-014", + "[CII-SR-014] - TypeCode must exist exactly once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:IssueDateTime/udt:DateTime) +fn validate_cii_sr_015(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-015", + "[CII-SR-015] - DateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:CopyIndicator) +fn validate_cii_sr_016(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-016", + "[CII-SR-016] - CopyIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:Purpose) +fn validate_cii_sr_017(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-017", + "[CII-SR-017] - Purpose should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:ControlRequirementIndicator) +fn validate_cii_sr_018(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-018", + "[CII-SR-018] - ControlRequirementIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:LanguageID) +fn validate_cii_sr_019(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-019", + "[CII-SR-019] - LanguageID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:PurposeCode) +fn validate_cii_sr_020(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-020", + "[CII-SR-020] - PurposeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:RevisionDateTime) +fn validate_cii_sr_021(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-021", + "[CII-SR-021] - RevisionDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:VersionID) +fn validate_cii_sr_022(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-022", + "[CII-SR-022] - VersionID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:GlobalID) +fn validate_cii_sr_023(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-023", + "[CII-SR-023] - GlobalID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:RevisionID) +fn validate_cii_sr_024(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-024", + "[CII-SR-024] - RevisionID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:PreviousRevisionID) +fn validate_cii_sr_025(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-025", + "[CII-SR-025] - PreviousRevisionID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:CategoryCode) +fn validate_cii_sr_026(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-026", + "[CII-SR-026] - CategoryCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:IncludedNote/ram:Subject) +fn validate_cii_sr_027(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-027", + "[CII-SR-027] - Subject should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:IncludedNote/ram:ContentCode) +fn validate_cii_sr_028(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-028", + "[CII-SR-028] - ContentCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:IncludedNote/ram:ID) +fn validate_cii_sr_032(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-032", + "[CII-SR-032] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:EffectiveSpecifiedPeriod) +fn validate_cii_sr_033(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-033", + "[CII-SR-033] - EffectiveSpecifiedPeriod should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument +// Test: not(ram:IssuerTradeParty) +fn validate_cii_sr_034(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-034", + "[CII-SR-034] - IssuerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:IncludedNote +// Test: count(ram:Content) <= 1 +fn validate_cii_sr_030(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-030", + "[CII-SR-030] - Content should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem +// Test: not(ram:DescriptionCode) +fn validate_cii_sr_035(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-035", + "[CII-SR-035] - DescriptionCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem +// Test: not(ram:ParentLineID) +fn validate_cii_sr_036(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-036", + "[CII-SR-036] - ParentLineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem +// Test: not(ram:LineStatusCode) +fn validate_cii_sr_037(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-037", + "[CII-SR-037] - LineStatusCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem +// Test: not(ram:LineStatusReasonCode) +fn validate_cii_sr_038(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-038", + "[CII-SR-038] - LineStatusReasonCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem +// Test: not(ram:IncludedSubordinateTradeLineItem) +fn validate_cii_sr_221(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-221", + "[CII-SR-221] - IncludedSubordinateTradeLineItem should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument +// Test: count(ram:IncludedNote) <= 1 +fn validate_cii_sr_039(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-039", + "[CII-SR-039] - IncludedNote should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument +// Test: count(ram:IncludedNote/ram:Content) <= 1 +fn validate_cii_sr_040(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-040", + "[CII-SR-040] - Content should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument +// Test: not(ram:IncludedNote/ram:SubjectCode) +fn validate_cii_sr_041(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-041", + "[CII-SR-041] - SubjectCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument +// Test: not(ram:IncludedNote/ram:ID) +fn validate_cii_sr_042(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-042", + "[CII-SR-042] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument +// Test: not(ram:IncludedNote/ram:Subject) +fn validate_cii_sr_043(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-043", + "[CII-SR-043] - CategoryCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument +// Test: not(ram:IncludedNote/ram:ContentCode) +fn validate_cii_sr_044(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-044", + "[CII-SR-044] - Subject should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ID) +fn validate_cii_sr_045(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-045", + "[CII-SR-045] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:GlobalID) or (ram:GlobalID/@schemeID) +fn validate_cii_sr_046(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-046", + "[CII-SR-046] - schemeID must be present if GlobalID is present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ManufacturerAssignedID) +fn validate_cii_sr_048(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-048", + "[CII-SR-048] - ManufacturerAssignedID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:TradeName) +fn validate_cii_sr_049(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-049", + "[CII-SR-049] - TradeName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:TypeCode) +fn validate_cii_sr_050(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-050", + "[CII-SR-050] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:NetWeightMeasure) +fn validate_cii_sr_051(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-051", + "[CII-SR-051] - NetWeightMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:GrossWeightMeasure) +fn validate_cii_sr_052(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-052", + "[CII-SR-052] - GrossWeightMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ProductGroupID) +fn validate_cii_sr_053(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-053", + "[CII-SR-053] - ProductGroupID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:EndItemTypeCode) +fn validate_cii_sr_054(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-054", + "[CII-SR-054] - EndItemTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:EndItemName) +fn validate_cii_sr_055(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-055", + "[CII-SR-055] - EndItemName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:AreaDensityMeasure) +fn validate_cii_sr_056(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-056", + "[CII-SR-056] - AreaDensityMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:UseDescription) +fn validate_cii_sr_057(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-057", + "[CII-SR-057] - UseDescription should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:BrandName) +fn validate_cii_sr_058(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-058", + "[CII-SR-058] - BrandName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:SubBrandName) +fn validate_cii_sr_059(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-059", + "[CII-SR-059] - SubBrandName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DrainedNetWeightMeasure) +fn validate_cii_sr_060(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-060", + "[CII-SR-060] - DrainedNetWeightMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:VariableMeasureIndicator) +fn validate_cii_sr_061(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-061", + "[CII-SR-061] - VariableMeasureIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ColourCode) +fn validate_cii_sr_062(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-062", + "[CII-SR-062] - ColourCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ColourDescription) +fn validate_cii_sr_063(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-063", + "[CII-SR-063] - ColourDescription should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:Designation) +fn validate_cii_sr_064(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-064", + "[CII-SR-064] - Designation should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:FormattedCancellationAnnouncedLaunchDateTime) +fn validate_cii_sr_065(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-065", + "[CII-SR-065] - FormattedCancellationAnnouncedLaunchDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:FormattedLatestProductDataChangeDateTime) +fn validate_cii_sr_066(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-066", + "[CII-SR-066] - FormattedLatestProductDataChangeDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ID) +fn validate_cii_sr_067(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-067", + "[CII-SR-067] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:TypeCode) +fn validate_cii_sr_068(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-068", + "[CII-SR-068] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ValueMeasure) +fn validate_cii_sr_070(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-070", + "[CII-SR-070] - ValueMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:MeasurementMethodCode) +fn validate_cii_sr_071(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-071", + "[CII-SR-071] - MeasurementMethodCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ValueCode) +fn validate_cii_sr_073(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-073", + "[CII-SR-073] - ValueCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ValueDateTime) +fn validate_cii_sr_074(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-074", + "[CII-SR-074] - ValueDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ValueIndicator) +fn validate_cii_sr_075(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-075", + "[CII-SR-075] - ValueIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ContentTypeCode) +fn validate_cii_sr_076(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-076", + "[CII-SR-076] - ContentTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ValueSpecifiedBinaryFile) +fn validate_cii_sr_077(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-077", + "[CII-SR-077] - ValueSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ApplicableProductCharacteristicCondition) +fn validate_cii_sr_078(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-078", + "[CII-SR-078] - ApplicableProductCharacteristicCondition should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableProductCharacteristic/ram:ApplicableReferencedStandard) +fn validate_cii_sr_079(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-079", + "[CII-SR-079] - ApplicableReferencedStandard should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ApplicableMaterialGoodsCharacteristic) +fn validate_cii_sr_080(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-080", + "[CII-SR-080] - ApplicableMaterialGoodsCharacteristic should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DesignatedProductClassification/ram:SystemID) +fn validate_cii_sr_081(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-081", + "[CII-SR-081] - SystemID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DesignatedProductClassification/ram:SystemName) +fn validate_cii_sr_082(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-082", + "[CII-SR-082] - SystemName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DesignatedProductClassification/ram:ClassName) +fn validate_cii_sr_083(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-083", + "[CII-SR-083] - ClassName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DesignatedProductClassification/ram:SubClassCode) +fn validate_cii_sr_084(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-084", + "[CII-SR-084] - SubClassCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DesignatedProductClassification/ram:ClassProductCharacteristic) +fn validate_cii_sr_085(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-085", + "[CII-SR-085] - ClassProductCharacteristic should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:DesignatedProductClassification/ram:ApplicableReferencedStandard) +fn validate_cii_sr_086(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-086", + "[CII-SR-086] - ApplicableReferencedStandard should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:IndividualTradeProductInstance) +fn validate_cii_sr_087(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-087", + "[CII-SR-087] - IndividualTradeProductInstance should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:CertificationEvidenceReferenceReferencedDocument) +fn validate_cii_sr_088(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-088", + "[CII-SR-088] - CertificationEvidenceReferenceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:InspectionReferenceReferencedDocument) +fn validate_cii_sr_089(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-089", + "[CII-SR-089] - InspectionReferenceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not (ram:OriginTradeCountry) or (count(ram:OriginTradeCountry/ram:ID) =1) +fn validate_cii_sr_090(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-090", + "[CII-SR-090] - ID should exist maximum once.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:OriginTradeCountry/ram:Name) +fn validate_cii_sr_091(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-091", + "[CII-SR-091] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:OriginTradeCountry/ram:SubordinateTradeCountrySubDivision) +fn validate_cii_sr_092(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-092", + "[CII-SR-092] - SubordinateTradeCountrySubDivision should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:LinearSpatialDimension) +fn validate_cii_sr_093(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-093", + "[CII-SR-093] - LinearSpatialDimension should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:MinimumLinearSpatialDimension) +fn validate_cii_sr_094(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-094", + "[CII-SR-094] - MinimumLinearSpatialDimension should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:MaximumLinearSpatialDimension) +fn validate_cii_sr_095(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-095", + "[CII-SR-095] - MaximumLinearSpatialDimension should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:ManufacturerTradeParty) +fn validate_cii_sr_096(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-096", + "[CII-SR-096] - ManufacturerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:PresentationSpecifiedBinaryFile) +fn validate_cii_sr_097(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-097", + "[CII-SR-097] - PresentationSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:MSDSReferenceReferencedDocument) +fn validate_cii_sr_098(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-098", + "[CII-SR-098] - MSDSReferenceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:AdditionalReferenceReferencedDocument) +fn validate_cii_sr_099(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-099", + "[CII-SR-099] - AdditionalReferenceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:LegalRightsOwnerTradeParty) +fn validate_cii_sr_100(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-100", + "[CII-SR-100] - LegalRightsOwnerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:BrandOwnerTradeParty) +fn validate_cii_sr_101(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-101", + "[CII-SR-101] -BrandOwnerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:IncludedReferencedProduct) +fn validate_cii_sr_102(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-102", + "[CII-SR-102] -IncludedReferencedProduct should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct +// Test: not(ram:InformationNote) +fn validate_cii_sr_103(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-103", + "[CII-SR-103] - InformationNoteshould not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:ApplicableProductCharacteristic +// Test: (count(ram:Description) =1) +fn validate_cii_sr_069(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-069", + "[CII-SR-069] - Description should exist maximum once.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:ApplicableProductCharacteristic +// Test: (count(ram:Value) =1) +fn validate_cii_sr_072(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-072", + "[CII-SR-072] - Value should exist maximum once.", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:BuyerReference) +fn validate_cii_sr_104(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-104", + "[CII-SR-104] - BuyerReference should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:BuyerRequisitionerTradeParty) +fn validate_cii_sr_105(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-105", + "[CII-SR-105] - BuyerRequisitionerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:ApplicableTradeDeliveryTerms) +fn validate_cii_sr_106(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-106", + "[CII-SR-106] - ApplicableTradeDeliveryTerms should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:SellerOrderReferencedDocument) +fn validate_cii_sr_107(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-107", + "[CII-SR-107] - SellerOrderReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:BuyerOrderReferencedDocument/ram:IssuerAssignedID) +fn validate_cii_sr_108(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-108", + "[CII-SR-108] - IssuerAssignedID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:QuotationReferencedDocument) +fn validate_cii_sr_109(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-109", + "[CII-SR-109] - QuotationReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:ContractReferencedDocument) +fn validate_cii_sr_110(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-110", + "[CII-SR-110] - ContractReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:DemandForecastReferencedDocument) +fn validate_cii_sr_111(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-111", + "[CII-SR-111] - DemandForecastReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:PromotionalDealReferencedDocument) +fn validate_cii_sr_112(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-112", + "[CII-SR-112] - PromotionalDealReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:AdditionalReferencedDocument) +fn validate_cii_sr_113(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-113", + "[CII-SR-113] - AdditionalReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:TypeCode) +fn validate_cii_sr_114(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-114", + "[CII-SR-114] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:MinimumQuantity) +fn validate_cii_sr_115(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-115", + "[CII-SR-115] - MinimumQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:MaximumQuantity) +fn validate_cii_sr_116(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-116", + "[CII-SR-116] - MaximumQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:ChangeReason) +fn validate_cii_sr_117(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-117", + "[CII-SR-117] - ChangeReason should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:OrderUnitConversionFactorNumeric) +fn validate_cii_sr_118(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-118", + "[CII-SR-118] - OrderUnitConversionFactorNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: count(ram:NetPriceProductTradePrice/ram:ChargeAmount) = 1 +fn validate_cii_sr_439(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-439", + "[CII-SR-439] - ChargeAmount should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: (ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ChargeIndicator[udt:Indicator=false()] and ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ActualAmount) or (not (ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ChargeIndicator) and not (ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ActualAmount)) +fn validate_cii_sr_119(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-119", + "[CII-SR-119] - Only allowances on price a price should be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ID) +fn validate_cii_sr_120(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-120", + "[CII-SR-120] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:SequenceNumeric) +fn validate_cii_sr_121(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-121", + "[CII-SR-121] - SequenceNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:CalculationPercent) +fn validate_cii_sr_122(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-122", + "[CII-SR-122] - CalculationPercent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:BasisAmount) +fn validate_cii_sr_123(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-123", + "[CII-SR-123] - BasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:BasisQuantity) +fn validate_cii_sr_124(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-124", + "[CII-SR-124] - BasisQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:PrepaidIndicator) +fn validate_cii_sr_125(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-125", + "[CII-SR-125] - PrepaidIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:UnitBasisAmount) +fn validate_cii_sr_126(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-126", + "[CII-SR-126] - UnitBasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ReasonCode) +fn validate_cii_sr_127(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-127", + "[CII-SR-127] - ReasonCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:Reason) +fn validate_cii_sr_128(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-128", + "[CII-SR-128] - Reason should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:TypeCode) +fn validate_cii_sr_129(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-129", + "[CII-SR-129] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:CategoryTradeTax) +fn validate_cii_sr_130(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-130", + "[CII-SR-130] - CategoryTradeTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge/ram:ActualTradeCurrencyExchange) +fn validate_cii_sr_131(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-131", + "[CII-SR-131] - ActualTradeCurrencyExchange should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:IncludedTradeTax) +fn validate_cii_sr_445(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-445", + "[CII-SR-445] - IncludedTradeTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:ValiditySpecifiedPeriod) +fn validate_cii_sr_132(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-132", + "[CII-SR-132] - ValiditySpecifiedPeriod should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:DeliveryTradeLocation) +fn validate_cii_sr_133(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-133", + "[CII-SR-133] - DeliveryTradeLocation should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:TradeComparisonReferencePrice) +fn validate_cii_sr_134(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-134", + "[CII-SR-134] - TradeComparisonReferencePrice should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:GrossPriceProductTradePrice/ram:AssociatedReferencedDocument) +fn validate_cii_sr_135(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-135", + "[CII-SR-135] - AssociatedReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:TypeCode) +fn validate_cii_sr_136(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-136", + "[CII-SR-136] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:MinimumQuantity) +fn validate_cii_sr_138(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-138", + "[CII-SR-138] - MinimumQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:MaximumQuantity) +fn validate_cii_sr_139(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-139", + "[CII-SR-139] - MaximumQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:ChangeReason) +fn validate_cii_sr_140(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-140", + "[CII-SR-140] - ChangeReason should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:OrderUnitConversionFactorNumeric) +fn validate_cii_sr_141(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-141", + "[CII-SR-141] - OrderUnitConversionFactorNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:AppliedTradeAllowanceCharge) +fn validate_cii_sr_142(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-142", + "[CII-SR-142] - AppliedTradeAllowanceCharge should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:IncludedTradeTax) +fn validate_cii_sr_446(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-446", + "[CII-SR-446] - IncludedTradeTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:ValiditySpecifiedPeriod) +fn validate_cii_sr_143(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-143", + "[CII-SR-143] - ValiditySpecifiedPeriod should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:DeliveryTradeLocation) +fn validate_cii_sr_144(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-144", + "[CII-SR-144] - DeliveryTradeLocation should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:TradeComparisonReferencePrice) +fn validate_cii_sr_145(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-145", + "[CII-SR-145] - TradeComparisonReferencePrice should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:NetPriceProductTradePrice/ram:AssociatedReferencedDocument) +fn validate_cii_sr_146(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-146", + "[CII-SR-146] - AssociatedReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: count(ram:NetPriceProductTradePrice/ram:ChargeAmount) <= 1 +fn validate_cii_sr_441(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-441", + "[CII-SR-441] - ChargeAmount should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:RequisitionerReferencedDocument) +fn validate_cii_sr_147(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-147", + "[CII-SR-147] - RequisitionerReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:ItemSellerTradeParty) +fn validate_cii_sr_148(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-148", + "[CII-SR-148] - ItemSellerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:ItemBuyerTradeParty) +fn validate_cii_sr_149(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-149", + "[CII-SR-149] - ItemBuyerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:IncludedSpecifiedMarketplace) +fn validate_cii_sr_150(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-150", + "[CII-SR-150] - IncludedSpecifiedMarketplace should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeAgreement +// Test: not(ram:UltimateCustomerOrderReferencedDocument) +fn validate_cii_sr_447(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-447", + "[CII-SR-447] - UltimateCustomerOrderReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:GrossPriceProductTradePrice/ram:AppliedTradeAllowanceCharge +// Test: count(ram:ActualAmount) <= 1 +fn validate_cii_sr_440(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-440", + "[CII-SR-440] - ActualAmount should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:RequestedQuantity) +fn validate_cii_sr_151(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-151", + "[CII-SR-151] - RequestedQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ReceivedQuantity) +fn validate_cii_sr_152(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-152", + "[CII-SR-152] - ReceivedQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ChargeFreeQuantity) +fn validate_cii_sr_153(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-153", + "[CII-SR-153] - ChargeFreeQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:PackageQuantity) +fn validate_cii_sr_154(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-154", + "[CII-SR-154] - PackageQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ProductUnitQuantity) +fn validate_cii_sr_155(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-155", + "[CII-SR-155] - ProductUnitQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:PerPackageUnitQuantity) +fn validate_cii_sr_156(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-156", + "[CII-SR-156] - PerPackageUnitQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:NetWeightMeasure) +fn validate_cii_sr_157(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-157", + "[CII-SR-157] - NetWeightMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:GrossWeightMeasure) +fn validate_cii_sr_158(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-158", + "[CII-SR-158] - GrossWeightMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:TheoreticalWeightMeasure) +fn validate_cii_sr_159(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-159", + "[CII-SR-159] - TheoreticalWeightMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:DespatchedQuantity) +fn validate_cii_sr_160(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-160", + "[CII-SR-160] - DespatchedQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:SpecifiedDeliveryAdjustment) +fn validate_cii_sr_161(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-161", + "[CII-SR-161] - SpecifiedDeliveryAdjustment should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:IncludedSupplyChainPackaging) +fn validate_cii_sr_162(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-162", + "[CII-SR-162] - IncludedSupplyChainPackaging should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:RelatedSupplyChainConsignment) +fn validate_cii_sr_163(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-163", + "[CII-SR-163] - RelatedSupplyChainConsignment should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ShipToTradeParty) +fn validate_cii_sr_164(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-164", + "[CII-SR-164] - ShipToTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:UltimateShipToTradeParty) +fn validate_cii_sr_165(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-165", + "[CII-SR-165] - UltimateShipToTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ShipFromTradeParty) +fn validate_cii_sr_166(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-166", + "[CII-SR-166] - ShipFromTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ActualDespatchSupplyChainEvent) +fn validate_cii_sr_167(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-167", + "[CII-SR-167] - ActualDespatchSupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ActualPickUpSupplyChainEvent) +fn validate_cii_sr_168(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-168", + "[CII-SR-168] - ActualPickUpSupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:RequestedDeliverySupplyChainEvent) +fn validate_cii_sr_169(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-169", + "[CII-SR-169] - RequestedDeliverySupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent) +fn validate_cii_sr_170(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-170", + "[CII-SR-170] - ActualDeliverySupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ActualReceiptSupplyChainEvent) +fn validate_cii_sr_171(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-171", + "[CII-SR-171] - ActualReceiptSupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:AdditionalReferencedDocument) +fn validate_cii_sr_172(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-172", + "[CII-SR-172] - AdditionalReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:DespatchAdviceReferencedDocument) +fn validate_cii_sr_173(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-173", + "[CII-SR-173] - DespatchAdviceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ReceivingAdviceReferencedDocument) +fn validate_cii_sr_174(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-174", + "[CII-SR-174] - ReceivingAdviceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:DeliveryNoteReferencedDocument) +fn validate_cii_sr_175(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-175", + "[CII-SR-175] - DeliveryNoteReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:ConsumptionReportReferencedDocument) +fn validate_cii_sr_176(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-176", + "[CII-SR-176] - ConsumptionReportReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery +// Test: not(ram:PackingListReferencedDocument) +fn validate_cii_sr_177(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-177", + "[CII-SR-177] - RequestedQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:PaymentReference) +fn validate_cii_sr_178(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-178", + "[CII-SR-178] - PaymentReference should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:InvoiceIssuerReference) +fn validate_cii_sr_179(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-179", + "[CII-SR-179] - InvoiceIssuerReference should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:TotalAdjustmentAmount) +fn validate_cii_sr_180(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-180", + "[CII-SR-180] - TotalAdjustmentAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:DiscountIndicator) +fn validate_cii_sr_181(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-181", + "[CII-SR-181] - DiscountIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:ApplicableTradeTax/ram:CalculatedAmount) +fn validate_cii_sr_182(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-182", + "[CII-SR-182] - CalculatedAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:ChargeIndicator/udt:IndicatorString) +fn validate_cii_sr_183(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-183", + "[CII-SR-183] - IndicatorString should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:ID) +fn validate_cii_sr_184(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-184", + "[CII-SR-184] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:SequenceNumeric) +fn validate_cii_sr_185(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-185", + "[CII-SR-185] - SequenceNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:CalculationPercent/@format) +fn validate_cii_sr_186(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-186", + "[CII-SR-186] - @format should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:BasisQuantity) +fn validate_cii_sr_187(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-187", + "[CII-SR-187] - BasisQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:PrepaidIndicator) +fn validate_cii_sr_188(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-188", + "[CII-SR-188] - PrepaidIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:UnitBasisAmount) +fn validate_cii_sr_189(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-189", + "[CII-SR-189] - UnitBasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:TypeCode) +fn validate_cii_sr_190(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-190", + "[CII-SR-190] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:CategoryTradeTax) +fn validate_cii_sr_191(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-191", + "[CII-SR-191] - CategoryTradeTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:ActualTradeCurrencyExchange) +fn validate_cii_sr_192(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-192", + "[CII-SR-192] - ActualTradeCurrencyExchange should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:ID) +fn validate_cii_sr_193(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-193", + "[CII-SR-193] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SubtotalCalculatedTradeTax) +fn validate_cii_sr_194(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-194", + "[CII-SR-194] - SubtotalCalculatedTradeTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedLogisticsServiceCharge) +fn validate_cii_sr_195(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-195", + "[CII-SR-195] - SpecifiedLogisticsServiceCharge should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms) +fn validate_cii_sr_196(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-196", + "[CII-SR-196] - SpecifiedTradePaymentTerms should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:ChargeTotalAmount) +fn validate_cii_sr_197(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-197", + "[CII-SR-197] - ChargeTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:AllowanceTotalAmount) +fn validate_cii_sr_198(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-198", + "[CII-SR-198] - AllowanceTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:TaxBasisTotalAmount) +fn validate_cii_sr_199(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-199", + "[CII-SR-199] - TaxBasisTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:TaxTotalAmount) +fn validate_cii_sr_200(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-200", + "[CII-SR-200] - TaxTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:GrandTotalAmount) +fn validate_cii_sr_201(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-201", + "[CII-SR-201] - GrandTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:InformationAmount) +fn validate_cii_sr_202(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-202", + "[CII-SR-202] - InformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:TotalAllowanceChargeAmount) +fn validate_cii_sr_203(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-203", + "[CII-SR-203] - TotalAllowanceChargeAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:TotalRetailValueInformationAmount) +fn validate_cii_sr_204(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-204", + "[CII-SR-204] - TotalRetailValueInformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:GrossLineTotalAmount) +fn validate_cii_sr_205(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-205", + "[CII-SR-205] - GrossLineTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:NetLineTotalAmount) +fn validate_cii_sr_206(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-206", + "[CII-SR-206] - NetLineTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:NetIncludingTaxesLineTotalAmount) +fn validate_cii_sr_207(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-207", + "[CII-SR-207] - NetIncludingTaxesLineTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementLineMonetarySummation/ram:ProductWeightLossInformationAmount) +fn validate_cii_sr_208(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-208", + "[CII-SR-208] - ProductWeightLossInformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedFinancialAdjustment) +fn validate_cii_sr_209(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-209", + "[CII-SR-209] - SpecifiedFinancialAdjustment should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:InvoiceReferencedDocument) +fn validate_cii_sr_210(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-210", + "[CII-SR-210] - InvoiceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:PayableSpecifiedTradeAccountingAccount) +fn validate_cii_sr_212(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-212", + "[CII-SR-212] - PayableSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:SetTriggerCode) +fn validate_cii_sr_213(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-213", + "[CII-SR-213] - SetTriggerCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:TypeCode) +fn validate_cii_sr_214(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-214", + "[CII-SR-214] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:AmountTypeCode) +fn validate_cii_sr_215(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-215", + "[CII-SR-215] - AmountTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:Name) +fn validate_cii_sr_216(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-216", + "[CII-SR-216] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:CostReferenceDimensionPattern) +fn validate_cii_sr_217(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-217", + "[CII-SR-217] - CostReferenceDimensionPattern should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:PurchaseSpecifiedTradeAccountingAccount) +fn validate_cii_sr_218(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-218", + "[CII-SR-218] - PurchaseSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SalesSpecifiedTradeAccountingAccount) +fn validate_cii_sr_219(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-219", + "[CII-SR-219] - SalesSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementFinancialCard) +fn validate_cii_sr_220(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-220", + "[CII-SR-220] - SpecifiedTradeSettlementFinancialCard should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement +// Test: count(ram:ApplicableTradeTax) = 1 +fn validate_cii_sr_454(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-454", + "[CII-SR-454] - Only one ApplicableTradeTax should be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:Reference) +fn validate_cii_sr_442(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-442", + "[CII-SR-442] - Reference should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:RoleCode) +fn validate_cii_sr_222(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-222", + "[CII-SR-222] - RoleCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:SpecifiedLegalOrganization/ram:LegalClassificationCode) +fn validate_cii_sr_223(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-223", + "[CII-SR-223] - LegalClassificationCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:SpecifiedLegalOrganization/ram:Name) +fn validate_cii_sr_224(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-224", + "[CII-SR-224] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:SpecifiedLegalOrganization/ram:PostalTradeAddress) +fn validate_cii_sr_225(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-225", + "[CII-SR-225] - PostalTradeAddress should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:SpecifiedLegalOrganization/ram:AuthorizedLegalRegistration) +fn validate_cii_sr_226(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-226", + "[CII-SR-226] - RoleCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:ID) +fn validate_cii_sr_227(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-227", + "[CII-SR-227] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:TypeCode) +fn validate_cii_sr_228(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-228", + "[CII-SR-228] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:JobTitle) +fn validate_cii_sr_229(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-229", + "[CII-SR-229] - JobTitle should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:Responsibility) +fn validate_cii_sr_230(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-230", + "[CII-SR-230] - Responsibility should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:PersonID) +fn validate_cii_sr_231(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-231", + "[CII-SR-231] - PersonID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:TelephoneUniversalCommunication/ram:URIID) +fn validate_cii_sr_232(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-232", + "[CII-SR-232] - URIID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:TelephoneUniversalCommunication/ram:ChannelCode) +fn validate_cii_sr_233(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-233", + "[CII-SR-233] - ChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:DirectTelephoneUniversalCommunication) +fn validate_cii_sr_234(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-234", + "[CII-SR-234] - DirectTelephoneUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:MobileTelephoneUniversalCommunication) +fn validate_cii_sr_235(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-235", + "[CII-SR-235] - MobileTelephoneUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:FaxUniversalCommunication) +fn validate_cii_sr_236(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-236", + "[CII-SR-236] - FaxUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:EmailURIUniversalCommunication/ram:ChannelCode) +fn validate_cii_sr_237(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-237", + "[CII-SR-237] - ChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:EmailURIUniversalCommunication/ram:CompleteNumber) +fn validate_cii_sr_238(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-238", + "[CII-SR-238] - CompleteNumber should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:TelexUniversalCommunication) +fn validate_cii_sr_239(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-239", + "[CII-SR-239] - TelexUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:VOIPUniversalCommunication) +fn validate_cii_sr_240(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-240", + "[CII-SR-240] - VOIPUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:InstantMessagingUniversalCommunication) +fn validate_cii_sr_241(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-241", + "[CII-SR-241] - InstantMessagingUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:SpecifiedNote) +fn validate_cii_sr_242(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-242", + "[CII-SR-242] - SpecifiedNote should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:DefinedTradeContact/ram:SpecifiedContactPerson) +fn validate_cii_sr_243(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-243", + "[CII-SR-243] - SpecifiedContactPerson should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:URIUniversalCommunication/ram:ChannelCode) +fn validate_cii_sr_244(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-244", + "[CII-SR-244] - ChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:URIUniversalCommunication/ram:CompleteNumber) +fn validate_cii_sr_245(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-245", + "[CII-SR-245] - CompleteNumber should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:SpecifiedTaxRegistration/ram:AssociatedRegisteredTax) +fn validate_cii_sr_246(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-246", + "[CII-SR-246] - AssociatedRegisteredTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:EndPointURIUniversalCommunication) +fn validate_cii_sr_247(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-247", + "[CII-SR-247] - EndPointURIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTradeParty/ram:LogoAssociatedSpecifiedBinaryFile) +fn validate_cii_sr_248(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-248", + "[CII-SR-248] - LogoAssociatedSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:RoleCode) +fn validate_cii_sr_249(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-249", + "[CII-SR-249] - RoleCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:Description) +fn validate_cii_sr_250(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-250", + "[CII-SR-250] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:LegalClassificationCode) +fn validate_cii_sr_251(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-251", + "[CII-SR-251] - LegalClassificationCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:Name) +fn validate_cii_sr_252(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-252", + "[CII-SR-252] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:PostalTradeAddress) +fn validate_cii_sr_254(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-254", + "[CII-SR-254] - PostalTradeAddress should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:SpecifiedLegalOrganization/ram:AuthorizedLegalRegistration) +fn validate_cii_sr_255(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-255", + "[CII-SR-255] - AuthorizedLegalRegistration should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:ID) +fn validate_cii_sr_256(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-256", + "[CII-SR-256] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:TypeCode) +fn validate_cii_sr_257(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-257", + "[CII-SR-257] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:JobTitle) +fn validate_cii_sr_258(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-258", + "[CII-SR-258] - JobTitle should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:Responsibility) +fn validate_cii_sr_259(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-259", + "[CII-SR-259] - Responsibility should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:PersonID) +fn validate_cii_sr_260(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-260", + "[CII-SR-260] - PersonID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:TelephoneUniversalCommunication/ram:URIID) +fn validate_cii_sr_261(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-261", + "[CII-SR-261] - URIID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:TelephoneUniversalCommunication/ram:ChannelCode) +fn validate_cii_sr_262(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-262", + "[CII-SR-262] - ChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:DirectTelephoneUniversalCommunication) +fn validate_cii_sr_263(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-263", + "[CII-SR-263] - DirectTelephoneUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:MobileTelephoneUniversalCommunication) +fn validate_cii_sr_264(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-264", + "[CII-SR-264] - MobileTelephoneUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:FaxUniversalCommunication) +fn validate_cii_sr_265(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-265", + "[CII-SR-265] - FaxUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:EmailURIUniversalCommunication/ram:ChannelCode) +fn validate_cii_sr_266(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-266", + "[CII-SR-266] - ChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:EmailURIUniversalCommunication/ram:CompleteNumber) +fn validate_cii_sr_267(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-267", + "[CII-SR-267] - CompleteNumber should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:TelexUniversalCommunication) +fn validate_cii_sr_268(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-268", + "[CII-SR-268] - TelexUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:VOIPUniversalCommunication) +fn validate_cii_sr_269(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-269", + "[CII-SR-269] - VOIPUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:InstantMessagingUniversalCommunication) +fn validate_cii_sr_270(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-270", + "[CII-SR-270] - InstantMessagingUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:SpecifiedNote) +fn validate_cii_sr_271(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-271", + "[CII-SR-271] - SpecifiedNote should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:DefinedTradeContact/ram:SpecifiedContactPerson) +fn validate_cii_sr_272(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-272", + "[CII-SR-272] - SpecifiedContactPerson should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:URIUniversalCommunication/ram:ChannelCode) +fn validate_cii_sr_273(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-273", + "[CII-SR-273] - ChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:URIUniversalCommunication/ram:CompleteNumber) +fn validate_cii_sr_274(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-274", + "[CII-SR-274] - CompleteNumber should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:SpecifiedTaxRegistration/ram:AssociatedRegisteredTax) +fn validate_cii_sr_275(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-275", + "[CII-SR-275] - AssociatedRegisteredTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:EndPointURIUniversalCommunication) +fn validate_cii_sr_276(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-276", + "[CII-SR-276] - EndPointURIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerTradeParty/ram:LogoAssociatedSpecifiedBinaryFile) +fn validate_cii_sr_277(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-277", + "[CII-SR-277] - LogoAssociatedSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SalesAgentTradeParty) +fn validate_cii_sr_278(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-278", + "[CII-SR-278] - SalesAgentTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerRequisitionerTradeParty) +fn validate_cii_sr_279(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-279", + "[CII-SR-279] - BuyerRequisitionerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerAssignedAccountantTradeParty) +fn validate_cii_sr_280(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-280", + "[CII-SR-280] - BuyerAssignedAccountantTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerAssignedAccountantTradeParty) +fn validate_cii_sr_281(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-281", + "[CII-SR-281] - SellerAssignedAccountantTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:ID) +fn validate_cii_sr_282(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-282", + "[CII-SR-282] - BuyerTaxRepresentativeTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:GlobalID) +fn validate_cii_sr_283(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-283", + "[CII-SR-283] - GlobalID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:RoleCode) +fn validate_cii_sr_284(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-284", + "[CII-SR-284] - RoleCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:Description) +fn validate_cii_sr_285(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-285", + "[CII-SR-285] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedLegalOrganization) +fn validate_cii_sr_286(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-286", + "[CII-SR-286] - SpecifiedLegalOrganization should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:DefinedTradeContact) +fn validate_cii_sr_287(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-287", + "[CII-SR-287] - DefinedTradeContact should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:URIUniversalCommunication) +fn validate_cii_sr_288(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-288", + "[CII-SR-288] - URIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:SpecifiedTaxRegistration/ram:AssociatedRegisteredTax) +fn validate_cii_sr_289(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-289", + "[CII-SR-289] - AssociatedRegisteredTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:EndPointURIUniversalCommunication) +fn validate_cii_sr_290(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-290", + "[CII-SR-290] - EndPointURIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerTaxRepresentativeTradeParty/ram:LogoAssociatedSpecifiedBinaryFile) +fn validate_cii_sr_291(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-291", + "[CII-SR-291] - LogoAssociatedSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:ProductEndUserTradeParty) +fn validate_cii_sr_292(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-292", + "[CII-SR-292] - ProductEndUserTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:ApplicableTradeDeliveryTerms) +fn validate_cii_sr_293(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-293", + "[CII-SR-293] - ApplicableTradeDeliveryTerms should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SellerOrderReferencedDocument/ram:LineID) +fn validate_cii_sr_294(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-294", + "[CII-SR-294] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerOrderReferencedDocument/ram:LineID) +fn validate_cii_sr_295(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-295", + "[CII-SR-295] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:QuotationReferencedDocument) +fn validate_cii_sr_296(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-296", + "[CII-SR-296] - QuotationReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:OrderResponseReferencedDocument) +fn validate_cii_sr_297(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-297", + "[CII-SR-297] - OrderResponseReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:ContractReferencedDocument/ram:LineID) +fn validate_cii_sr_298(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-298", + "[CII-SR-298] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:DemandForecastReferencedDocument) +fn validate_cii_sr_299(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-299", + "[CII-SR-299] - DemandForecastReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SupplyInstructionReferencedDocument) +fn validate_cii_sr_300(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-300", + "[CII-SR-300] - SupplyInstructionReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:PromotionalDealReferencedDocument) +fn validate_cii_sr_301(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-301", + "[CII-SR-301] - PromotionalDealReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:PriceListReferencedDocument) +fn validate_cii_sr_302(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-302", + "[CII-SR-302] - PriceListReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:AdditionalReferencedDocument/ram:LineID) +fn validate_cii_sr_303(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-303", + "[CII-SR-303] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:RequisitionerReferencedDocument) +fn validate_cii_sr_304(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-304", + "[CII-SR-304] - RequisitionerReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:BuyerAgentTradeParty) +fn validate_cii_sr_305(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-305", + "[CII-SR-305] - BuyerAgentTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:PurchaseConditionsReferencedDocument) +fn validate_cii_sr_306(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-306", + "[CII-SR-306] - PurchaseConditionsReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:SpecifiedProcuringProject/ram:Description) +fn validate_cii_sr_307(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-307", + "[CII-SR-307] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: not(ram:UltimateCustomerOrderReferencedDocument) +fn validate_cii_sr_448(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-448", + "[CII-SR-448] - UltimateCustomerOrderReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: (not(ram:BuyerTradeParty/ram:ID) and ram:BuyerTradeParty/ram:GlobalID) or (ram:BuyerTradeParty/ram:ID and not(ram:BuyerTradeParty/ram:GlobalID)) or (not(ram:BuyerTradeParty/ram:ID) and not(ram:BuyerTradeParty/ram:GlobalID)) +fn validate_cii_sr_450(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-450", + "[CII-SR-450] - Only one buyer identifier should be present (either the ID or the Global ID)", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: ( count(ram:SellerTradeParty/ram:DefinedTradeContact) <= 1) +fn validate_cii_sr_455(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-455", + "[CII-SR-455] - DefinedTradeContact of SellerTradeParty shall exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: ( count(ram:BuyerTradeParty/ram:DefinedTradeContact) <= 1) +fn validate_cii_sr_456(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-456", + "[CII-SR-456] - DefinedTradeContact of BuyerTradeParty shall exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: ( count(ram:AdditionalReferencedDocument[ram:TypeCode='50']) <= 1) +fn validate_cii_sr_457(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-457", + "[CII-SR-457] - IssuerAssignedID with TypeCode 50 should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: ( count(ram:AdditionalReferencedDocument[ram:TypeCode='130']) <= 1) +fn validate_cii_sr_458(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-458", + "[CII-SR-458] - IssuerAssignedID with TypeCode 130 should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: count(ram:SellerTradeParty/ram:URIUniversalCommunication) <= 1 +fn validate_cii_sr_459(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-459", + "[CII-SR-459] - SellerTradeParty URIUniversalCommunication should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeAgreement +// Test: count(ram:BuyerTradeParty/ram:URIUniversalCommunication) <= 1 +fn validate_cii_sr_460(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-460", + "[CII-SR-460] - BuyerTradeParty URIUniversalCommunication should exist maximum once", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:RelatedSupplyChainConsignment) +fn validate_cii_sr_308(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-308", + "[CII-SR-308] - RelatedSupplyChainConsignment should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:RoleCode) +fn validate_cii_sr_309(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-309", + "[CII-SR-309] - RoleCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:Description) +fn validate_cii_sr_310(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-310", + "[CII-SR-310] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:SpecifiedLegalOrganization) +fn validate_cii_sr_311(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-311", + "[CII-SR-311] - SpecifiedLegalOrganization should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:DefinedTradeContact) +fn validate_cii_sr_312(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-312", + "[CII-SR-312] - DefinedTradeContact should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:URIUniversalCommunication) +fn validate_cii_sr_313(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-313", + "[CII-SR-313] - URIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:SpecifiedTaxRegistration) +fn validate_cii_sr_314(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-314", + "[CII-SR-314] - SpecifiedTaxRegistration should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:EndPointURIUniversalCommunication) +fn validate_cii_sr_315(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-315", + "[CII-SR-315] - EndPointURIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipToTradeParty/ram:LogoAssociatedSpecifiedBinaryFile) +fn validate_cii_sr_316(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-316", + "[CII-SR-316] - LogoAssociatedSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:UltimateShipToTradeParty) +fn validate_cii_sr_317(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-317", + "[CII-SR-317] - UltimateShipToTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ShipFromTradeParty) +fn validate_cii_sr_318(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-318", + "[CII-SR-318] - ShipFromTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDespatchSupplyChainEvent) +fn validate_cii_sr_319(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-319", + "[CII-SR-319] - ActualDespatchSupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualPickUpSupplyChainEvent) +fn validate_cii_sr_320(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-320", + "[CII-SR-320] - ActualPickUpSupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:ID) +fn validate_cii_sr_321(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-321", + "[CII-SR-321] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:OccurrenceDateTime/udt:DateTime) +fn validate_cii_sr_322(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-322", + "[CII-SR-322] - DateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:TypeCode) +fn validate_cii_sr_323(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-323", + "[CII-SR-323] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:Description) +fn validate_cii_sr_324(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-324", + "[CII-SR-324] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:DescriptionBinaryObject) +fn validate_cii_sr_325(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-325", + "[CII-SR-325] - DescriptionBinaryObject should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:UnitQuantity) +fn validate_cii_sr_326(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-326", + "[CII-SR-326] - UnitQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:LatestOccurrenceDateTime) +fn validate_cii_sr_327(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-327", + "[CII-SR-327] - LatestOccurrenceDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:EarliestOccurrenceDateTime) +fn validate_cii_sr_328(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-328", + "[CII-SR-328] - EarliestOccurrenceDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:OccurrenceSpecifiedPeriod) +fn validate_cii_sr_329(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-329", + "[CII-SR-329] - OccurrenceSpecifiedPeriod should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualDeliverySupplyChainEvent/ram:OccurrenceLogisticsLocation) +fn validate_cii_sr_330(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-330", + "[CII-SR-330] - OccurrenceLogisticsLocation should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ActualReceiptSupplyChainEvent) +fn validate_cii_sr_331(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-331", + "[CII-SR-331] - ActualReceiptSupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:AdditionalReferencedDocument) +fn validate_cii_sr_332(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-332", + "[CII-SR-332] - AdditionalReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:DespatchAdviceReferencedDocument/ram:LineID) +fn validate_cii_sr_333(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-333", + "[CII-SR-333] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:DespatchAdviceReferencedDocument/ram:LineID) +fn validate_cii_sr_334(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-334", + "[CII-SR-334] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:DeliveryNoteReferencedDocument) +fn validate_cii_sr_335(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-335", + "[CII-SR-335] - DeliveryNoteReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:ConsumptionReportReferencedDocument) +fn validate_cii_sr_336(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-336", + "[CII-SR-336] - ConsumptionReportReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:PreviousDeliverySupplyChainEvent) +fn validate_cii_sr_337(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-337", + "[CII-SR-337] - PreviousDeliverySupplyChainEvent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: not(ram:PackingListReferencedDocument) +fn validate_cii_sr_338(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-338", + "[CII-SR-338] - PackingListReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeDelivery +// Test: (not(ram:ShipToTradeParty/ram:ID) and ram:ShipToTradeParty/ram:GlobalID) or (ram:ShipToTradeParty/ram:ID and not(ram:ShipToTradeParty/ram:GlobalID)) or (not(ram:ShipToTradeParty/ram:ID) and not(ram:ShipToTradeParty/ram:GlobalID)) +fn validate_cii_sr_449(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-449", + "[CII-SR-449] - Only one delivery to location identifier should be present (either the ID or the Global ID)", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:DuePayableAmount) +fn validate_cii_sr_339(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-339", + "[CII-SR-339] - DuePayableAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:CreditorReferenceTypeCode) +fn validate_cii_sr_340(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-340", + "[CII-SR-340] - CreditorReferenceTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:CreditorReferenceType) +fn validate_cii_sr_341(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-341", + "[CII-SR-341] - CreditorReferenceType should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:CreditorReferenceIssuerID) +fn validate_cii_sr_342(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-342", + "[CII-SR-342] - CreditorReferenceIssuerID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PaymentCurrencyCode) +fn validate_cii_sr_344(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-344", + "[CII-SR-344] - PaymentCurrencyCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:InvoiceIssuerReference) +fn validate_cii_sr_345(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-345", + "[CII-SR-345] - InvoiceIssuerReference should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:InvoiceDateTime) +fn validate_cii_sr_346(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-346", + "[CII-SR-346] - InvoiceDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:NextInvoiceDateTime) +fn validate_cii_sr_347(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-347", + "[CII-SR-347] - NextInvoiceDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:CreditReasonCode) +fn validate_cii_sr_348(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-348", + "[CII-SR-348] - CreditReasonCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:CreditReason) +fn validate_cii_sr_349(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-349", + "[CII-SR-349] - CreditReason should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:InvoicerTradeParty) +fn validate_cii_sr_350(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-350", + "[CII-SR-350] - InvoicerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:InvoiceeTradeParty) +fn validate_cii_sr_351(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-351", + "[CII-SR-351] - InvoiceeTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:RoleCode) +fn validate_cii_sr_352(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-352", + "[CII-SR-352] - RoleCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:Description) +fn validate_cii_sr_353(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-353", + "[CII-SR-353] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:SpecifiedLegalOrganization/ram:LegalClassificationCode) +fn validate_cii_sr_354(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-354", + "[CII-SR-354] - LegalClassificationCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:SpecifiedLegalOrganization/ram:Name) +fn validate_cii_sr_355(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-355", + "[CII-SR-355] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:SpecifiedLegalOrganization/ram:TradingBusinessName) +fn validate_cii_sr_356(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-356", + "[CII-SR-356] - TradingBusinessName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:SpecifiedLegalOrganization/ram:PostalTradeAddress) +fn validate_cii_sr_357(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-357", + "[CII-SR-357] - PostalTradeAddress should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:SpecifiedLegalOrganization/ram:AuthorizedLegalRegistration) +fn validate_cii_sr_358(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-358", + "[CII-SR-358] - AuthorizedLegalRegistration should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:DefinedTradeContact) +fn validate_cii_sr_359(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-359", + "[CII-SR-359] - DefinedTradeContact should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:PostalTradeAddress) +fn validate_cii_sr_360(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-360", + "[CII-SR-360] - PostalTradeAddress should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:URIUniversalCommunication) +fn validate_cii_sr_361(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-361", + "[CII-SR-361] - URIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:SpecifiedTaxRegistration) +fn validate_cii_sr_362(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-362", + "[CII-SR-362] - SpecifiedTaxRegistration should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:EndPointURIUniversalCommunication) +fn validate_cii_sr_363(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-363", + "[CII-SR-363] - EndPointURIUniversalCommunication should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayeeTradeParty/ram:LogoAssociatedSpecifiedBinaryFile) +fn validate_cii_sr_364(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-364", + "[CII-SR-364] - LogoAssociatedSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: (not(ram:PayeeTradeParty/ram:ID) and ram:PayeeTradeParty/ram:GlobalID) or (ram:PayeeTradeParty/ram:ID and not(ram:PayeeTradeParty/ram:GlobalID)) or (not(ram:PayeeTradeParty/ram:ID) and not(ram:PayeeTradeParty/ram:GlobalID)) +fn validate_cii_sr_451(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-451", + "[CII-SR-451] - Only one payee identifier should be present (either the ID or the Global ID)", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayerTradeParty) +fn validate_cii_sr_365(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-365", + "[CII-SR-365] - PayerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:TaxApplicableTradeCurrencyExchange) +fn validate_cii_sr_366(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-366", + "[CII-SR-366] - TaxApplicableTradeCurrencyExchange should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:InvoiceApplicableTradeCurrencyExchange) +fn validate_cii_sr_367(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-367", + "[CII-SR-367] - InvoiceApplicableTradeCurrencyExchange should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PaymentApplicableTradeCurrencyExchange) +fn validate_cii_sr_368(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-368", + "[CII-SR-368] - PaymentApplicableTradeCurrencyExchange should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PaymentChannelCode) +fn validate_cii_sr_369(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-369", + "[CII-SR-369] - PaymentChannelCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:GuaranteeMethodCode) +fn validate_cii_sr_370(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-370", + "[CII-SR-370] - GuaranteeMethodCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PaymentMethodCode) +fn validate_cii_sr_371(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-371", + "[CII-SR-371] - PaymentMethodCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ID) +fn validate_cii_sr_443(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-443", + "[CII-SR-443] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:MicrochipIndicator) +fn validate_cii_sr_372(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-372", + "[CII-SR-372] - MicrochipIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:TypeCode) +fn validate_cii_sr_373(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-373", + "[CII-SR-373] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:ExpiryDate) +fn validate_cii_sr_375(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-375", + "[CII-SR-375] - ExpiryDate should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:VerificationNumeric) +fn validate_cii_sr_376(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-376", + "[CII-SR-376] - VerificationNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:ValidFromDateTime) +fn validate_cii_sr_377(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-377", + "[CII-SR-377] - ValidFromDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:CreditLimitAmount) +fn validate_cii_sr_378(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-378", + "[CII-SR-378] - CreditLimitAmountshould not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:CreditAvailableAmount) +fn validate_cii_sr_379(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-379", + "[CII-SR-379] - CreditAvailableAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:InterestRatePercent) +fn validate_cii_sr_380(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-380", + "[CII-SR-380] - InterestRatePercent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:ApplicableTradeSettlementFinancialCard/ram:Description) +fn validate_cii_sr_381(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-381", + "[CII-SR-381] - Description should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PayerPartyDebtorFinancialAccount/ram:AccountName) +fn validate_cii_sr_382(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-382", + "[CII-SR-382] - AccountName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PayerPartyDebtorFinancialAccount/ram:ProprietaryID) +fn validate_cii_sr_444(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-444", + "[CII-SR-444] - ProprietaryID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PayerSpecifiedDebtorFinancialInstitution/ram:ClearingSystemName) +fn validate_cii_sr_384(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-384", + "[CII-SR-384] - ClearingSystemName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PayerSpecifiedDebtorFinancialInstitution/ram:Name) +fn validate_cii_sr_385(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-385", + "[CII-SR-385] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementPaymentMeans/ram:PayerSpecifiedDebtorFinancialInstitution/ram:LocationFinancialInstitutionAddress) +fn validate_cii_sr_386(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-386", + "[CII-SR-386] - LocationFinancialInstitutionAddress should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:ID) +fn validate_cii_sr_388(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-388", + "[CII-SR-388] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:SequenceNumeric) +fn validate_cii_sr_389(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-389", + "[CII-SR-389] - SequenceNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:BasisQuantity) +fn validate_cii_sr_390(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-390", + "[CII-SR-390] - BasisQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:PrepaidIndicator) +fn validate_cii_sr_391(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-391", + "[CII-SR-391] - PrepaidIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:UnitBasisAmount) +fn validate_cii_sr_392(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-392", + "[CII-SR-392] - UnitBasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:TypeCode) +fn validate_cii_sr_393(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-393", + "[CII-SR-393] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeAllowanceCharge/ram:ActualTradeCurrencyExchange) +fn validate_cii_sr_394(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-394", + "[CII-SR-394] - ActualTradeCurrencyExchange should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SubtotalCalculatedTradeTax) +fn validate_cii_sr_395(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-395", + "[CII-SR-395] - SubtotalCalculatedTradeTax should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedLogisticsServiceCharge) +fn validate_cii_sr_396(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-396", + "[CII-SR-396] - SpecifiedLogisticsServiceCharge should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:ID) +fn validate_cii_sr_397(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-397", + "[CII-SR-397] - ID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:FromEventCode) +fn validate_cii_sr_398(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-398", + "[CII-SR-398] - FromEventCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:SettlementPeriodMeasure) +fn validate_cii_sr_399(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-399", + "[CII-SR-399] - SettlementPeriodMeasure should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:DueDateDateTime/udt:DateTime) +fn validate_cii_sr_400(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-400", + "[CII-SR-400] - DateTime should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:TypeCode) +fn validate_cii_sr_401(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-401", + "[CII-SR-401] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:InstructionTypeCode) +fn validate_cii_sr_402(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-402", + "[CII-SR-402] - InstructionTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:PartialPaymentPercent) +fn validate_cii_sr_404(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-404", + "[CII-SR-404] - PartialPaymentPercent should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:PaymentMeansID) +fn validate_cii_sr_405(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-405", + "[CII-SR-405] - PaymentMeansID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:PartialPaymentAmount) +fn validate_cii_sr_406(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-406", + "[CII-SR-406] - PartialPaymentAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:ApplicableTradePaymentPenaltyTerms) +fn validate_cii_sr_407(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-407", + "[CII-SR-407] - ApplicableTradePaymentPenaltyTerms should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:ApplicableTradePaymentDiscountTerms) +fn validate_cii_sr_408(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-408", + "[CII-SR-408] - ApplicableTradePaymentDiscountTerms should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradePaymentTerms/ram:PayeeTradeParty) +fn validate_cii_sr_409(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-409", + "[CII-SR-409] - PayeeTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedFinancialAdjustment) +fn validate_cii_sr_421(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-421", + "[CII-SR-421] - SpecifiedFinancialAdjustment should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:InvoiceReferencedDocument/ram:LineID) +fn validate_cii_sr_422(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-422", + "[CII-SR-422] - LineID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:ProFormaInvoiceReferencedDocument) +fn validate_cii_sr_423(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-423", + "[CII-SR-423] - ProFormaInvoiceReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:LetterOfCreditReferencedDocument) +fn validate_cii_sr_424(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-424", + "[CII-SR-424] - LetterOfCreditReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:FactoringAgreementReferencedDocument) +fn validate_cii_sr_425(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-425", + "[CII-SR-425] - FactoringAgreementReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:FactoringListReferencedDocument) +fn validate_cii_sr_426(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-426", + "[CII-SR-426] - FactoringListReferencedDocument should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PayableSpecifiedTradeAccountingAccount) +fn validate_cii_sr_427(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-427", + "[CII-SR-427] - PayableSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:SetTriggerCode) +fn validate_cii_sr_428(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-428", + "[CII-SR-428] - SetTriggerCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:TypeCode) +fn validate_cii_sr_429(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-429", + "[CII-SR-429] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:AmountTypeCode) +fn validate_cii_sr_430(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-430", + "[CII-SR-430] - AmountTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:Name) +fn validate_cii_sr_431(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-431", + "[CII-SR-431] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:ReceivableSpecifiedTradeAccountingAccount/ram:CostReferenceDimensionPattern) +fn validate_cii_sr_432(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-432", + "[CII-SR-432] - CostReferenceDimensionPattern should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:PurchaseSpecifiedTradeAccountingAccount) +fn validate_cii_sr_433(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-433", + "[CII-SR-433] - PurchaseSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SalesSpecifiedTradeAccountingAccount) +fn validate_cii_sr_434(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-434", + "[CII-SR-434] - SalesSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedTradeSettlementFinancialCard) +fn validate_cii_sr_435(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-435", + "[CII-SR-435] - SpecifiedTradeSettlementFinancialCard should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:SpecifiedAdvancePayment) +fn validate_cii_sr_436(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-436", + "[CII-SR-436] - SpecifiedAdvancePayment should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: not(ram:UltimatePayeeTradeParty) +fn validate_cii_sr_437(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-437", + "[CII-SR-437] - UltimatePayeeTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: count(ram:SpecifiedTradePaymentTerms) <= 1 +fn validate_cii_sr_452(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-452", + "[CII-SR-452] - Only one SpecifiedTradePaymentTerms should be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: count(ram:SpecifiedTradePaymentTerms/ram:Description) <= 1 +fn validate_cii_sr_453(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-453", + "[CII-SR-453] - Only one SpecifiedTradePaymentTerms Description should be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: count(ram:ApplicableTradeTax/ram:TaxPointDate) <= 1 +fn validate_cii_sr_461(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-461", + "[CII-SR-461] - Only one TaxPointDate shall be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement +// Test: count(//ram:ApplicableTradeTax/ram:DueDateTypeCode) = 0 or count(distinct-values(//ram:ApplicableTradeTax/ram:DueDateTypeCode)) = 1 +fn validate_cii_sr_462(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-SR-462", + "[CII-SR-462] - Only one DueDateTypeCode shall be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:InformationAmount) +fn validate_cii_sr_411(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-411", + "[CII-SR-411] - InformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:TotalDiscountAmount) +fn validate_cii_sr_412(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-412", + "[CII-SR-412] - TotalDiscountAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:TotalAllowanceChargeAmount) +fn validate_cii_sr_413(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-413", + "[CII-SR-413] - TotalAllowanceChargeAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:RetailValueExcludingTaxInformationAmount) +fn validate_cii_sr_414(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-414", + "[CII-SR-414] - RetailValueExcludingTaxInformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:TotalDepositFeeInformationAmount) +fn validate_cii_sr_415(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-415", + "[CII-SR-415] - TotalDepositFeeInformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:ProductValueExcludingTobaccoTaxInformationAmount) +fn validate_cii_sr_416(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-416", + "[CII-SR-416] - ProductValueExcludingTobaccoTaxInformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:TotalRetailValueInformationAmount) +fn validate_cii_sr_417(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-417", + "[CII-SR-417] - TotalRetailValueInformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:GrossLineTotalAmount) +fn validate_cii_sr_418(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-418", + "[CII-SR-418] - GrossLineTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:NetLineTotalAmount) +fn validate_cii_sr_419(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-419", + "[CII-SR-419] - NetLineTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:ApplicableHeaderTradeSettlement/ram:SpecifiedTradeSettlementHeaderMonetarySummation +// Test: not(ram:NetIncludingTaxesLineTotalAmount) +fn validate_cii_sr_420(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-420", + "[CII-SR-420] - NetIncludingTaxesLineTotalAmount should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: not(@languageID) +fn validate_cii_dt_013(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-013", + "[CII-DT-013] - languageID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: not(@languageLocaleID) +fn validate_cii_dt_014(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-014", + "[CII-DT-014] - languageLocaleID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice +// Test: not(ram:ValuationBreakdownStatement) +fn validate_cii_sr_438(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-438", + "[CII-SR-438] - ValuationBreakdownStatement should not be present", + ))); + } + Ok(()) +} + +// Context: //*[ends-with(name(), 'DocumentContextParameter')] +// Test: not(ram:Value) +fn validate_cii_sr_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-04", + "[CII-SR-04] - Value should not be present", + ))); + } + Ok(()) +} + +// Context: //*[ends-with(name(), 'DocumentContextParameter')] +// Test: not(ram:SpecifiedDocumentVersion) +fn validate_cii_sr_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-SR-05", + "[CII-SR-05] - SpecifiedDocumentVersion should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeName) +fn validate_cii_dt_001(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-001", + "[CII-DT-001] - schemeName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeAgencyName) +fn validate_cii_dt_002(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-002", + "[CII-DT-002] - schemeAgencyName should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeDataURI) +fn validate_cii_dt_003(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-003", + "[CII-DT-003] - schemeDataURI should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeURI) +fn validate_cii_dt_004(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-004", + "[CII-DT-004] - schemeURI should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeID) +fn validate_cii_dt_005(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-005", + "[CII-DT-005] - schemeID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeAgencyID) +fn validate_cii_dt_006(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-006", + "[CII-DT-006] - schemeAgencyID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocumentContext/ram:GuidelineSpecifiedDocumentContextParameter/ram:ID | /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:ID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:AssociatedDocumentLineDocument/ram:LineID | /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedTradeProduct/ram:SellerAssignedID +// Test: not(@schemeVersionID) +fn validate_cii_dt_007(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-007", + "[CII-DT-007] - schemeVersionID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ID')] +// Test: not(@schemeName) +fn validate_cii_dt_0010(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-0010", + "[CII-DT-0010] - schemeName should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ID')] +// Test: not(@schemeAgencyName) +fn validate_cii_dt_0020(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-0020", + "[CII-DT-0020] - schemeAgencyName should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ID')] +// Test: not(@schemeDataURI) +fn validate_cii_dt_0030(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-0030", + "[CII-DT-0030] - schemeDataURI should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ID')] +// Test: not(@schemeURI) +fn validate_cii_dt_0040(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-0040", + "[CII-DT-0040] - schemeURI should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:TypeCode +// Test: not(@name) +fn validate_cii_dt_008(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-008", + "[CII-DT-008] - name should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:TypeCode +// Test: not(@listURI) +fn validate_cii_dt_009(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-009", + "[CII-DT-009] - listURI should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:TypeCode +// Test: not(@listID) +fn validate_cii_dt_010(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-010", + "[CII-DT-010] - listID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:TypeCode +// Test: not(@listAgencyID) +fn validate_cii_dt_011(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-011", + "[CII-DT-011] - listAgencyID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:ExchangedDocument/ram:TypeCode +// Test: not(@listVersionID) +fn validate_cii_dt_012(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-012", + "[CII-DT-012] - listVersionID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode +// Test: not(@listID) +fn validate_cii_dt_045(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-045", + "[CII-DT-045] - @listID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode +// Test: not(@listAgencyID) +fn validate_cii_dt_046(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-046", + "[CII-DT-046] - @listAgencyID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode +// Test: not(@listVersionID) +fn validate_cii_dt_047(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-047", + "[CII-DT-047] - @listVersionID should not be present", + ))); + } + Ok(()) +} + +// Context: /rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeSettlement/ram:ApplicableTradeTax/ram:CategoryCode +// Test: not(@listURI) +fn validate_cii_dt_048(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-048", + "[CII-DT-048] - @listURI should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:URIID) or (self::ram:AdditionalReferencedDocument and ram:TypeCode='916') +fn validate_cii_dt_015(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-015", + "[CII-DT-015] - URIID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:StatusCode) +fn validate_cii_dt_016(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-016", + "[CII-DT-016] - StatusCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:CopyIndicator) +fn validate_cii_dt_017(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-017", + "[CII-DT-017] - CopyIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:TypeCode) or (self::ram:AdditionalReferencedDocument) and (ram:TypeCode='50' or ram:TypeCode='130' or ram:TypeCode='916') +fn validate_cii_dt_018(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-018", + "[CII-DT-018] - TypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:GlobalID) +fn validate_cii_dt_019(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-019", + "[CII-DT-019] - GlobalID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:RevisionID) +fn validate_cii_dt_020(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-020", + "[CII-DT-020] - RevisionID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:Name) or (self::ram:AdditionalReferencedDocument and ram:TypeCode='916') +fn validate_cii_dt_021(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-021", + "[CII-DT-021] - Name should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:AttachmentBinaryObject) or (self::ram:AdditionalReferencedDocument and ram:TypeCode='916') +fn validate_cii_dt_022(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-022", + "[CII-DT-022] - AttachmentBinaryObject should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:Information) +fn validate_cii_dt_023(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-023", + "[CII-DT-023] - Information should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:ReferenceTypeCode) or (self::ram:AdditionalReferencedDocument and ram:TypeCode='130') +fn validate_cii_dt_024(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-024", + "[CII-DT-024] - ReferenceTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:SectionName) +fn validate_cii_dt_025(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-025", + "[CII-DT-025] - SectionName should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:PreviousRevisionID) +fn validate_cii_dt_026(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-026", + "[CII-DT-026] - PreviousRevisionID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:FormattedIssueDateTime) or self::ram:InvoiceReferencedDocument +fn validate_cii_dt_027(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-027", + "[CII-DT-027] - FormattedIssueDateTime should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:EffectiveSpecifiedPeriod) +fn validate_cii_dt_028(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-028", + "[CII-DT-028] - EffectiveSpecifiedPeriod should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:IssuerTradeParty) +fn validate_cii_dt_029(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-029", + "[CII-DT-029] - IssuerTradeParty should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'ReferencedDocument')] +// Test: not(ram:AttachedSpecifiedBinaryFile) +fn validate_cii_dt_030(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-030", + "[CII-DT-030] - AttachedSpecifiedBinaryFile should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'Amount') and not (self::ram:TaxTotalAmount)] +// Test: not(@currencyID) +fn validate_cii_dt_031(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-031", + "[CII-DT-031] - currencyID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'Amount') and not (self::ram:TaxTotalAmount)] +// Test: not(@currencyCodeListVersionID) +fn validate_cii_dt_032(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-032", + "[CII-DT-032] - currencyCodeListVersionID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'Quantity')] +// Test: not(@unitCode) or (/rsm:CrossIndustryInvoice/rsm:SupplyChainTradeTransaction/ram:IncludedSupplyChainTradeLineItem/ram:SpecifiedLineTradeDelivery/ram:BilledQuantity/@unitCode) +fn validate_cii_dt_033(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-033", + "[CII-DT-033] - unitCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'Quantity')] +// Test: not(@unitCodeListID) +fn validate_cii_dt_034(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-034", + "[CII-DT-034] - unitCodeListID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'Quantity')] +// Test: not(@unitCodeListAgencyID) +fn validate_cii_dt_035(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-035", + "[CII-DT-035] - unitCodeListAgencyID should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'Quantity')] +// Test: not(@unitCodeListAgencyName) +fn validate_cii_dt_036(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-036", + "[CII-DT-036] - unitCodeListAgencyName should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:TypeCode) or (ram:TypeCode = 'VAT') +fn validate_cii_dt_037(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-037", + "[CII-DT-037] - TypeCode shall be 'VAT'", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:CalculatedRate) +fn validate_cii_dt_038(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-038", + "[CII-DT-038] - CalculatedRate should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:CalculationSequenceNumeric) +fn validate_cii_dt_039(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-039", + "[CII-DT-039] - CalculationSequenceNumeric should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:BasisQuantity) +fn validate_cii_dt_040(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-040", + "[CII-DT-040] - BasisQuantity should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:BasisAmount) or (ancestor::ram:ApplicableHeaderTradeSettlement) +fn validate_cii_dt_041(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-041", + "[CII-DT-041] - BasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:UnitBasisAmount) +fn validate_cii_dt_042(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-042", + "[CII-DT-042] - UnitBasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:LineTotalBasisAmount) +fn validate_cii_dt_043(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-043", + "[CII-DT-043] - LineTotalBasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:AllowanceChargeBasisAmount) +fn validate_cii_dt_044(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-044", + "[CII-DT-044] - AllowanceChargeBasisAmount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:CurrencyCode) +fn validate_cii_dt_049(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-049", + "[CII-DT-049] - CurrencyCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:Jurisdiction) +fn validate_cii_dt_050(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-050", + "[CII-DT-050] - Jurisdiction should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:CustomsDutyIndicator) +fn validate_cii_dt_051(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-051", + "[CII-DT-051] - CustomsDutyIndicator should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:ExemptionReasonCode) or self::ram:ApplicableTradeTax +fn validate_cii_dt_052(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-052", + "[CII-DT-052] - ExemptionReasonCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:ExemptionReason) or self::ram:ApplicableTradeTax +fn validate_cii_dt_098(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-098", + "[CII-DT-098] - ExemptionReason should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:TaxBasisAllowanceRate) +fn validate_cii_dt_053(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-053", + "[CII-DT-053] - TaxBasisAllowanceRate should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:TaxPointDate) or (ancestor::ram:ApplicableHeaderTradeSettlement) +fn validate_cii_dt_054(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-054", + "[CII-DT-054] - TaxPointDate should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:Type) +fn validate_cii_dt_055(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-055", + "[CII-DT-055] - Type should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:InformationAmount) +fn validate_cii_dt_056(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-056", + "[CII-DT-056] - InformationAmount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:CategoryName) +fn validate_cii_dt_057(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-057", + "[CII-DT-057] - CategoryName should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:DueDateTypeCode) or (ancestor::ram:ApplicableHeaderTradeSettlement) +fn validate_cii_dt_058(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-058", + "[CII-DT-058] - DueDateTypeCode should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:RateApplicablePercent/@format) +fn validate_cii_dt_059(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-059", + "[CII-DT-059] - @format should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:SpecifiedTradeAccountingAccount) +fn validate_cii_dt_060(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-060", + "[CII-DT-060] - SpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:ServiceSupplyTradeCountry) +fn validate_cii_dt_061(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-061", + "[CII-DT-061] - ServiceSupplyTradeCountry should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:BuyerRepayableTaxSpecifiedTradeAccountingAccount) +fn validate_cii_dt_062(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-062", + "[CII-DT-062] - BuyerRepayableTaxSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:SellerPayableTaxSpecifiedTradeAccountingAccount) +fn validate_cii_dt_063(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-063", + "[CII-DT-063] - SellerPayableTaxSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:SellerRefundableTaxSpecifiedTradeAccountingAccount) +fn validate_cii_dt_064(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-064", + "[CII-DT-064] - SellerRefundableTaxSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:BuyerDeductibleTaxSpecifiedTradeAccountingAccount) +fn validate_cii_dt_065(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-065", + "[CII-DT-065] - BuyerDeductibleTaxSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:BuyerNonDeductibleTaxSpecifiedTradeAccountingAccount) +fn validate_cii_dt_066(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-066", + "[CII-DT-066] - BuyerNonDeductibleTaxSpecifiedTradeAccountingAccount should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:*[ends-with(name(), 'TradeTax')] +// Test: not(ram:PlaceApplicableTradeLocation) +fn validate_cii_dt_067(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "CII-DT-067", + "[CII-DT-067] - PlaceApplicableTradeLocation should not be present", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:StartDateTime/udt:DateTime) +fn validate_cii_dt_068(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-068", + "[CII-DT-068] - DateTime shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:DurationMeasure) +fn validate_cii_dt_069(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-069", + "[CII-DT-069] - DurationMeasure shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:InclusiveIndicator) +fn validate_cii_dt_070(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-070", + "[CII-DT-070] - InclusiveIndicator shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:Description) +fn validate_cii_dt_071(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-071", + "[CII-DT-071] - Description shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:EndDateTime/udt:DateTime) +fn validate_cii_dt_072(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-072", + "[CII-DT-072] - DateTime shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:CompleteDateTime) +fn validate_cii_dt_073(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-073", + "[CII-DT-073] - CompleteDateTime shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:OpenIndicator) +fn validate_cii_dt_074(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-074", + "[CII-DT-074] - OpenIndicator shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:SeasonCode) +fn validate_cii_dt_075(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-075", + "[CII-DT-075] - SeasonCode shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:ID) +fn validate_cii_dt_076(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-076", + "[CII-DT-076] - ID shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:Name) +fn validate_cii_dt_077(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-077", + "[CII-DT-077] - Name shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:SequenceNumeric) +fn validate_cii_dt_078(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-078", + "[CII-DT-078] - SequenceNumeric shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:StartDateFlexibilityCode) +fn validate_cii_dt_079(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-079", + "[CII-DT-079] - StartDateFlexibilityCode shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:ContinuousIndicator) +fn validate_cii_dt_080(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-080", + "[CII-DT-080] - ContinuousIndicator shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:BillingSpecifiedPeriod +// Test: not(ram:PurposeCode) +fn validate_cii_dt_081(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-081", + "[CII-DT-081] - PurposeCode shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:ID) +fn validate_cii_dt_082(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-082", + "[CII-DT-082] - ID shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:PostOfficeBox) +fn validate_cii_dt_083(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-083", + "[CII-DT-083] - PostOfficeBox shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:BuildingName) +fn validate_cii_dt_084(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-084", + "[CII-DT-084] - BuildingName shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:LineFour) +fn validate_cii_dt_086(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-086", + "[CII-DT-086] - LineFour shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:LineFive) +fn validate_cii_dt_087(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-087", + "[CII-DT-087] - LineFive shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:StreetName) +fn validate_cii_dt_088(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-088", + "[CII-DT-088] - StreetName shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:CitySubDivisionName) +fn validate_cii_dt_089(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-089", + "[CII-DT-089] - CitySubDivisionName shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:CountryName) +fn validate_cii_dt_090(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-090", + "[CII-DT-090] - CountryName shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:CountrySubDivisionID) +fn validate_cii_dt_091(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-091", + "[CII-DT-091] - CountrySubDivisionID shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:AttentionOf) +fn validate_cii_dt_092(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-092", + "[CII-DT-092] - AttentionOf shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:CareOf) +fn validate_cii_dt_093(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-093", + "[CII-DT-093] - CareOf shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:BuildingNumber) +fn validate_cii_dt_094(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-094", + "[CII-DT-094] - BuildingNumber shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:DepartmentName) +fn validate_cii_dt_095(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-095", + "[CII-DT-095] - DepartmentName shall not be used.", + ))); + } + Ok(()) +} + +// Context: //ram:PostalTradeAddress +// Test: not(ram:AdditionalStreetName) +fn validate_cii_dt_096(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-096", + "[CII-DT-096] - AdditionalStreetName shall not be used.", + ))); + } + Ok(()) +} + +// Context: //udt:DateTimeString[@format = '102'] +// Test: matches(.,'^\s*(\d{4})(1[0-2]|0[1-9]){1}(3[01]|[12][0-9]|0[1-9]){1}\s*$') +fn validate_cii_dt_097(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "CII-DT-097", + "[CII-DT-097] - Date time string with format attribute 102 shall be YYYYMMDD.", + ))); + } + Ok(()) +} + +// Context: rsm:ExchangedDocument/ram:TypeCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 71 80 81 82 83 84 102 130 202 203 204 211 218 219 261 262 295 296 308 325 326 331 380 381 382 383 384 385 386 387 388 389 390 393 394 395 396 420 456 457 458 527 532 553 575 623 633 751 780 817 870 875 876 877 935 ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_01(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-01", + "[BR-CL-01]-The document type code MUST be coded by the invoice and credit note related code lists of UNTDID 1001.", + ))); + } + Ok(()) +} + +// Context: ram:TaxTotalAmount[@currencyID] +// Test: ((not(contains(normalize-space(@currencyID), ' ')) and contains(' AED AFN ALL AMD ANG AOA ARS AUD AWG AZN BAM BBD BDT BGN BHD BIF BMD BND BOB BOV BRL BSD BTN BWP BYN BZD CAD CDF CHE CHF CHW CLF CLP CNY COP COU CRC CUC CUP CVE CZK DJF DKK DOP DZD EGP ERN ETB EUR FJD FKP GBP GEL GHS GIP GMD GNF GTQ GYD HKD HNL HTG HUF IDR ILS INR IQD IRR ISK JMD JOD JPY KES KGS KHR KMF KPW KRW KWD KYD KZT LAK LBP LKR LRD LSL LYD MAD MDL MGA MKD MMK MNT MOP MRO MUR MVR MWK MXN MXV MYR MZN NAD NGN NIO NOK NPR NZD OMR PAB PEN PGK PHP PKR PLN PYG QAR RON RSD RUB RWF SAR SBD SCR SDG SEK SGD SHP SLE SOS SRD SSP STD SVC SYP SZL THB TJS TMT TND TOP TRY TTD TWD TZS UAH UGX USD USN UYI UYU UZS VES VED VND VUV WST XAF XAG XAU XBA XBB XBC XBD XCD XDR XOF XPD XPF XPT XSU XTS XUA XXX YER ZAR ZMW ZWG ZWL ', concat(' ', normalize-space(@currencyID), ' ')))) +fn validate_br_cl_03(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-03", + "[BR-CL-03]-currencyID MUST be coded using ISO code list 4217 alpha-3", + ))); + } + Ok(()) +} + +// Context: ram:InvoiceCurrencyCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AED AFN ALL AMD ANG AOA ARS AUD AWG AZN BAM BBD BDT BGN BHD BIF BMD BND BOB BOV BRL BSD BTN BWP BYN BZD CAD CDF CHE CHF CHW CLF CLP CNY COP COU CRC CUC CUP CVE CZK DJF DKK DOP DZD EGP ERN ETB EUR FJD FKP GBP GEL GHS GIP GMD GNF GTQ GYD HKD HNL HTG HUF IDR ILS INR IQD IRR ISK JMD JOD JPY KES KGS KHR KMF KPW KRW KWD KYD KZT LAK LBP LKR LRD LSL LYD MAD MDL MGA MKD MMK MNT MOP MRO MUR MVR MWK MXN MXV MYR MZN NAD NGN NIO NOK NPR NZD OMR PAB PEN PGK PHP PKR PLN PYG QAR RON RSD RUB RWF SAR SBD SCR SDG SEK SGD SHP SLE SOS SRD SSP STD SVC SYP SZL THB TJS TMT TND TOP TRY TTD TWD TZS UAH UGX USD USN UYI UYU UZS VES VED VND VUV WST XAF XAG XAU XBA XBB XBC XBD XCD XDR XOF XPD XPF XPT XSU XTS XUA XXX YER ZAR ZMW ZWG ZWL ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_04(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-04", + "[BR-CL-04]-Invoice currency code MUST be coded using ISO code list 4217 alpha-3", + ))); + } + Ok(()) +} + +// Context: ram:TaxCurrencyCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AED AFN ALL AMD ANG AOA ARS AUD AWG AZN BAM BBD BDT BGN BHD BIF BMD BND BOB BOV BRL BSD BTN BWP BYN BZD CAD CDF CHE CHF CHW CLF CLP CNY COP COU CRC CUC CUP CVE CZK DJF DKK DOP DZD EGP ERN ETB EUR FJD FKP GBP GEL GHS GIP GMD GNF GTQ GYD HKD HNL HTG HUF IDR ILS INR IQD IRR ISK JMD JOD JPY KES KGS KHR KMF KPW KRW KWD KYD KZT LAK LBP LKR LRD LSL LYD MAD MDL MGA MKD MMK MNT MOP MRO MUR MVR MWK MXN MXV MYR MZN NAD NGN NIO NOK NPR NZD OMR PAB PEN PGK PHP PKR PLN PYG QAR RON RSD RUB RWF SAR SBD SCR SDG SEK SGD SHP SLE SOS SRD SSP STD SVC SYP SZL THB TJS TMT TND TOP TRY TTD TWD TZS UAH UGX USD USN UYI UYU UZS VES VED VND VUV WST XAF XAG XAU XBA XBB XBC XBD XCD XDR XOF XPD XPF XPT XSU XTS XUA XXX YER ZAR ZMW ZWG ZWL ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_05(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-05", + "[BR-CL-05]-Tax currency code MUST be coded using ISO code list 4217 alpha-3", + ))); + } + Ok(()) +} + +// Context: ram:DueDateTypeCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 5 29 72 ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_06(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-06", + "[BR-CL-06]-Value added tax point date code MUST be coded using a restriction of UNTDID 2475.", + ))); + } + Ok(()) +} + +// Context: ram:ReferenceTypeCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AAA AAB AAC AAD AAE AAF AAG AAH AAI AAJ AAK AAL AAM AAN AAO AAP AAQ AAR AAS AAT AAU AAV AAW AAX AAY AAZ ABA ABB ABC ABD ABE ABF ABG ABH ABI ABJ ABK ABL ABM ABN ABO ABP ABQ ABR ABS ABT ABU ABV ABW ABX ABY ABZ AC ACA ACB ACC ACD ACE ACF ACG ACH ACI ACJ ACK ACL ACN ACO ACP ACQ ACR ACT ACU ACV ACW ACX ACY ACZ ADA ADB ADC ADD ADE ADF ADG ADI ADJ ADK ADL ADM ADN ADO ADP ADQ ADT ADU ADV ADW ADX ADY ADZ AE AEA AEB AEC AED AEE AEF AEG AEH AEI AEJ AEK AEL AEM AEN AEO AEP AEQ AER AES AET AEU AEV AEW AEX AEY AEZ AF AFA AFB AFC AFD AFE AFF AFG AFH AFI AFJ AFK AFL AFM AFN AFO AFP AFQ AFR AFS AFT AFU AFV AFW AFX AFY AFZ AGA AGB AGC AGD AGE AGF AGG AGH AGI AGJ AGK AGL AGM AGN AGO AGP AGQ AGR AGS AGT AGU AGV AGW AGX AGY AGZ AHA AHB AHC AHD AHE AHF AHG AHH AHI AHJ AHK AHL AHM AHN AHO AHP AHQ AHR AHS AHT AHU AHV AHX AHY AHZ AIA AIB AIC AID AIE AIF AIG AIH AII AIJ AIK AIL AIM AIN AIO AIP AIQ AIR AIS AIT AIU AIV AIW AIX AIY AIZ AJA AJB AJC AJD AJE AJF AJG AJH AJI AJJ AJK AJL AJM AJN AJO AJP AJQ AJR AJS AJT AJU AJV AJW AJX AJY AJZ AKA AKB AKC AKD AKE AKF AKG AKH AKI AKJ AKK AKL AKM AKN AKO AKP AKQ AKR AKS AKT AKU AKV AKW AKX AKY AKZ ALA ALB ALC ALD ALE ALF ALG ALH ALI ALJ ALK ALL ALM ALN ALO ALP ALQ ALR ALS ALT ALU ALV ALW ALX ALY ALZ AMA AMB AMC AMD AME AMF AMG AMH AMI AMJ AMK AML AMM AMN AMO AMP AMQ AMR AMS AMT AMU AMV AMW AMX AMY AMZ ANA ANB ANC AND ANE ANF ANG ANH ANI ANJ ANK ANL ANM ANN ANO ANP ANQ ANR ANS ANT ANU ANV ANW ANX ANY AOA AOD AOE AOF AOG AOH AOI AOJ AOK AOL AOM AON AOO AOP AOQ AOR AOS AOT AOU AOV AOW AOX AOY AOZ AP APA APB APC APD APE APF APG APH API APJ APK APL APM APN APO APP APQ APR APS APT APU APV APW APX APY APZ AQA AQB AQC AQD AQE AQF AQG AQH AQI AQJ AQK AQL AQM AQN AQO AQP AQQ AQR AQS AQT AQU AQV AQW AQX AQY AQZ ARA ARB ARC ARD ARE ARF ARG ARH ARI ARJ ARK ARL ARM ARN ARO ARP ARQ ARR ARS ART ARU ARV ARW ARX ARY ARZ ASA ASB ASC ASD ASE ASF ASG ASH ASI ASJ ASK ASL ASM ASN ASO ASP ASQ ASR ASS AST ASU ASV ASW ASX ASY ASZ ATA ATB ATC ATD ATE ATF ATG ATH ATI ATJ ATK ATL ATM ATN ATO ATP ATQ ATR ATS ATT ATU ATV ATW ATX ATY ATZ AU AUA AUB AUC AUD AUE AUF AUG AUH AUI AUJ AUK AUL AUM AUN AUO AUP AUQ AUR AUS AUT AUU AUV AUW AUX AUY AUZ AV AVA AVB AVC AVD AVE AVF AVG AVH AVI AVJ AVK AVL AVM AVN AVO AVP AVQ AVR AVS AVT AVU AVV AVW AVX AVY AVZ AWA AWB AWC AWD AWE AWF AWG AWH AWI AWJ AWK AWL AWM AWN AWO AWP AWQ AWR AWS AWT AWU AWV AWW AWX AWY AWZ AXA AXB AXC AXD AXE AXF AXG AXH AXI AXJ AXK AXL AXM AXN AXO AXP AXQ AXR AXS BA BC BD BE BH BM BN BO BR BT BTP BW CAS CAT CAU CAV CAW CAX CAY CAZ CBA CBB CD CEC CED CFE CFF CFO CG CH CK CKN CM CMR CN CNO COF CP CR CRN CS CST CT CU CV CW CZ DA DAN DB DI DL DM DQ DR EA EB ED EE EEP EI EN EQ ER ERN ET EX FC FF FI FLW FN FO FS FT FV FX GA GC GD GDN GN HS HWB IA IB ICA ICE ICO II IL INB INN INO IP IS IT IV JB JE LA LAN LAR LB LC LI LO LRC LS MA MB MF MG MH MR MRN MS MSS MWB NA NF OH OI ON OP OR PB PC PD PE PF PI PK PL POR PP PQ PR PS PW PY RA RC RCN RE REN RF RR RT SA SB SD SE SEA SF SH SI SM SN SP SQ SRN SS STA SW SZ TB TCR TE TF TI TIN TL TN TP UAR UC UCN UN UO URI VA VC VGR VM VN VON VOR VP VR VS VT VV WE WM WN WR WS WY XA XC XP ZZZ ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_07(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-07", + "[BR-CL-07]-Object identifier identification scheme identifier MUST be coded using a restriction of UNTDID 1153.", + ))); + } + Ok(()) +} + +// Context: ram:SubjectCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AAA AAB AAC AAD AAE AAF AAG AAI AAJ AAK AAL AAM AAN AAO AAP AAQ AAR AAS AAT AAU AAV AAW AAX AAY AAZ ABA ABB ABC ABD ABE ABF ABG ABH ABI ABJ ABK ABL ABM ABN ABO ABP ABQ ABR ABS ABT ABU ABV ABW ABX ABZ ACA ACB ACC ACD ACE ACF ACG ACH ACI ACJ ACK ACL ACM ACN ACO ACP ACQ ACR ACS ACT ACU ACV ACW ACX ACY ACZ ADA ADB ADC ADD ADE ADF ADG ADH ADI ADJ ADK ADL ADM ADN ADO ADP ADQ ADR ADS ADT ADU ADV ADW ADX ADY ADZ AEA AEB AEC AED AEE AEF AEG AEH AEI AEJ AEK AEL AEM AEN AEO AEP AEQ AER AES AET AEU AEV AEW AEX AEY AEZ AFA AFB AFC AFD AFE AFF AFG AFH AFI AFJ AFK AFL AFM AFN AFO AFP AFQ AFR AFS AFT AFU AFV AFW AFX AFY AFZ AGA AGB AGC AGD AGE AGF AGG AGH AGI AGJ AGK AGL AGM AGN AGO AGP AGQ AGR AGS AGT AGU AGV AGW AGX AGY AGZ AHA AHB AHC AHD AHE AHF AHG AHH AHI AHJ AHK AHL AHM AHN AHO AHP AHQ AHR AHS AHT AHU AHV AHW AHX AHY AHZ AIA AIB AIC AID AIE AIF AIG AIH AII AIJ AIK AIL AIM AIN AIO AIP AIQ AIR AIS AIT AIU AIV AIW AIX AIY AIZ AJA AJB ALC ALD ALE ALF ALG ALH ALI ALJ ALK ALL ALM ALN ALO ALP ALQ ARR ARS AUT AUU AUV AUW AUX AUY AUZ AVA AVB AVC AVD AVE AVF BAG BAH BAI BAJ BAK BAL BAM BAN BAO BAP BAQ BAR BAS BAT BAU BAV BAW BAX BAY BAZ BBA BBB BLC BLD BLE BLF BLG BLH BLI BLJ BLK BLL BLM BLN BLO BLP BLQ BLR BLS BLT BLU BLV BLW BLX BLY BLZ BMA BMB BMC BMD BME BMF BMG BMH CCI CCJ CCK CCL CCM CCN CCO CEX CHG CIP CLP CLR COI CUR CUS DAR DCL DEL DIN DOC DUT EUR FBC GBL GEN GS7 HAN HAZ ICN IIN IMI IND INS INV IRP ITR ITS LAN LIN LOI MCO MDH MKS ORI OSI PAC PAI PAY PKG PKT PMD PMT PRD PRF PRI PUR QIN QQD QUT RAH REG RET REV RQR SAF SIC SIN SLR SPA SPG SPH SPP SPT SRN SSR SUR TCA TDT TRA TRR TXD WHI ZZZ ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_08(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-08", + "[BR-CL-08]-Subject Code MUST be coded using a restriction of UNTDID 4451.", + ))); + } + Ok(()) +} + +// Context: //ram:GlobalID[@schemeID][not(ancestor::ram:SpecifiedTradeProduct) and not(ancestor::ram:ShipToTradeParty)] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_10(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-10", + "[BR-CL-10]-Any identifier identification scheme identifier MUST be coded using one of the ISO 6523 ICD list.", + ))); + } + Ok(()) +} + +// Context: ram:ID[@schemeID][not(ancestor::ram:SpecifiedTaxRegistration)] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_11(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-11", + "[BR-CL-11]-Any registration identifier identification scheme identifier MUST be coded using one of the ISO 6523 ICD list.", + ))); + } + Ok(()) +} + +// Context: ram:ClassCode[@listID] +// Test: ((not(contains(normalize-space(@listID), ' ')) and contains(' AA AB AC AD AE AF AG AH AI AJ AK AL AM AN AO AP AQ AR AS AT AU AV AW AX AY AZ BA BB BC BD BE BF BG BH BI BJ BK BL BM BN BO BP BQ BR BS BT BU BV BW BX BY BZ CC CG CL CR CV DR DW EC EF EMD EN FS GB GN GMN GS HS IB IN IS IT IZ MA MF MN MP NB ON PD PL PO PV QS RC RN RU RY SA SG SK SN SRS SRT SRU SRV SRW SRX SRY SRZ SS SSA SSB SSC SSD SSE SSF SSG SSH SSI SSJ SSK SSL SSM SSN SSO SSP SSQ SSR SSS SST SSU SSV SSW SSX SSY SSZ ST STA STB STC STD STE STF STG STH STI STJ STK STL STM STN STO STP STQ STR STS STT STU STV STW STX STY STZ SUA SUB SUC SUD SUE SUF SUG SUH SUI SUJ SUK SUL SUM TG TSN TSO TSP TSQ TSR TSS TST TSU UA UP VN VP VS VX ZZZ ', concat(' ', normalize-space(@listID), ' ')))) +fn validate_br_cl_13(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-13", + "[BR-CL-13]-Item classification identifier identification scheme identifier MUST be coded using one of the UNTDID 7143 list.", + ))); + } + Ok(()) +} + +// Context: ram:CountryID +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 1A AD AE AF AG AI AL AM AN AO AQ AR AS AT AU AW AX AZ BA BB BD BE BF BG BH BI BL BJ BM BN BO BQ BR BS BT BV BW BY BZ CA CC CD CF CG CH CI CK CL CM CN CO CR CU CV CW CX CY CZ DE DJ DK DM DO DZ EC EE EG EH ER ES ET FI FJ FK FM FO FR GA GB GD GE GF GG GH GI GL GM GN GP GQ GR GS GT GU GW GY HK HM HN HR HT HU ID IE IL IM IN IO IQ IR IS IT JE JM JO JP KE KG KH KI KM KN KP KR KW KY KZ LA LB LC LI LK LR LS LT LU LV LY MA MC MD ME MF MG MH MK ML MM MN MO MP MQ MR MS MT MU MV MW MX MY MZ NA NC NE NF NG NI NL NO NP NR NU NZ OM PA PE PF PG PH PK PL PM PN PR PS PT PW PY QA RE RO RS RU RW SA SB SC SD SE SG SH SI SJ SK SL SM SN SO SR ST SV SX SY SZ TC TD TF TG TH TJ TK TL TM TN TO TR TT TV TW TZ UA UG UM US UY UZ VA VC VE VG VI VN VU WF WS XI YE YT ZA ZM ZW ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_14(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-14", + "[BR-CL-14]-Country codes in an invoice MUST be coded using ISO code list 3166-1", + ))); + } + Ok(()) +} + +// Context: ram:OriginTradeCountry/ram:ID +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 1A AD AE AF AG AI AL AM AN AO AQ AR AS AT AU AW AX AZ BA BB BD BE BF BG BH BI BL BJ BM BN BO BQ BR BS BT BV BW BY BZ CA CC CD CF CG CH CI CK CL CM CN CO CR CU CV CW CX CY CZ DE DJ DK DM DO DZ EC EE EG EH ER ES ET FI FJ FK FM FO FR GA GB GD GE GF GG GH GI GL GM GN GP GQ GR GS GT GU GW GY HK HM HN HR HT HU ID IE IL IM IN IO IQ IR IS IT JE JM JO JP KE KG KH KI KM KN KP KR KW KY KZ LA LB LC LI LK LR LS LT LU LV LY MA MC MD ME MF MG MH MK ML MM MN MO MP MQ MR MS MT MU MV MW MX MY MZ NA NC NE NF NG NI NL NO NP NR NU NZ OM PA PE PF PG PH PK PL PM PN PR PS PT PW PY QA RE RO RS RU RW SA SB SC SD SE SG SH SI SJ SK SL SM SN SO SR ST SV SX SY SZ TC TD TF TG TH TJ TK TL TM TN TO TR TT TV TW TZ UA UG UM US UY UZ VA VC VE VG VI VN VU WF WS XI YE YT ZA ZM ZW ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_15(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-15", + "[BR-CL-15]-Country codes in an invoice MUST be coded using ISO code list 3166-1", + ))); + } + Ok(()) +} + +// Context: ram:SpecifiedTradeSettlementPaymentMeans/ram:TypeCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 74 75 76 77 78 91 92 93 94 95 96 97 98 ZZZ ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_16(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-16", + "[BR-CL-16]-Payment means in an invoice MUST be coded using UNTDID 4461 code list", + ))); + } + Ok(()) +} + +// Context: ram:CategoryTradeTax/ram:CategoryCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AE L M E S Z G O K B ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_17(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-17", + "[BR-CL-17]-Invoice tax categories MUST be coded using UNCL 5305 code list", + ))); + } + Ok(()) +} + +// Context: ram:ApplicableTradeTax/ram:CategoryCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AE L M E S Z G O K B ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_18(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-18", + "[BR-CL-18]-Invoice tax categories MUST be coded using UNCL 5305 code list", + ))); + } + Ok(()) +} + +// Context: ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator = false()]/ram:ReasonCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 41 42 60 62 63 64 65 66 67 68 70 71 88 95 100 102 103 104 105 ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_19(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-19", + "[BR-CL-19]-Coded allowance reasons MUST belong to the UNCL 5189 code list", + ))); + } + Ok(()) +} + +// Context: ram:SpecifiedTradeAllowanceCharge[ram:ChargeIndicator/udt:Indicator = true()]/ram:ReasonCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AA AAA AAC AAD AAE AAF AAH AAI AAS AAT AAV AAY AAZ ABA ABB ABC ABD ABF ABK ABL ABN ABR ABS ABT ABU ACF ACG ACH ACI ACJ ACK ACL ACM ACS ADC ADE ADJ ADK ADL ADM ADN ADO ADP ADQ ADR ADT ADW ADY ADZ AEA AEB AEC AED AEF AEH AEI AEJ AEK AEL AEM AEN AEO AEP AES AET AEU AEV AEW AEX AEY AEZ AJ AU CA CAB CAD CAE CAF CAI CAJ CAK CAL CAM CAN CAO CAP CAQ CAR CAS CAT CAU CAV CAW CAX CAY CAZ CD CG CS CT DAB DAD DAC DAF DAG DAH DAI DAJ DAK DAL DAM DAN DAO DAP DAQ DL EG EP ER FAA FAB FAC FC FH FI GAA HAA HD HH IAA IAB ID IF IR IS KO L1 LA LAA LAB LF MAE MI ML NAA OA PA PAA PC PL PRV RAB RAC RAD RAF RE RF RH RV SA SAA SAD SAE SAI SG SH SM SU TAB TAC TT TV V1 V2 WH XAA YY ZZZ ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_20(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-20", + "[BR-CL-20]-Coded charge reasons MUST belong to the UNCL 7161 code list", + ))); + } + Ok(()) +} + +// Context: ram:SpecifiedTradeProduct/ram:GlobalID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_21(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-21", + "[BR-CL-21]-Item standard identifier scheme identifier MUST belong to the ISO 6523 ICD + code list", + ))); + } + Ok(()) +} + +// Context: ram:ExemptionReasonCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' VATEX-EU-79-C VATEX-EU-132 VATEX-EU-132-1A VATEX-EU-132-1B VATEX-EU-132-1C VATEX-EU-132-1D VATEX-EU-132-1E VATEX-EU-132-1F VATEX-EU-132-1G VATEX-EU-132-1H VATEX-EU-132-1I VATEX-EU-132-1J VATEX-EU-132-1K VATEX-EU-132-1L VATEX-EU-132-1M VATEX-EU-132-1N VATEX-EU-132-1O VATEX-EU-132-1P VATEX-EU-132-1Q VATEX-EU-143 VATEX-EU-143-1A VATEX-EU-143-1B VATEX-EU-143-1C VATEX-EU-143-1D VATEX-EU-143-1E VATEX-EU-143-1F VATEX-EU-143-1FA VATEX-EU-143-1G VATEX-EU-143-1H VATEX-EU-143-1I VATEX-EU-143-1J VATEX-EU-143-1K VATEX-EU-143-1L VATEX-EU-144 VATEX-EU-146-1E VATEX-EU-159 VATEX-EU-309 VATEX-EU-148 VATEX-EU-148-A VATEX-EU-148-B VATEX-EU-148-C VATEX-EU-148-D VATEX-EU-148-E VATEX-EU-148-F VATEX-EU-148-G VATEX-EU-151 VATEX-EU-151-1A VATEX-EU-151-1AA VATEX-EU-151-1B VATEX-EU-151-1C VATEX-EU-151-1D VATEX-EU-151-1E VATEX-EU-G VATEX-EU-O VATEX-EU-IC VATEX-EU-AE VATEX-EU-D VATEX-EU-F VATEX-EU-I VATEX-EU-J VATEX-FR-FRANCHISE VATEX-FR-CNWVAT ', concat(' ', normalize-space(upper-case(.)), ' ')))) +fn validate_br_cl_22(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-22", + "[BR-CL-22]-Tax exemption reason code identifier scheme identifier MUST belong to the CEF VATEX code list", + ))); + } + Ok(()) +} + +// Context: ram:BasisQuantity[@unitCode] | ram:BilledQuantity[@unitCode] +// Test: ((not(contains(normalize-space(@unitCode), ' ')) and contains(' 10 11 13 14 15 20 21 22 23 24 25 27 28 33 34 35 37 38 40 41 56 57 58 59 60 61 74 77 80 81 85 87 89 91 1I 2A 2B 2C 2G 2H 2I 2J 2K 2L 2M 2N 2P 2Q 2R 2U 2X 2Y 2Z 3B 3C 4C 4G 4H 4K 4L 4M 4N 4O 4P 4Q 4R 4T 4U 4W 4X 5A 5B 5E 5J A10 A11 A12 A13 A14 A15 A16 A17 A18 A19 A2 A20 A21 A22 A23 A24 A26 A27 A28 A29 A3 A30 A31 A32 A33 A34 A35 A36 A37 A38 A39 A4 A40 A41 A42 A43 A44 A45 A47 A48 A49 A5 A53 A54 A55 A56 A59 A6 A68 A69 A7 A70 A71 A73 A74 A75 A76 A8 A84 A85 A86 A87 A88 A89 A9 A90 A91 A93 A94 A95 A96 A97 A98 A99 AA AB ACR ACT AD AE AH AI AK AL AMH AMP ANN APZ AQ AS ASM ASU ATM AWG AY AZ B1 B10 B11 B12 B13 B14 B15 B16 B17 B18 B19 B20 B21 B22 B23 B24 B25 B26 B27 B28 B29 B3 B30 B31 B32 B33 B34 B35 B4 B41 B42 B43 B44 B45 B46 B47 B48 B49 B50 B52 B53 B54 B55 B56 B57 B58 B59 B60 B61 B62 B63 B64 B66 B67 B68 B69 B7 B70 B71 B72 B73 B74 B75 B76 B77 B78 B79 B8 B80 B81 B82 B83 B84 B85 B86 B87 B88 B89 B90 B91 B92 B93 B94 B95 B96 B97 B98 B99 BAR BB BFT BHP BIL BLD BLL BP BPM BQL BTU BUA BUI C0 C10 C11 C12 C13 C14 C15 C16 C17 C18 C19 C20 C21 C22 C23 C24 C25 C26 C27 C28 C29 C3 C30 C31 C32 C33 C34 C35 C36 C37 C38 C39 C40 C41 C42 C43 C44 C45 C46 C47 C48 C49 C50 C51 C52 C53 C54 C55 C56 C57 C58 C59 C60 C61 C62 C63 C64 C65 C66 C67 C68 C69 C7 C70 C71 C72 C73 C74 C75 C76 C78 C79 C8 C80 C81 C82 C83 C84 C85 C86 C87 C88 C89 C9 C90 C91 C92 C93 C94 C95 C96 C97 C99 CCT CDL CEL CEN CG CGM CKG CLF CLT CMK CMQ CMT CNP CNT COU CTG CTM CTN CUR CWA CWI D03 D04 D1 D10 D11 D12 D13 D15 D16 D17 D18 D19 D2 D20 D21 D22 D23 D24 D25 D26 D27 D29 D30 D31 D32 D33 D34 D36 D41 D42 D43 D44 D45 D46 D47 D48 D49 D5 D50 D51 D52 D53 D54 D55 D56 D57 D58 D59 D6 D60 D61 D62 D63 D65 D68 D69 D73 D74 D77 D78 D80 D81 D82 D83 D85 D86 D87 D88 D89 D91 D93 D94 D95 DAA DAD DAY DB DBM DBW DD DEC DG DJ DLT DMA DMK DMO DMQ DMT DN DPC DPR DPT DRA DRI DRL DT DTN DWT DZN DZP E01 E07 E08 E09 E10 E12 E14 E15 E16 E17 E18 E19 E20 E21 E22 E23 E25 E27 E28 E30 E31 E32 E33 E34 E35 E36 E37 E38 E39 E4 E40 E41 E42 E43 E44 E45 E46 E47 E48 E49 E50 E51 E52 E53 E54 E55 E56 E57 E58 E59 E60 E61 E62 E63 E64 E65 E66 E67 E68 E69 E70 E71 E72 E73 E74 E75 E76 E77 E78 E79 E80 E81 E82 E83 E84 E85 E86 E87 E88 E89 E90 E91 E92 E93 E94 E95 E96 E97 E98 E99 EA EB EQ F01 F02 F03 F04 F05 F06 F07 F08 F10 F11 F12 F13 F14 F15 F16 F17 F18 F19 F20 F21 F22 F23 F24 F25 F26 F27 F28 F29 F30 F31 F32 F33 F34 F35 F36 F37 F38 F39 F40 F41 F42 F43 F44 F45 F46 F47 F48 F49 F50 F51 F52 F53 F54 F55 F56 F57 F58 F59 F60 F61 F62 F63 F64 F65 F66 F67 F68 F69 F70 F71 F72 F73 F74 F75 F76 F77 F78 F79 F80 F81 F82 F83 F84 F85 F86 F87 F88 F89 F90 F91 F92 F93 F94 F95 F96 F97 F98 F99 FAH FAR FBM FC FF FH FIT FL FNU FOT FP FR FS FTK FTQ G01 G04 G05 G06 G08 G09 G10 G11 G12 G13 G14 G15 G16 G17 G18 G19 G2 G20 G21 G23 G24 G25 G26 G27 G28 G29 G3 G30 G31 G32 G33 G34 G35 G36 G37 G38 G39 G40 G41 G42 G43 G44 G45 G46 G47 G48 G49 G50 G51 G52 G53 G54 G55 G56 G57 G58 G59 G60 G61 G62 G63 G64 G65 G66 G67 G68 G69 G70 G71 G72 G73 G74 G75 G76 G77 G78 G79 G80 G81 G82 G83 G84 G85 G86 G87 G88 G89 G90 G91 G92 G93 G94 G95 G96 G97 G98 G99 GB GBQ GDW GE GF GFI GGR GIA GIC GII GIP GJ GL GLD GLI GLL GM GO GP GQ GRM GRN GRO GV GWH H03 H04 H05 H06 H07 H08 H09 H10 H11 H12 H13 H14 H15 H16 H18 H19 H20 H21 H22 H23 H24 H25 H26 H27 H28 H29 H30 H31 H32 H33 H34 H35 H36 H37 H38 H39 H40 H41 H42 H43 H44 H45 H46 H47 H48 H49 H50 H51 H52 H53 H54 H55 H56 H57 H58 H59 H60 H61 H62 H63 H64 H65 H66 H67 H68 H69 H70 H71 H72 H73 H74 H75 H76 H77 H79 H80 H81 H82 H83 H84 H85 H87 H88 H89 H90 H91 H92 H93 H94 H95 H96 H98 H99 HA HAD HBA HBX HC HDW HEA HGM HH HIU HKM HLT HM HMO HMQ HMT HPA HTZ HUR HWE IA IE INH INK INQ ISD IU IUG IV J10 J12 J13 J14 J15 J16 J17 J18 J19 J2 J20 J21 J22 J23 J24 J25 J26 J27 J28 J29 J30 J31 J32 J33 J34 J35 J36 J38 J39 J40 J41 J42 J43 J44 J45 J46 J47 J48 J49 J50 J51 J52 J53 J54 J55 J56 J57 J58 J59 J60 J61 J62 J63 J64 J65 J66 J67 J68 J69 J70 J71 J72 J73 J74 J75 J76 J78 J79 J81 J82 J83 J84 J85 J87 J90 J91 J92 J93 J95 J96 J97 J98 J99 JE JK JM JNT JOU JPS JWL K1 K10 K11 K12 K13 K14 K15 K16 K17 K18 K19 K2 K20 K21 K22 K23 K26 K27 K28 K3 K30 K31 K32 K33 K34 K35 K36 K37 K38 K39 K40 K41 K42 K43 K45 K46 K47 K48 K49 K50 K51 K52 K53 K54 K55 K58 K59 K6 K60 K61 K62 K63 K64 K65 K66 K67 K68 K69 K70 K71 K73 K74 K75 K76 K77 K78 K79 K80 K81 K82 K83 K84 K85 K86 K87 K88 K89 K90 K91 K92 K93 K94 K95 K96 K97 K98 K99 KA KAT KB KBA KCC KDW KEL KGM KGS KHY KHZ KI KIC KIP KJ KJO KL KLK KLX KMA KMH KMK KMQ KMT KNI KNM KNS KNT KO KPA KPH KPO KPP KR KSD KSH KT KTN KUR KVA KVR KVT KW KWH KWN KWO KWS KWT KWY KX L10 L11 L12 L13 L14 L15 L16 L17 L18 L19 L2 L20 L21 L23 L24 L25 L26 L27 L28 L29 L30 L31 L32 L33 L34 L35 L36 L37 L38 L39 L40 L41 L42 L43 L44 L45 L46 L47 L48 L49 L50 L51 L52 L53 L54 L55 L56 L57 L58 L59 L60 L63 L64 L65 L66 L67 L68 L69 L70 L71 L72 L73 L74 L75 L76 L77 L78 L79 L80 L81 L82 L83 L84 L85 L86 L87 L88 L89 L90 L91 L92 L93 L94 L95 L96 L98 L99 LA LAC LBR LBT LD LEF LF LH LK LM LN LO LP LPA LR LS LTN LTR LUB LUM LUX LY M1 M10 M11 M12 M13 M14 M15 M16 M17 M18 M19 M20 M21 M22 M23 M24 M25 M26 M27 M29 M30 M31 M32 M33 M34 M35 M36 M37 M38 M39 M4 M40 M41 M42 M43 M44 M45 M46 M47 M48 M49 M5 M50 M51 M52 M53 M55 M56 M57 M58 M59 M60 M61 M62 M63 M64 M65 M66 M67 M68 M69 M7 M70 M71 M72 M73 M74 M75 M76 M77 M78 M79 M80 M81 M82 M83 M84 M85 M86 M87 M88 M89 M9 M90 M91 M92 M93 M94 M95 M96 M97 M98 M99 MAH MAL MAM MAR MAW MBE MBF MBR MC MCU MD MGM MHZ MIK MIL MIN MIO MIU MKD MKM MKW MLD MLT MMK MMQ MMT MND MNJ MON MPA MQD MQH MQM MQS MQW MRD MRM MRW MSK MTK MTQ MTR MTS MTZ MVA MWH N1 N10 N11 N12 N13 N14 N15 N16 N17 N18 N19 N20 N21 N22 N23 N24 N25 N26 N27 N28 N29 N3 N30 N31 N32 N33 N34 N35 N36 N37 N38 N39 N40 N41 N42 N43 N44 N45 N46 N47 N48 N49 N50 N51 N52 N53 N54 N55 N56 N57 N58 N59 N60 N61 N62 N63 N64 N65 N66 N67 N68 N69 N70 N71 N72 N73 N74 N75 N76 N77 N78 N79 N80 N81 N82 N83 N84 N85 N86 N87 N88 N89 N90 N91 N92 N93 N94 N95 N96 N97 N98 N99 NA NAR NCL NEW NF NIL NIU NL NM3 NMI NMP NPT NT NTU NU NX OA ODE ODG ODK ODM OHM ON ONZ OPM OT OZA OZI P1 P10 P11 P12 P13 P14 P15 P16 P17 P18 P19 P2 P20 P21 P22 P23 P24 P25 P26 P27 P28 P29 P30 P31 P32 P33 P34 P35 P36 P37 P38 P39 P40 P41 P42 P43 P44 P45 P46 P47 P48 P49 P5 P50 P51 P52 P53 P54 P55 P56 P57 P58 P59 P60 P61 P62 P63 P64 P65 P66 P67 P68 P69 P70 P71 P72 P73 P74 P75 P76 P77 P78 P79 P80 P81 P82 P83 P84 P85 P86 P87 P88 P89 P90 P91 P92 P93 P94 P95 P96 P97 P98 P99 PAL PD PFL PGL PI PLA PO PQ PR PS PTD PTI PTL PTN Q10 Q11 Q12 Q13 Q14 Q15 Q16 Q17 Q18 Q19 Q20 Q21 Q22 Q23 Q24 Q25 Q26 Q27 Q28 Q29 Q3 Q30 Q31 Q32 Q33 Q34 Q35 Q36 Q37 Q38 Q39 Q40 Q41 Q42 QA QAN QB QR QTD QTI QTL QTR R1 R9 RH RM ROM RP RPM RPS RT S3 S4 SAN SCO SCR SEC SET SG SIE SM3 SMI SQ SQR SR STC STI STK STL STN STW SW SX SYR T0 T3 TAH TAN TI TIC TIP TKM TMS TNE TP TPI TPR TQD TRL TST TTS U1 U2 UB UC VA VLT VP W2 WA WB WCD WE WEB WEE WG WHR WM WSD WTT X1 YDK YDQ YRD Z11 Z9 ZP ZZ X1A X1B X1D X1F X1G X1W X2C X3A X3H X43 X44 X4A X4B X4C X4D X4F X4G X4H X5H X5L X5M X6H X6P X7A X7B X8A X8B X8C XAA XAB XAC XAD XAE XAF XAG XAH XAI XAJ XAL XAM XAP XAT XAV XB4 XBA XBB XBC XBD XBE XBF XBG XBH XBI XBJ XBK XBL XBM XBN XBO XBP XBQ XBR XBS XBT XBU XBV XBW XBX XBY XBZ XCA XCB XCC XCD XCE XCF XCG XCH XCI XCJ XCK XCL XCM XCN XCO XCP XCQ XCR XCS XCT XCU XCV XCW XCX XCY XCZ XDA XDB XDC XDG XDH XDI XDJ XDK XDL XDM XDN XDP XDR XDS XDT XDU XDV XDW XDX XDY XEC XED XEE XEF XEG XEH XEI XEN XFB XFC XFD XFE XFI XFL XFO XFP XFR XFT XFW XFX XGB XGI XGL XGR XGU XGY XGZ XHA XHB XHC XHG XHN XHR XIA XIB XIC XID XIE XIF XIG XIH XIK XIL XIN XIZ XJB XJC XJG XJR XJT XJY XKG XKI XLE XLG XLT XLU XLV XLZ XMA XMB XMC XME XMR XMS XMT XMW XMX XNA XNE XNF XNG XNS XNT XNU XNV XO1 XO2 XO3 XO4 XO5 XO6 XO7 XO8 XO9 XOA XOB XOC XOD XOE XOF XOG XOH XOI XOJ XOK XOL XOM XON XOP XOQ XOR XOS XOT XOU XOV XOW XOX XOY XOZ XP1 XP2 XP3 XP4 XPA XPB XPC XPD XPE XPF XPG XPH XPI XPJ XPK XPL XPN XPO XPP XPR XPT XPU XPV XPX XPY XPZ XQA XQB XQC XQD XQF XQG XQH XQJ XQK XQL XQM XQN XQP XQQ XQR XQS XRD XRG XRJ XRK XRL XRO XRT XRZ XSA XSB XSC XSD XSE XSH XSI XSK XSL XSM XSO XSP XSS XST XSU XSV XSW XSX XSY XSZ XT1 XTB XTC XTD XTE XTG XTI XTK XTL XTN XTO XTR XTS XTT XTU XTV XTW XTY XTZ XUC XUN XVA XVG XVI XVK XVL XVN XVO XVP XVQ XVR XVS XVY XWA XWB XWC XWD XWF XWG XWH XWJ XWK XWL XWM XWN XWP XWQ XWR XWS XWT XWU XWV XWW XWX XWY XWZ XXA XXB XXC XXD XXF XXG XXH XXJ XXK XYA XYB XYC XYD XYF XYG XYH XYJ XYK XYL XYM XYN XYP XYQ XYR XYS XYT XYV XYW XYX XYY XYZ XZA XZB XZC XZD XZF XZG XZH XZJ XZK XZL XZM XZN XZP XZQ XZR XZS XZT XZU XZV XZW XZX XZY XZZ ', concat(' ', normalize-space(@unitCode), ' ')))) +fn validate_br_cl_23(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-23", + "[BR-CL-23]-Unit code MUST be coded according to the UN/ECE Recommendation 20 with Rec 21 extension", + ))); + } + Ok(()) +} + +// Context: ram:AttachmentBinaryObject[@mimeCode] +// Test: ((@mimeCode = 'application/pdf' or @mimeCode = 'image/png' or @mimeCode = 'image/jpeg' or @mimeCode = 'text/csv' or @mimeCode = 'application/vnd.openxmlformats-officedocument.spreadsheetml.sheet' or @mimeCode = 'application/vnd.oasis.opendocument.spreadsheet')) +fn validate_br_cl_24(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-24", + "[BR-CL-24]-For Mime code in attribute use MIMEMediaType.", + ))); + } + Ok(()) +} + +// Context: ram:URIUniversalCommunication/ram:URIID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0007 0009 0037 0060 0088 0096 0097 0106 0130 0135 0142 0147 0151 0170 0177 0183 0184 0188 0190 0191 0192 0193 0194 0195 0196 0198 0199 0200 0201 0202 0203 0204 0205 0208 0209 0210 0211 0212 0213 0215 0216 0217 0218 0219 0220 0221 0225 0230 0235 9901 9910 9913 9914 9915 9918 9919 9920 9922 9923 9924 9925 9926 9927 9928 9929 9930 9931 9932 9933 9934 9935 9936 9937 9938 9939 9940 9941 9942 9943 9944 9945 9946 9947 9948 9949 9950 9951 9952 9953 9957 9959 AN AQ AS AU EM ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_25(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-25", + "[BR-CL-25]-Endpoint identifier scheme identifier MUST belong to the CEF EAS code list", + ))); + } + Ok(()) +} + +// Context: ram:ApplicableHeaderTradeDelivery/ram:ShipToTradeParty/ram:GlobalID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_26(_invoice: &CrossIndustryInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-26", + "[BR-CL-26]-Delivery location identifier scheme identifier MUST belong to the ISO 6523 ICD + code list", + ))); + } + Ok(()) +} diff --git a/src/cii/cii_model.rs b/src/cii/cii_model.rs new file mode 100644 index 0000000..debefd4 --- /dev/null +++ b/src/cii/cii_model.rs @@ -0,0 +1,1873 @@ +use yaserde_derive::{YaDeserialize, YaSerialize}; +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +default_namespace = "", +prefix = "rsm", +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct CrossIndustryInvoice { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ExchangedDocumentContext", prefix = "rsm")] + pub rsm_exchanged_document_context: Option, + #[yaserde(rename = "ExchangedDocument", prefix = "rsm")] + pub rsm_exchanged_document: Option, + #[yaserde(rename = "SupplyChainTradeTransaction", prefix = "rsm")] + pub rsm_supply_chain_trade_transaction: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RsmExchangedDocumentContext { + #[yaserde(text = true)] + pub text: Option, + #[yaserde( + rename = "BusinessProcessSpecifiedDocumentContextParameter", + prefix = "ram" + )] + pub ram_business_process_specified_document_context_parameter: + Option, + #[yaserde(rename = "GuidelineSpecifiedDocumentContextParameter", prefix = "ram")] + pub ram_guideline_specified_document_context_parameter: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBusinessProcessSpecifiedDocumentContextParameter { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamGuidelineSpecifiedDocumentContextParameter { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RsmExchangedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, + #[yaserde(rename = "TypeCode", prefix = "ram")] + pub ram_type_code: Option, + #[yaserde(rename = "IssueDateTime", prefix = "ram")] + pub ram_issue_date_time: Option, + #[yaserde(rename = "IncludedNote", prefix = "ram")] + pub ram_included_note: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamIssueDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct DateTimeString { + #[yaserde(attribute = true)] + pub format: String, + #[yaserde(text = true)] + pub text: String, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RsmExchangedDocumentRamIncludedNote { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Content", prefix = "ram")] + pub ram_content: Option, + #[yaserde(rename = "SubjectCode", prefix = "ram")] + pub ram_subject_code: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RsmSupplyChainTradeTransaction { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IncludedSupplyChainTradeLineItem", prefix = "ram")] + pub ram_included_supply_chain_trade_line_item: Vec, + #[yaserde(rename = "ApplicableHeaderTradeAgreement", prefix = "ram")] + pub ram_applicable_header_trade_agreement: Option, + #[yaserde(rename = "ApplicableHeaderTradeDelivery", prefix = "ram")] + pub ram_applicable_header_trade_delivery: Option, + #[yaserde(rename = "ApplicableHeaderTradeSettlement", prefix = "ram")] + pub ram_applicable_header_trade_settlement: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamIncludedSupplyChainTradeLineItem { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "AssociatedDocumentLineDocument", prefix = "ram")] + pub ram_associated_document_line_document: Option, + #[yaserde(rename = "SpecifiedTradeProduct", prefix = "ram")] + pub ram_specified_trade_product: Option, + #[yaserde(rename = "SpecifiedLineTradeAgreement", prefix = "ram")] + pub ram_specified_line_trade_agreement: Option, + #[yaserde(rename = "SpecifiedLineTradeDelivery", prefix = "ram")] + pub ram_specified_line_trade_delivery: Option, + #[yaserde(rename = "SpecifiedLineTradeSettlement", prefix = "ram")] + pub ram_specified_line_trade_settlement: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamAssociatedDocumentLineDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "LineID", prefix = "ram")] + pub ram_line_id: Option, + #[yaserde(rename = "IncludedNote", prefix = "ram")] + pub ram_included_note: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamAssociatedDocumentLineDocumentRamIncludedNote { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Content", prefix = "ram")] + pub ram_content: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedTradeProduct { + #[yaserde(rename = "GlobalID", prefix = "ram")] + pub ram_global_id: Option, + #[yaserde(rename = "SellerAssignedID", prefix = "ram")] + pub ram_seller_assigned_id: Option, + #[yaserde(rename = "BuyerAssignedID", prefix = "ram")] + pub ram_buyer_assigned_id: Option, + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Name", prefix = "ram")] + pub ram_name: Option, + #[yaserde(rename = "Description", prefix = "ram")] + pub ram_description: Option, + #[yaserde(rename = "ApplicableProductCharacteristic", prefix = "ram")] + pub ram_applicable_product_characteristic: Vec, + #[yaserde(rename = "DesignatedProductClassification", prefix = "ram")] + pub ram_designated_product_classification: Vec, + #[yaserde(rename = "OriginTradeCountry", prefix = "ram")] + pub ram_origin_trade_country: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamOriginTradeCountry { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct IdType { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableProductCharacteristic { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Description", prefix = "ram")] + pub ram_description: Option, + #[yaserde(rename = "Value", prefix = "ram")] + pub ram_value: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamDesignatedProductClassification { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ClassCode", prefix = "ram")] + pub ram_class_code: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamClassCode { + #[yaserde(rename = "listID", attribute = true)] + pub list_id: Option, + #[yaserde(rename = "listVersionID", attribute = true)] + pub list_version_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeAgreement { + #[yaserde(rename = "BuyerOrderReferencedDocument", prefix = "ram")] + pub ram_buyer_order_referenced_document: + Option, + #[yaserde(rename = "GrossPriceProductTradePrice", prefix = "ram")] + pub ram_gross_price_product_trade_price: Option, + #[yaserde(rename = "NetPriceProductTradePrice", prefix = "ram")] + pub ram_net_price_product_trade_price: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamNetPriceProductTradePrice { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ChargeAmount", prefix = "ram")] + pub ram_charge_amount: Option, + #[yaserde(rename = "BasisQuantity", prefix = "ram")] + pub ram_basis_quantity: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamGrossPriceProductTradePrice { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ChargeAmount", prefix = "ram")] + pub ram_charge_amount: Option, + #[yaserde(rename = "BasisQuantity", prefix = "ram")] + pub ram_basis_quantity: Option, + #[yaserde(rename = "AppliedTradeAllowanceCharge", prefix = "ram")] + pub ram_applied_trade_allowance_charge: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBasisQuantity { + #[yaserde(rename = "unitCode", attribute = true)] + pub unit_code: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamAppliedTradeAllowanceCharge { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ChargeIndicator", prefix = "ram")] + pub ram_charge_indicator: + Option, + #[yaserde(rename = "ActualAmount", prefix = "ram")] + pub ram_actual_amount: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamGrossPriceProductTradePriceRamAppliedTradeAllowanceChargeRamChargeIndicator { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Indicator", prefix = "udt")] + pub udt_indicator: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeAgreementRamBuyerOrderReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "LineID", prefix = "ram")] + pub ram_line_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeDelivery { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "BilledQuantity", prefix = "ram")] + pub ram_billed_quantity: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBilledQuantity { + #[yaserde(rename = "unitCode", attribute = true)] + pub unit_code: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlement { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ApplicableTradeTax", prefix = "ram")] + pub ram_applicable_trade_tax: Option, + #[yaserde(rename = "BillingSpecifiedPeriod", prefix = "ram")] + pub ram_billing_specified_period: + Option, + #[yaserde(rename = "SpecifiedTradeAllowanceCharge", prefix = "ram")] + pub ram_specified_trade_allowance_charge: + Vec, + #[yaserde( + rename = "SpecifiedTradeSettlementLineMonetarySummation", + prefix = "ram" + )] + pub ram_specified_trade_settlement_line_monetary_summation: + Option, + #[yaserde(rename = "AdditionalReferencedDocument", prefix = "ram")] + pub ram_additional_referenced_document: + Option, + #[yaserde(rename = "ReceivableSpecifiedTradeAccountingAccount", prefix = "ram")] + pub ram_receivable_specified_trade_accounting_account: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedTradeSettlementLineMonetarySummation { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "LineTotalAmount", prefix = "ram")] + pub ram_line_total_amount: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamReceivableSpecifiedTradeAccountingAccount { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamAdditionalReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, + #[yaserde(rename = "TypeCode", prefix = "ram")] + pub ram_type_code: Option, + #[yaserde(rename = "ReferenceTypeCode", prefix = "ram")] + pub ram_reference_type_code: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamSpecifiedTradeAllowanceCharge { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ChargeIndicator", prefix = "ram")] + pub ram_charge_indicator: + Option, + #[yaserde(rename = "CalculationPercent", prefix = "ram")] + pub ram_calculation_percent: Option, + #[yaserde(rename = "BasisAmount", prefix = "ram")] + pub ram_basis_amount: Option, + #[yaserde(rename = "ActualAmount", prefix = "ram")] + pub ram_actual_amount: Option, + #[yaserde(rename = "ReasonCode", prefix = "ram")] + pub ram_reason_code: Option, + #[yaserde(rename = "Reason", prefix = "ram")] + pub ram_reason: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamSpecifiedTradeAllowanceChargeRamChargeIndicator { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Indicator", prefix = "udt")] + pub udt_indicator: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamBillingSpecifiedPeriod { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "StartDateTime", prefix = "ram")] + pub ram_start_date_time: + Option, + #[yaserde(rename = "EndDateTime", prefix = "ram")] + pub ram_end_date_time: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamBillingSpecifiedPeriodRamStartDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedLineTradeSettlementRamBillingSpecifiedPeriodRamEndDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeAgreement { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "BuyerReference", prefix = "ram")] + pub ram_buyer_reference: Option, + #[yaserde(rename = "SellerTradeParty", prefix = "ram")] + pub ram_seller_trade_party: Option, + #[yaserde(rename = "BuyerTradeParty", prefix = "ram")] + pub ram_buyer_trade_party: Option, + #[yaserde(rename = "SellerTaxRepresentativeTradeParty", prefix = "ram")] + pub ram_seller_tax_representative_trade_party: Option, + #[yaserde(rename = "SellerOrderReferencedDocument", prefix = "ram")] + pub ram_seller_order_referenced_document: Option, + #[yaserde(rename = "BuyerOrderReferencedDocument", prefix = "ram")] + pub ram_buyer_order_referenced_document: + Option, + #[yaserde(rename = "ContractReferencedDocument", prefix = "ram")] + pub ram_contract_referenced_document: Option, + #[yaserde(rename = "AdditionalReferencedDocument", prefix = "ram")] + pub ram_additional_referenced_document: + Vec, + #[yaserde(rename = "SpecifiedProcuringProject", prefix = "ram")] + pub ram_specified_procuring_project: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct TradeParty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Vec, + #[yaserde(rename = "GlobalID", prefix = "ram")] + pub ram_global_id: Option, + #[yaserde(rename = "Name", prefix = "ram")] + pub ram_name: Option, + #[yaserde(rename = "Description", prefix = "ram")] + pub ram_description: Option, + #[yaserde(rename = "SpecifiedLegalOrganization", prefix = "ram")] + pub ram_specified_legal_organization: Option, + #[yaserde(rename = "DefinedTradeContact", prefix = "ram")] + pub ram_defined_trade_contact: Option, + #[yaserde(rename = "PostalTradeAddress", prefix = "ram")] + pub ram_postal_trade_address: Option, + #[yaserde(rename = "URIUniversalCommunication", prefix = "ram")] + pub ram_uriuniversal_communication: Option, + #[yaserde(rename = "SpecifiedTaxRegistration", prefix = "ram")] + pub ram_specified_tax_registration: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct GlobalId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct SpecifiedLegalOrganization { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, + #[yaserde(rename = "TradingBusinessName", prefix = "ram")] + pub ram_trading_business_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTradePartyRamSpecifiedLegalOrganizationRamId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct DefinedTradeContact { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PersonName", prefix = "ram")] + pub ram_person_name: Option, + #[yaserde(rename = "DepartmentName", prefix = "ram")] + pub ram_department_name: Option, + #[yaserde(rename = "TelephoneUniversalCommunication", prefix = "ram")] + pub ram_telephone_universal_communication: + Option, + #[yaserde(rename = "EmailURIUniversalCommunication", prefix = "ram")] + pub ram_email_uriuniversal_communication: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTradePartyRamDefinedTradeContactRamTelephoneUniversalCommunication { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "CompleteNumber", prefix = "ram")] + pub ram_complete_number: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTradePartyRamDefinedTradeContactRamEmailUriuniversalCommunication { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "URIID", prefix = "ram")] + pub ram_uriid: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct PostalTradeAddress { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PostcodeCode", prefix = "ram")] + pub ram_postcode_code: Option, + #[yaserde(rename = "LineOne", prefix = "ram")] + pub ram_line_one: Option, + #[yaserde(rename = "LineTwo", prefix = "ram")] + pub ram_line_two: Option, + #[yaserde(rename = "LineThree", prefix = "ram")] + pub ram_line_three: Option, + #[yaserde(rename = "CityName", prefix = "ram")] + pub ram_city_name: Option, + #[yaserde(rename = "CountryID", prefix = "ram")] + pub ram_country_id: Option, + #[yaserde(rename = "CountrySubDivisionName", prefix = "ram")] + pub ram_country_sub_division_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct UriUniversalCommunication { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "URIID", prefix = "ram")] + pub ram_uriid: Option< + RamApplicableHeaderTradeAgreementRamSellerTradePartyRamUriuniversalCommunicationRamUriid, + >, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeAgreementRamSellerTradePartyRamUriuniversalCommunicationRamUriid +{ + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct SpecifiedTaxRegistration { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTradePartyRamSpecifiedTaxRegistrationRamId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradeParty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, + #[yaserde(rename = "Name", prefix = "ram")] + pub ram_name: Option, + #[yaserde(rename = "SpecifiedLegalOrganization", prefix = "ram")] + pub ram_specified_legal_organization: Option, + #[yaserde(rename = "DefinedTradeContact", prefix = "ram")] + pub ram_defined_trade_contact: Option, + #[yaserde(rename = "PostalTradeAddress", prefix = "ram")] + pub ram_postal_trade_address: Option, + #[yaserde(rename = "URIUniversalCommunication", prefix = "ram")] + pub ram_uriuniversal_communication: Option, + #[yaserde(rename = "SpecifiedTaxRegistration", prefix = "ram")] + pub ram_specified_tax_registration: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamSpecifiedLegalOrganization { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, + #[yaserde(rename = "TradingBusinessName", prefix = "ram")] + pub ram_trading_business_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamSpecifiedLegalOrganizationRamId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamDefinedTradeContact { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PersonName", prefix = "ram")] + pub ram_person_name: Option, + #[yaserde(rename = "TelephoneUniversalCommunication", prefix = "ram")] + pub ram_telephone_universal_communication: + Option, + #[yaserde(rename = "EmailURIUniversalCommunication", prefix = "ram")] + pub ram_email_uriuniversal_communication: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamDefinedTradeContactRamTelephoneUniversalCommunication { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "CompleteNumber", prefix = "ram")] + pub ram_complete_number: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamDefinedTradeContactRamEmailUriuniversalCommunication { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "URIID", prefix = "ram")] + pub ram_uriid: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamPostalTradeAddress { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PostcodeCode", prefix = "ram")] + pub ram_postcode_code: Option, + #[yaserde(rename = "LineOne", prefix = "ram")] + pub ram_line_one: Option, + #[yaserde(rename = "LineTwo", prefix = "ram")] + pub ram_line_two: Option, + #[yaserde(rename = "LineThree", prefix = "ram")] + pub ram_line_three: Option, + #[yaserde(rename = "CityName", prefix = "ram")] + pub ram_city_name: Option, + #[yaserde(rename = "CountryID", prefix = "ram")] + pub ram_country_id: Option, + #[yaserde(rename = "CountrySubDivisionName", prefix = "ram")] + pub ram_country_sub_division_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamUriuniversalCommunication { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "URIID", prefix = "ram")] + pub ram_uriid: Option< + RamApplicableHeaderTradeAgreementRamBuyerTradePartyRamUriuniversalCommunicationRamUriid, + >, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeAgreementRamBuyerTradePartyRamUriuniversalCommunicationRamUriid { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamSpecifiedTaxRegistration { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamBuyerTradePartyRamSpecifiedTaxRegistrationRamId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTaxRepresentativeTradeParty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Name", prefix = "ram")] + pub ram_name: Option, + #[yaserde(rename = "PostalTradeAddress", prefix = "ram")] + pub ram_postal_trade_address: Option, + #[yaserde(rename = "SpecifiedTaxRegistration", prefix = "ram")] + pub ram_specified_tax_registration: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTaxRepresentativeTradePartyRamPostalTradeAddress { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PostcodeCode", prefix = "ram")] + pub ram_postcode_code: Option, + #[yaserde(rename = "LineOne", prefix = "ram")] + pub ram_line_one: Option, + #[yaserde(rename = "LineTwo", prefix = "ram")] + pub ram_line_two: Option, + #[yaserde(rename = "LineThree", prefix = "ram")] + pub ram_line_three: Option, + #[yaserde(rename = "CityName", prefix = "ram")] + pub ram_city_name: Option, + #[yaserde(rename = "CountryID", prefix = "ram")] + pub ram_country_id: Option, + #[yaserde(rename = "CountrySubDivisionName", prefix = "ram")] + pub ram_country_sub_division_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTaxRepresentativeTradePartyRamSpecifiedTaxRegistration { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerTaxRepresentativeTradePartyRamSpecifiedTaxRegistrationRamId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSellerOrderReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeAgreementRamBuyerOrderReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamContractReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeAgreementRamAdditionalReferencedDocument { + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, + #[yaserde(rename = "URIID", prefix = "ram")] + pub ram_uriid: Option, + #[yaserde(rename = "TypeCode", prefix = "ram")] + pub ram_type_code: Option, + #[yaserde(rename = "Name", prefix = "ram")] + pub ram_name: Option, + #[yaserde(rename = "AttachmentBinaryObject", prefix = "ram")] + pub ram_attachment_binary_object: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamAttachmentBinaryObject { + #[yaserde(rename = "mimeCode", attribute = true)] + pub mime_code: Option, + #[yaserde(attribute = true)] + pub filename: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedProcuringProject { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, + #[yaserde(rename = "Name", prefix = "ram")] + pub ram_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeDelivery { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ShipToTradeParty", prefix = "ram")] + pub ram_ship_to_trade_party: Option, + #[yaserde(rename = "ActualDeliverySupplyChainEvent", prefix = "ram")] + pub ram_actual_delivery_supply_chain_event: Option, + #[yaserde(rename = "DespatchAdviceReferencedDocument", prefix = "ram")] + pub ram_despatch_advice_referenced_document: Option, + #[yaserde(rename = "ReceivingAdviceReferencedDocument", prefix = "ram")] + pub ram_receiving_advice_referenced_document: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamActualDeliverySupplyChainEvent { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "OccurrenceDateTime", prefix = "ram")] + pub ram_occurrence_date_time: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamOccurrenceDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamDespatchAdviceReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamReceivingAdviceReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlement { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "CreditorReferenceID", prefix = "ram")] + pub ram_creditor_reference_id: Option, + #[yaserde(rename = "PaymentReference", prefix = "ram")] + pub ram_payment_reference: Option, + #[yaserde(rename = "TaxCurrencyCode", prefix = "ram")] + pub ram_tax_currency_code: Option, + #[yaserde(rename = "InvoiceCurrencyCode", prefix = "ram")] + pub ram_invoice_currency_code: Option, + #[yaserde(rename = "PayeeTradeParty", prefix = "ram")] + pub ram_payee_trade_party: Option, + #[yaserde(rename = "SpecifiedTradeSettlementPaymentMeans", prefix = "ram")] + pub ram_specified_trade_settlement_payment_means: Vec, + #[yaserde(rename = "ApplicableTradeTax", prefix = "ram")] + pub ram_applicable_trade_tax: Vec, + #[yaserde(rename = "BillingSpecifiedPeriod", prefix = "ram")] + pub ram_billing_specified_period: + Option, + #[yaserde(rename = "SpecifiedTradeAllowanceCharge", prefix = "ram")] + pub ram_specified_trade_allowance_charge: + Vec, + #[yaserde(rename = "SpecifiedTradePaymentTerms", prefix = "ram")] + pub ram_specified_trade_payment_terms: Option, + #[yaserde( + rename = "SpecifiedTradeSettlementHeaderMonetarySummation", + prefix = "ram" + )] + pub ram_specified_trade_settlement_header_monetary_summation: + Option, + #[yaserde(rename = "InvoiceReferencedDocument", prefix = "ram")] + pub ram_invoice_referenced_document: Option, + #[yaserde(rename = "ReceivableSpecifiedTradeAccountingAccount", prefix = "ram")] + pub ram_receivable_specified_trade_accounting_account: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedTradeSettlementPaymentMeans { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "TypeCode", prefix = "ram")] + pub ram_type_code: Option, + #[yaserde(rename = "Information", prefix = "ram")] + pub ram_information: Option, + #[yaserde(rename = "PayerPartyDebtorFinancialAccount", prefix = "ram")] + pub ram_payer_party_debitor_financial_account: Option, + #[yaserde(rename = "PayeePartyCreditorFinancialAccount", prefix = "ram")] + pub ram_payee_party_creditor_financial_account: Option, + #[yaserde(rename = "PayeeSpecifiedCreditorFinancialInstitution", prefix = "ram")] + pub ram_payee_specified_creditor_financial_institution: + Option, + #[yaserde(rename = "ApplicableTradeSettlementFinancialCard", prefix = "ram")] + pub ram_applicable_trade_settlement_financial_card: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableTradeSettlementFinancialCard { + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, + #[yaserde(rename = "CardholderName", prefix = "ram")] + pub ram_cardholder_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamPayeePartyCreditorFinancialAccount { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IBANID", prefix = "ram")] + pub ram_ibanid: Option, + #[yaserde(rename = "AccountName", prefix = "ram")] + pub ram_account_name: Option, + #[yaserde(rename = "ProprietaryID", prefix = "ram")] + pub ram_proprietary_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamPayeeSpecifiedCreditorFinancialInstitution { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "BICID", prefix = "ram")] + pub ram_bicid: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct ApplicableTradeTax { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "CalculatedAmount", prefix = "ram")] + pub ram_calculated_amount: Option, + #[yaserde(rename = "TypeCode", prefix = "ram")] + pub ram_type_code: Option, + #[yaserde(rename = "ExemptionReason", prefix = "ram")] + pub ram_exemption_reason: Option, + #[yaserde(rename = "BasisAmount", prefix = "ram")] + pub ram_basis_amount: Option, + #[yaserde(rename = "CategoryCode", prefix = "ram")] + pub ram_category_code: Option, + #[yaserde(rename = "DueDateTypeCode", prefix = "ram")] + pub ram_due_date_type_code: Option, + #[yaserde(rename = "ExemptionReasonCode", prefix = "ram")] + pub ram_exemption_reason_code: Option, + #[yaserde(rename = "TaxPointDate", prefix = "ram")] + pub ram_tax_point_date: Option, + #[yaserde(rename = "RateApplicablePercent", prefix = "ram")] + pub ram_rate_applicable_percent: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamTaxPointDate { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateString", prefix = "udt")] + pub udt_date_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct DateString { + #[yaserde(attribute = true)] + pub format: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlementRamBillingSpecifiedPeriod { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "StartDateTime", prefix = "ram")] + pub ram_start_date_time: + Option, + #[yaserde(rename = "EndDateTime", prefix = "ram")] + pub ram_end_date_time: + Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlementRamBillingSpecifiedPeriodRamStartDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlementRamBillingSpecifiedPeriodRamEndDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlementRamSpecifiedTradeAllowanceCharge { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ChargeIndicator", prefix = "ram")] + pub ram_charge_indicator: Option< + RamApplicableHeaderTradeSettlementRamSpecifiedTradeAllowanceChargeRamChargeIndicator, + >, + #[yaserde(rename = "CalculationPercent", prefix = "ram")] + pub ram_calculation_percent: Option, + #[yaserde(rename = "BasisAmount", prefix = "ram")] + pub ram_basis_amount: Option, + #[yaserde(rename = "ActualAmount", prefix = "ram")] + pub ram_actual_amount: Option, + #[yaserde(rename = "ReasonCode", prefix = "ram")] + pub ram_reason_code: Option, + #[yaserde(rename = "Reason", prefix = "ram")] + pub ram_reason: Option, + #[yaserde(rename = "CategoryTradeTax", prefix = "ram")] + pub ram_category_trade_tax: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlementRamSpecifiedTradeAllowanceChargeRamChargeIndicator { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Indicator", prefix = "udt")] + pub udt_indicator: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamCategoryTradeTax { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "TypeCode", prefix = "ram")] + pub ram_type_code: Option, + #[yaserde(rename = "CategoryCode", prefix = "ram")] + pub ram_category_code: Option, + #[yaserde(rename = "RateApplicablePercent", prefix = "ram")] + pub ram_rate_applicable_percent: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedTradePaymentTerms { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Description", prefix = "ram")] + pub ram_description: Option, + #[yaserde(rename = "DueDateDateTime", prefix = "ram")] + pub ram_due_date_date_time: Option, + #[yaserde(rename = "DirectDebitMandateID", prefix = "ram")] + pub ram_direct_debit_mandate_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamDueDateDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "udt")] + pub udt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamSpecifiedTradeSettlementHeaderMonetarySummation { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "LineTotalAmount", prefix = "ram")] + pub ram_line_total_amount: Option, + #[yaserde(rename = "ChargeTotalAmount", prefix = "ram")] + pub ram_charge_total_amount: Option, + #[yaserde(rename = "AllowanceTotalAmount", prefix = "ram")] + pub ram_allowance_total_amount: Option, + #[yaserde(rename = "TaxBasisTotalAmount", prefix = "ram")] + pub ram_tax_basis_total_amount: Option, + #[yaserde(rename = "TaxTotalAmount", prefix = "ram")] + pub ram_tax_total_amount: Vec, + #[yaserde(rename = "RoundingAmount", prefix = "ram")] + pub ram_rounding_amount: Option, + #[yaserde(rename = "GrandTotalAmount", prefix = "ram")] + pub ram_grand_total_amount: Option, + #[yaserde(rename = "TotalPrepaidAmount", prefix = "ram")] + pub ram_total_prepaid_amount: Option, + #[yaserde(rename = "DuePayableAmount", prefix = "ram")] + pub ram_due_payable_amount: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamTaxTotalAmount { + #[yaserde(rename = "currencyID", attribute = true)] + pub currency_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamInvoiceReferencedDocument { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IssuerAssignedID", prefix = "ram")] + pub ram_issuer_assigned_id: Option, + #[yaserde(rename = "FormattedIssueDateTime", prefix = "ram")] + pub ram_formatted_issue_date_time: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamFormattedIssueDateTime { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "DateTimeString", prefix = "qdt")] + pub qdt_date_time_string: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "rsm" = "urn:un:unece:uncefact:data:standard:CrossIndustryInvoice:100", + "qdt" = "urn:un:unece:uncefact:data:standard:QualifiedDataType:100", + "ram" = "urn:un:unece:uncefact:data:standard:ReusableAggregateBusinessInformationEntity:100", + "udt" = "urn:un:unece:uncefact:data:standard:UnqualifiedDataType:100", + } +)] +pub struct RamApplicableHeaderTradeSettlementRamReceivableSpecifiedTradeAccountingAccount { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "ram")] + pub ram_id: Option, +} diff --git a/src/lib.rs b/src/lib.rs new file mode 100644 index 0000000..d34628c --- /dev/null +++ b/src/lib.rs @@ -0,0 +1,295 @@ +pub mod cii { + pub mod cii_business_rule_validator; + pub mod cii_model; +} + +pub mod ubl { + pub mod ubl_business_rule_validator; + pub mod ubl_model; +} + +use crate::cii::cii_business_rule_validator; +use crate::ubl::ubl_business_rule_validator; +use crate::ZugferdProfile::EN16931; +pub use cii::cii_model::CrossIndustryInvoice; +use lopdf::Document; +use lopdf::Error; +use lopdf::Object; +use std::fmt::Debug; +use std::io::{Read, Write}; +use std::sync::Arc; +use thiserror::Error; +pub use ubl::ubl_model::UblInvoice; +use yaserde::__xml::attribute::OwnedAttribute; +use yaserde::__xml::namespace::Namespace; +use yaserde::de::Deserializer; +use yaserde::ser::Serializer; +use yaserde::{YaDeserialize, YaSerialize}; + +uniffi::setup_scaffolding!(); +#[derive(Debug, uniffi::Error, Error)] +pub enum InvoiceError { + #[error("Failed to parse XML")] + ParseError(String), + #[error("Failed to validate XML: {0}")] + ValidationError(String), + #[error("Failed to unwrap Arc")] + ArcError, +} + +#[derive(Debug, Clone, uniffi::Record)] +pub struct BusinessRuleViolation { + pub rule_id: String, + pub rule_text: String, +} +impl BusinessRuleViolation { + pub fn new(rule_id: &str, rule_text: &str) -> Self { + Self { + rule_id: rule_id.to_string(), + rule_text: rule_text.to_string(), + } + } +} + +#[derive(Error, Debug, Clone, uniffi::Enum)] +pub enum ValidationError { + #[error("Fatal: {0:?}")] + Fatal(BusinessRuleViolation), + #[error("Warning: {0:?}")] + Warning(BusinessRuleViolation), + #[error("Failed to concurrently execute: {0:?}")] + ConcurrencyError(String), +} +impl YaDeserialize for InvoiceStandard { + fn deserialize(reader: &mut Deserializer) -> Result { + UblInvoice::deserialize(reader) + .map(InvoiceStandard::UBL) + .or_else(|_| CrossIndustryInvoice::deserialize(reader).map(InvoiceStandard::CII)) + } +} + +#[allow(clippy::large_enum_variant)] +#[derive(uniffi::Enum)] +pub enum InvoiceStandard { + UBL(UblInvoice), + CII(CrossIndustryInvoice), +} + +impl YaSerialize for InvoiceStandard { + fn serialize(&self, writer: &mut Serializer) -> Result<(), String> { + match self { + InvoiceStandard::UBL(invoice) => invoice.serialize(writer), + InvoiceStandard::CII(invoice) => invoice.serialize(writer), + } + } + + fn serialize_attributes( + &self, + attributes: Vec, + namespace: Namespace, + ) -> Result<(Vec, Namespace), String> { + match self { + InvoiceStandard::UBL(invoice) => invoice.serialize_attributes(attributes, namespace), + InvoiceStandard::CII(invoice) => invoice.serialize_attributes(attributes, namespace), + } + } +} +/// Validate an invoice XML file +/// # Arguments +/// * `xml` - The XML content of the invoice +/// # Returns +/// * `InvoiceStandard` - The parsed invoice +/// # Errors +/// * `InvoiceError` - If the invoice is invalid +#[uniffi::export] +pub fn validate_invoice(xml: &str) -> Result { + let invoice_standard: InvoiceStandard = + yaserde::de::from_str(xml).map_err(InvoiceError::ParseError)?; + + match &invoice_standard { + InvoiceStandard::UBL(invoice) => { + let arc = Arc::new(invoice); + ubl_business_rule_validator::validate_invoice(arc).map_err(|e| { + InvoiceError::ValidationError( + e.iter() + .map(|e| e.to_string()) + .collect::>() + .join("\n"), + ) + })?; + } + InvoiceStandard::CII(invoice) => { + let arc = Arc::new(invoice); + cii_business_rule_validator::validate_invoice(EN16931, arc).map_err(|e| { + InvoiceError::ValidationError( + e.iter() + .map(|e| e.to_string()) + .collect::>() + .join("\n"), + ) + })?; + } + } + + Ok(invoice_standard) +} +/// Validate a ZUGFeRD PDF file +/// # Arguments +/// * `file_path` - The path to the PDF file +/// # Returns +/// * `InvoiceStandard` - The parsed invoice +/// # Errors +/// * `InvoiceError` - If the invoice is invalid +/// +/// This first extracts the embedded XML file from the PDF and then delegates to `validate_invoice` +#[uniffi::export] +pub fn validate_zugferd_pdf(file_path: &str) -> Result { + let pdf_document = + Document::load(file_path).map_err(|e| InvoiceError::ParseError(e.to_string()))?; + match get_embedded_xml_file(&pdf_document) { + Ok(embedded_file) => { + if let Some((_file_name, content)) = embedded_file { + let xml_content = String::from_utf8(content) + .map_err(|err| InvoiceError::ParseError(err.to_string()))?; + validate_invoice(&xml_content) + } else { + Err(InvoiceError::ParseError( + "No embedded XML file found".to_string(), + )) + } + } + Err(e) => Err(InvoiceError::ParseError(e.to_string())), + } +} + +fn get_embedded_xml_file(pdf: &Document) -> Result)>, Error> { + let root_ref = pdf.trailer.get(b"Root")?.as_reference()?; + + let catalog = pdf.get_object(root_ref).and_then(|obj| obj.as_dict())?; + + let names = catalog.get(b"Names")?; + + let names_dict = match names { + Object::Dictionary(dict) => dict.clone(), + Object::Reference(obj_ref) => { + let dict_obj = pdf.get_object(*obj_ref).and_then(|obj| obj.as_dict())?; + dict_obj.clone() + } + _ => { + return Err(Error::DictKey); + } + }; + + names_dict.get(b"EmbeddedFiles")?; + + let embedded_files_obj = names_dict.get(b"EmbeddedFiles")?; + + let embedded_files_dict = match embedded_files_obj { + Object::Dictionary(dict) => dict.clone(), + Object::Reference(obj_ref) => pdf.get_object(*obj_ref)?.as_dict()?.clone(), + _ => return Err(Error::DictKey), + }; + + let names_array_obj = embedded_files_dict.get(b"Names")?; + + let names_array = names_array_obj.as_array()?; + + let mut idx = 0; + while idx < names_array.len() { + let file_name_obj = &names_array[idx]; + let file_spec_obj = &names_array[idx + 1]; + idx += 2; + + let file_name = match file_name_obj { + Object::String(bytes, _) => String::from_utf8_lossy(bytes).to_string(), + _ => continue, // Not a valid file name + }; + + if !file_name.to_lowercase().ends_with(".xml") { + continue; + } + + let file_spec_dict = match file_spec_obj { + Object::Reference(r) => pdf.get_object(*r)?.as_dict()?.clone(), + Object::Dictionary(d) => d.clone(), + _ => continue, // Not a valid file spec + }; + + let ef_obj = file_spec_dict.get(b"EF")?; + + let ef_dict = match ef_obj { + Object::Reference(r) => pdf.get_object(*r)?.as_dict()?.clone(), + Object::Dictionary(d) => d.clone(), + _ => continue, + }; + + let file_stream_ref = ef_dict.get(b"F")?; + + let file_stream = match file_stream_ref { + Object::Reference(r) => pdf.get_object(*r)?, + Object::Stream(s) => &Object::Stream(s.clone()), + _ => continue, + }; + + let file_bytes = match file_stream { + Object::Stream(ref stream) => stream.decompressed_content()?, + _ => continue, + }; + + return Ok(Some((file_name, file_bytes))); + } + Ok(None) +} + +#[derive(uniffi::Enum)] +// TODO: parse the profile based on the XML content +pub enum ZugferdProfile { + Basic, + EN16931, +} + +#[cfg(test)] +mod tests { + use crate::{validate_invoice, InvoiceError, InvoiceStandard}; + + #[test] + fn it_works() { + let s = include_str!("../tests/inputs/ubl/01.01_comprehensive_test_ubl.xml"); + let invoice_standard = validate_invoice(s).unwrap(); + match invoice_standard { + InvoiceStandard::UBL(invoice) => { + assert!(invoice.cbc_id.is_some()); + } + _ => panic!("Expected UBL invoice"), + } + } + + #[test] + fn err_works() { + let s = include_str!( + "../tests/inputs/ubl/invalid/no_customizationid_01.01_comprehensive_test_ubl.xml" + ); + let res = validate_invoice(s); + assert!(res.is_err()); + match res { + Err(e) => { + assert!(matches!(e, InvoiceError::ValidationError(_))); + } + _ => panic!("Expected an error"), + } + } + + #[test] + fn pdf_extraction_works() { + let invoice = crate::validate_zugferd_pdf( + "./tests/inputs/zugferd/EXTENDED_Projektabschlussrechnung.pdf", + ) + .unwrap(); + match invoice { + InvoiceStandard::CII(invoice) => { + assert!(invoice.rsm_exchanged_document.is_some()); + } + _ => panic!("Expected CII invoice"), + } + } +} diff --git a/src/ubl/ubl_business_rule_validator.rs b/src/ubl/ubl_business_rule_validator.rs new file mode 100644 index 0000000..235e347 --- /dev/null +++ b/src/ubl/ubl_business_rule_validator.rs @@ -0,0 +1,12837 @@ +use crate::{BusinessRuleViolation, UblInvoice, ValidationError}; +use rayon::iter::IntoParallelRefIterator; +use rayon::iter::ParallelIterator; +use std::sync::Arc; + +pub fn validate_invoice(invoice: Arc<&UblInvoice>) -> Result<(), Vec> { + let results: Vec<_> = BUSINESS_RULES + .par_iter() + .map(|rule| rule(&invoice)) + .filter_map(Result::err) // Collect only errors + .collect(); + + if results.is_empty() { + Ok(()) + } else { + Err(results) + } +} + +type BusinessRule = fn(&UblInvoice) -> Result<(), ValidationError>; +pub const BUSINESS_RULES: &[BusinessRule] = &[ + validate_br_52, + validate_br_co_25, + validate_br_63, + validate_br_11, + validate_br_51, + validate_br_57, + validate_br_31, + validate_br_32, + validate_br_33, + validate_br_co_05, + validate_br_co_21, + validate_br_dec_01, + validate_br_dec_02, + validate_br_36, + validate_br_37, + validate_br_38, + validate_br_co_06, + validate_br_co_22, + validate_br_dec_05, + validate_br_dec_06, + validate_br_12, + validate_br_13, + validate_br_14, + validate_br_15, + validate_br_co_10, + validate_br_co_11, + validate_br_co_12, + validate_br_co_13, + validate_br_co_16, + validate_br_dec_09, + validate_br_dec_10, + validate_br_dec_11, + validate_br_dec_12, + validate_br_dec_14, + validate_br_dec_16, + validate_br_dec_17, + validate_br_dec_18, + validate_br_01, + validate_br_02, + validate_br_03, + validate_br_04, + validate_br_05, + validate_br_06, + validate_br_07, + validate_br_08, + validate_br_10, + validate_br_16, + validate_br_53, + validate_br_66, + validate_br_67, + validate_br_ae_01, + validate_br_ae_02, + validate_br_ae_03, + validate_br_ae_04, + validate_br_co_03, + validate_br_co_15, + validate_br_co_18, + validate_br_dec_13, + validate_br_dec_15, + validate_br_e_01, + validate_br_e_02, + validate_br_e_03, + validate_br_e_04, + validate_br_g_01, + validate_br_g_02, + validate_br_g_03, + validate_br_g_04, + validate_br_ic_01, + validate_br_ic_02, + validate_br_ic_03, + validate_br_ic_04, + validate_br_ic_11, + validate_br_ic_12, + validate_br_ig_01, + validate_br_ig_02, + validate_br_ig_03, + validate_br_ig_04, + validate_br_ip_01, + validate_br_ip_02, + validate_br_ip_03, + validate_br_ip_04, + validate_br_o_01, + validate_br_o_02, + validate_br_o_03, + validate_br_o_04, + validate_br_o_11, + validate_br_o_12, + validate_br_o_13, + validate_br_o_14, + validate_br_s_01, + validate_br_s_02, + validate_br_s_03, + validate_br_s_04, + validate_br_z_01, + validate_br_z_02, + validate_br_z_03, + validate_br_z_04, + validate_br_b_01, + validate_br_b_02, + validate_br_21, + validate_br_22, + validate_br_23, + validate_br_24, + validate_br_25, + validate_br_26, + validate_br_27, + validate_br_28, + validate_br_co_04, + validate_br_dec_23, + validate_br_41, + validate_br_42, + validate_br_co_07, + validate_br_co_23, + validate_br_dec_24, + validate_br_dec_25, + validate_br_43, + validate_br_44, + validate_br_co_08, + validate_br_co_24, + validate_br_dec_27, + validate_br_dec_28, + validate_br_30, + validate_br_co_20, + validate_br_29, + validate_br_co_19, + validate_br_54, + validate_br_65, + validate_br_64, + validate_br_cl_08, + validate_br_17, + validate_br_50, + validate_br_49, + validate_br_61, + validate_br_55, + validate_br_co_26, + validate_br_62, + validate_br_09, + validate_br_18, + validate_br_19, + validate_br_56, + validate_br_20, + validate_br_co_14, + validate_br_45, + validate_br_46, + validate_br_47, + validate_br_48, + validate_br_co_17, + validate_br_dec_19, + validate_br_dec_20, + validate_br_co_09, + validate_br_ae_08, + validate_br_ae_09, + validate_br_ae_10, + validate_br_ae_06, + validate_br_ae_07, + validate_br_ae_05, + validate_br_e_08, + validate_br_e_09, + validate_br_e_10, + validate_br_e_06, + validate_br_e_07, + validate_br_e_05, + validate_br_g_08, + validate_br_g_09, + validate_br_g_10, + validate_br_g_06, + validate_br_g_07, + validate_br_g_05, + validate_br_ic_08, + validate_br_ic_09, + validate_br_ic_10, + validate_br_ic_06, + validate_br_ic_07, + validate_br_ic_05, + validate_br_ig_08, + validate_br_ig_09, + validate_br_ig_10, + validate_br_ig_06, + validate_br_ig_07, + validate_br_ig_05, + validate_br_ip_08, + validate_br_ip_09, + validate_br_ip_10, + validate_br_ip_06, + validate_br_ip_07, + validate_br_ip_05, + validate_br_o_08, + validate_br_o_09, + validate_br_o_10, + validate_br_o_06, + validate_br_o_07, + validate_br_o_05, + validate_br_s_08, + validate_br_s_09, + validate_br_s_10, + validate_br_s_06, + validate_br_s_07, + validate_br_s_05, + validate_br_z_08, + validate_br_z_09, + validate_br_z_10, + validate_br_z_06, + validate_br_z_07, + validate_br_z_05, + validate_ubl_sr_51, + validate_ubl_sr_42, + validate_ubl_sr_33, + validate_ubl_sr_43, + validate_ubl_dt_01, + validate_ubl_dt_06, + validate_ubl_dt_07, + validate_ubl_sr_25, + validate_ubl_sr_30, + validate_ubl_sr_31, + validate_ubl_cr_001, + validate_ubl_cr_002, + validate_ubl_cr_003, + validate_ubl_cr_004, + validate_ubl_cr_005, + validate_ubl_cr_006, + validate_ubl_cr_007, + validate_ubl_cr_008, + validate_ubl_cr_009, + validate_ubl_cr_010, + validate_ubl_cr_011, + validate_ubl_cr_012, + validate_ubl_cr_013, + validate_ubl_cr_014, + validate_ubl_cr_015, + validate_ubl_cr_016, + validate_ubl_cr_017, + validate_ubl_cr_018, + validate_ubl_cr_019, + validate_ubl_cr_020, + validate_ubl_cr_021, + validate_ubl_cr_022, + validate_ubl_cr_023, + validate_ubl_cr_024, + validate_ubl_cr_025, + validate_ubl_cr_026, + validate_ubl_cr_027, + validate_ubl_cr_028, + validate_ubl_cr_029, + validate_ubl_cr_030, + validate_ubl_cr_031, + validate_ubl_cr_032, + validate_ubl_cr_033, + validate_ubl_cr_034, + validate_ubl_cr_035, + validate_ubl_cr_036, + validate_ubl_cr_037, + validate_ubl_cr_038, + validate_ubl_cr_039, + validate_ubl_cr_040, + validate_ubl_cr_041, + validate_ubl_cr_042, + validate_ubl_cr_043, + validate_ubl_cr_044, + validate_ubl_cr_045, + validate_ubl_cr_046, + validate_ubl_cr_047, + validate_ubl_cr_048, + validate_ubl_cr_049, + validate_ubl_cr_050, + validate_ubl_cr_051, + validate_ubl_cr_052, + validate_ubl_cr_053, + validate_ubl_cr_054, + validate_ubl_cr_055, + validate_ubl_cr_056, + validate_ubl_cr_057, + validate_ubl_cr_058, + validate_ubl_cr_059, + validate_ubl_cr_060, + validate_ubl_cr_061, + validate_ubl_cr_062, + validate_ubl_cr_063, + validate_ubl_cr_064, + validate_ubl_cr_065, + validate_ubl_cr_066, + validate_ubl_cr_067, + validate_ubl_cr_068, + validate_ubl_cr_069, + validate_ubl_cr_070, + validate_ubl_cr_071, + validate_ubl_cr_072, + validate_ubl_cr_073, + validate_ubl_cr_074, + validate_ubl_cr_075, + validate_ubl_cr_076, + validate_ubl_cr_077, + validate_ubl_cr_078, + validate_ubl_cr_079, + validate_ubl_cr_080, + validate_ubl_cr_081, + validate_ubl_cr_082, + validate_ubl_cr_083, + validate_ubl_cr_084, + validate_ubl_cr_085, + validate_ubl_cr_086, + validate_ubl_cr_087, + validate_ubl_cr_088, + validate_ubl_cr_089, + validate_ubl_cr_090, + validate_ubl_cr_091, + validate_ubl_cr_092, + validate_ubl_cr_093, + validate_ubl_cr_094, + validate_ubl_cr_095, + validate_ubl_cr_096, + validate_ubl_cr_097, + validate_ubl_cr_098, + validate_ubl_cr_099, + validate_ubl_cr_100, + validate_ubl_cr_101, + validate_ubl_cr_102, + validate_ubl_cr_103, + validate_ubl_cr_104, + validate_ubl_cr_105, + validate_ubl_cr_106, + validate_ubl_cr_107, + validate_ubl_cr_108, + validate_ubl_cr_109, + validate_ubl_cr_110, + validate_ubl_cr_111, + validate_ubl_cr_112, + validate_ubl_cr_113, + validate_ubl_cr_114, + validate_ubl_cr_115, + validate_ubl_cr_116, + validate_ubl_cr_117, + validate_ubl_cr_118, + validate_ubl_cr_119, + validate_ubl_cr_121, + validate_ubl_cr_122, + validate_ubl_cr_123, + validate_ubl_cr_124, + validate_ubl_cr_125, + validate_ubl_cr_126, + validate_ubl_cr_127, + validate_ubl_cr_128, + validate_ubl_cr_129, + validate_ubl_cr_130, + validate_ubl_cr_131, + validate_ubl_cr_132, + validate_ubl_cr_133, + validate_ubl_cr_134, + validate_ubl_cr_135, + validate_ubl_cr_136, + validate_ubl_cr_137, + validate_ubl_cr_138, + validate_ubl_cr_139, + validate_ubl_cr_140, + validate_ubl_cr_141, + validate_ubl_cr_142, + validate_ubl_cr_143, + validate_ubl_cr_144, + validate_ubl_cr_145, + validate_ubl_cr_146, + validate_ubl_cr_147, + validate_ubl_cr_148, + validate_ubl_cr_149, + validate_ubl_cr_150, + validate_ubl_cr_151, + validate_ubl_cr_152, + validate_ubl_cr_153, + validate_ubl_cr_154, + validate_ubl_cr_155, + validate_ubl_cr_156, + validate_ubl_cr_157, + validate_ubl_cr_158, + validate_ubl_cr_159, + validate_ubl_cr_160, + validate_ubl_cr_161, + validate_ubl_cr_162, + validate_ubl_cr_163, + validate_ubl_cr_164, + validate_ubl_cr_165, + validate_ubl_cr_166, + validate_ubl_cr_167, + validate_ubl_cr_168, + validate_ubl_cr_169, + validate_ubl_cr_170, + validate_ubl_cr_171, + validate_ubl_cr_172, + validate_ubl_cr_173, + validate_ubl_cr_174, + validate_ubl_cr_175, + validate_ubl_cr_176, + validate_ubl_cr_177, + validate_ubl_cr_178, + validate_ubl_cr_179, + validate_ubl_cr_180, + validate_ubl_cr_181, + validate_ubl_cr_182, + validate_ubl_cr_183, + validate_ubl_cr_184, + validate_ubl_cr_185, + validate_ubl_cr_186, + validate_ubl_cr_187, + validate_ubl_cr_188, + validate_ubl_cr_189, + validate_ubl_cr_190, + validate_ubl_cr_191, + validate_ubl_cr_192, + validate_ubl_cr_193, + validate_ubl_cr_194, + validate_ubl_cr_195, + validate_ubl_cr_196, + validate_ubl_cr_197, + validate_ubl_cr_198, + validate_ubl_cr_199, + validate_ubl_cr_200, + validate_ubl_cr_201, + validate_ubl_cr_202, + validate_ubl_cr_203, + validate_ubl_cr_204, + validate_ubl_cr_205, + validate_ubl_cr_206, + validate_ubl_cr_207, + validate_ubl_cr_208, + validate_ubl_cr_209, + validate_ubl_cr_210, + validate_ubl_cr_211, + validate_ubl_cr_212, + validate_ubl_cr_213, + validate_ubl_cr_214, + validate_ubl_cr_215, + validate_ubl_cr_216, + validate_ubl_cr_217, + validate_ubl_cr_218, + validate_ubl_cr_219, + validate_ubl_cr_220, + validate_ubl_cr_221, + validate_ubl_cr_222, + validate_ubl_cr_223, + validate_ubl_cr_224, + validate_ubl_cr_225, + validate_ubl_cr_226, + validate_ubl_cr_227, + validate_ubl_cr_228, + validate_ubl_cr_229, + validate_ubl_cr_230, + validate_ubl_cr_231, + validate_ubl_cr_232, + validate_ubl_cr_233, + validate_ubl_cr_234, + validate_ubl_cr_235, + validate_ubl_cr_236, + validate_ubl_cr_237, + validate_ubl_cr_238, + validate_ubl_cr_239, + validate_ubl_cr_240, + validate_ubl_cr_241, + validate_ubl_cr_242, + validate_ubl_cr_243, + validate_ubl_cr_244, + validate_ubl_cr_245, + validate_ubl_cr_246, + validate_ubl_cr_247, + validate_ubl_cr_248, + validate_ubl_cr_249, + validate_ubl_cr_250, + validate_ubl_cr_251, + validate_ubl_cr_252, + validate_ubl_cr_253, + validate_ubl_cr_254, + validate_ubl_cr_255, + validate_ubl_cr_256, + validate_ubl_cr_257, + validate_ubl_cr_258, + validate_ubl_cr_259, + validate_ubl_cr_260, + validate_ubl_cr_261, + validate_ubl_cr_262, + validate_ubl_cr_263, + validate_ubl_cr_264, + validate_ubl_cr_265, + validate_ubl_cr_266, + validate_ubl_cr_267, + validate_ubl_cr_268, + validate_ubl_cr_269, + validate_ubl_cr_270, + validate_ubl_cr_271, + validate_ubl_cr_272, + validate_ubl_cr_273, + validate_ubl_cr_274, + validate_ubl_cr_275, + validate_ubl_cr_276, + validate_ubl_cr_277, + validate_ubl_cr_278, + validate_ubl_cr_279, + validate_ubl_cr_280, + validate_ubl_cr_281, + validate_ubl_cr_282, + validate_ubl_cr_283, + validate_ubl_cr_284, + validate_ubl_cr_285, + validate_ubl_cr_286, + validate_ubl_cr_287, + validate_ubl_cr_288, + validate_ubl_cr_289, + validate_ubl_cr_290, + validate_ubl_cr_291, + validate_ubl_cr_292, + validate_ubl_cr_293, + validate_ubl_cr_294, + validate_ubl_cr_295, + validate_ubl_cr_296, + validate_ubl_cr_297, + validate_ubl_cr_298, + validate_ubl_cr_299, + validate_ubl_cr_300, + validate_ubl_cr_301, + validate_ubl_cr_302, + validate_ubl_cr_303, + validate_ubl_cr_304, + validate_ubl_cr_305, + validate_ubl_cr_306, + validate_ubl_cr_307, + validate_ubl_cr_308, + validate_ubl_cr_309, + validate_ubl_cr_310, + validate_ubl_cr_311, + validate_ubl_cr_312, + validate_ubl_cr_313, + validate_ubl_cr_314, + validate_ubl_cr_315, + validate_ubl_cr_316, + validate_ubl_cr_317, + validate_ubl_cr_318, + validate_ubl_cr_319, + validate_ubl_cr_320, + validate_ubl_cr_321, + validate_ubl_cr_322, + validate_ubl_cr_323, + validate_ubl_cr_324, + validate_ubl_cr_325, + validate_ubl_cr_326, + validate_ubl_cr_327, + validate_ubl_cr_328, + validate_ubl_cr_329, + validate_ubl_cr_330, + validate_ubl_cr_331, + validate_ubl_cr_332, + validate_ubl_cr_333, + validate_ubl_cr_334, + validate_ubl_cr_335, + validate_ubl_cr_336, + validate_ubl_cr_337, + validate_ubl_cr_338, + validate_ubl_cr_339, + validate_ubl_cr_340, + validate_ubl_cr_341, + validate_ubl_cr_342, + validate_ubl_cr_343, + validate_ubl_cr_344, + validate_ubl_cr_345, + validate_ubl_cr_346, + validate_ubl_cr_347, + validate_ubl_cr_348, + validate_ubl_cr_349, + validate_ubl_cr_350, + validate_ubl_cr_351, + validate_ubl_cr_352, + validate_ubl_cr_353, + validate_ubl_cr_354, + validate_ubl_cr_355, + validate_ubl_cr_356, + validate_ubl_cr_357, + validate_ubl_cr_358, + validate_ubl_cr_359, + validate_ubl_cr_360, + validate_ubl_cr_361, + validate_ubl_cr_362, + validate_ubl_cr_363, + validate_ubl_cr_364, + validate_ubl_cr_365, + validate_ubl_cr_366, + validate_ubl_cr_367, + validate_ubl_cr_368, + validate_ubl_cr_369, + validate_ubl_cr_370, + validate_ubl_cr_371, + validate_ubl_cr_372, + validate_ubl_cr_373, + validate_ubl_cr_374, + validate_ubl_cr_375, + validate_ubl_cr_376, + validate_ubl_cr_377, + validate_ubl_cr_378, + validate_ubl_cr_379, + validate_ubl_cr_380, + validate_ubl_cr_381, + validate_ubl_cr_382, + validate_ubl_cr_383, + validate_ubl_cr_384, + validate_ubl_cr_385, + validate_ubl_cr_386, + validate_ubl_cr_387, + validate_ubl_cr_388, + validate_ubl_cr_389, + validate_ubl_cr_390, + validate_ubl_cr_391, + validate_ubl_cr_392, + validate_ubl_cr_393, + validate_ubl_cr_394, + validate_ubl_cr_395, + validate_ubl_cr_396, + validate_ubl_cr_397, + validate_ubl_cr_398, + validate_ubl_cr_399, + validate_ubl_cr_400, + validate_ubl_cr_401, + validate_ubl_cr_402, + validate_ubl_cr_403, + validate_ubl_cr_404, + validate_ubl_cr_405, + validate_ubl_cr_406, + validate_ubl_cr_407, + validate_ubl_cr_408, + validate_ubl_cr_409, + validate_ubl_cr_410, + validate_ubl_cr_411, + validate_ubl_cr_412, + validate_ubl_cr_413, + validate_ubl_cr_414, + validate_ubl_cr_415, + validate_ubl_cr_416, + validate_ubl_cr_417, + validate_ubl_cr_418, + validate_ubl_cr_419, + validate_ubl_cr_420, + validate_ubl_cr_421, + validate_ubl_cr_422, + validate_ubl_cr_424, + validate_ubl_cr_425, + validate_ubl_cr_426, + validate_ubl_cr_427, + validate_ubl_cr_428, + validate_ubl_cr_429, + validate_ubl_cr_430, + validate_ubl_cr_431, + validate_ubl_cr_432, + validate_ubl_cr_433, + validate_ubl_cr_434, + validate_ubl_cr_435, + validate_ubl_cr_436, + validate_ubl_cr_437, + validate_ubl_cr_438, + validate_ubl_cr_439, + validate_ubl_cr_440, + validate_ubl_cr_441, + validate_ubl_cr_442, + validate_ubl_cr_443, + validate_ubl_cr_444, + validate_ubl_cr_445, + validate_ubl_cr_446, + validate_ubl_cr_447, + validate_ubl_cr_448, + validate_ubl_cr_449, + validate_ubl_cr_450, + validate_ubl_cr_451, + validate_ubl_cr_452, + validate_ubl_cr_453, + validate_ubl_cr_454, + validate_ubl_cr_455, + validate_ubl_cr_456, + validate_ubl_cr_457, + validate_ubl_cr_458, + validate_ubl_cr_459, + validate_ubl_cr_460, + validate_ubl_cr_461, + validate_ubl_cr_462, + validate_ubl_cr_463, + validate_ubl_cr_464, + validate_ubl_cr_465, + validate_ubl_cr_466, + validate_ubl_cr_467, + validate_ubl_cr_468, + validate_ubl_cr_469, + validate_ubl_cr_470, + validate_ubl_cr_471, + validate_ubl_cr_472, + validate_ubl_cr_473, + validate_ubl_cr_474, + validate_ubl_cr_475, + validate_ubl_cr_476, + validate_ubl_cr_477, + validate_ubl_cr_478, + validate_ubl_cr_479, + validate_ubl_cr_480, + validate_ubl_cr_481, + validate_ubl_cr_482, + validate_ubl_cr_483, + validate_ubl_cr_484, + validate_ubl_cr_485, + validate_ubl_cr_486, + validate_ubl_cr_487, + validate_ubl_cr_488, + validate_ubl_cr_489, + validate_ubl_cr_490, + validate_ubl_cr_491, + validate_ubl_cr_492, + validate_ubl_cr_493, + validate_ubl_cr_494, + validate_ubl_cr_495, + validate_ubl_cr_496, + validate_ubl_cr_497, + validate_ubl_cr_498, + validate_ubl_cr_499, + validate_ubl_cr_500, + validate_ubl_cr_501, + validate_ubl_cr_502, + validate_ubl_cr_503, + validate_ubl_cr_504, + validate_ubl_cr_505, + validate_ubl_cr_506, + validate_ubl_cr_507, + validate_ubl_cr_508, + validate_ubl_cr_509, + validate_ubl_cr_510, + validate_ubl_cr_511, + validate_ubl_cr_512, + validate_ubl_cr_513, + validate_ubl_cr_514, + validate_ubl_cr_515, + validate_ubl_cr_516, + validate_ubl_cr_517, + validate_ubl_cr_518, + validate_ubl_cr_519, + validate_ubl_cr_520, + validate_ubl_cr_521, + validate_ubl_cr_522, + validate_ubl_cr_523, + validate_ubl_cr_524, + validate_ubl_cr_525, + validate_ubl_cr_526, + validate_ubl_cr_527, + validate_ubl_cr_528, + validate_ubl_cr_529, + validate_ubl_cr_530, + validate_ubl_cr_531, + validate_ubl_cr_532, + validate_ubl_cr_533, + validate_ubl_cr_534, + validate_ubl_cr_535, + validate_ubl_cr_537, + validate_ubl_cr_538, + validate_ubl_cr_539, + validate_ubl_cr_540, + validate_ubl_cr_541, + validate_ubl_cr_542, + validate_ubl_cr_543, + validate_ubl_cr_544, + validate_ubl_cr_545, + validate_ubl_cr_546, + validate_ubl_cr_547, + validate_ubl_cr_548, + validate_ubl_cr_549, + validate_ubl_cr_550, + validate_ubl_cr_551, + validate_ubl_cr_552, + validate_ubl_cr_553, + validate_ubl_cr_554, + validate_ubl_cr_555, + validate_ubl_cr_556, + validate_ubl_cr_557, + validate_ubl_cr_558, + validate_ubl_cr_559, + validate_ubl_cr_560, + validate_ubl_cr_561, + validate_ubl_cr_562, + validate_ubl_cr_563, + validate_ubl_cr_564, + validate_ubl_cr_565, + validate_ubl_cr_566, + validate_ubl_cr_567, + validate_ubl_cr_568, + validate_ubl_cr_569, + validate_ubl_cr_570, + validate_ubl_cr_571, + validate_ubl_cr_572, + validate_ubl_cr_573, + validate_ubl_cr_574, + validate_ubl_cr_575, + validate_ubl_cr_576, + validate_ubl_cr_577, + validate_ubl_cr_578, + validate_ubl_cr_579, + validate_ubl_cr_580, + validate_ubl_cr_581, + validate_ubl_cr_582, + validate_ubl_cr_583, + validate_ubl_cr_584, + validate_ubl_cr_585, + validate_ubl_cr_586, + validate_ubl_cr_587, + validate_ubl_cr_588, + validate_ubl_cr_589, + validate_ubl_cr_590, + validate_ubl_cr_591, + validate_ubl_cr_592, + validate_ubl_cr_593, + validate_ubl_cr_594, + validate_ubl_cr_595, + validate_ubl_cr_596, + validate_ubl_cr_597, + validate_ubl_cr_598, + validate_ubl_cr_599, + validate_ubl_cr_600, + validate_ubl_cr_601, + validate_ubl_cr_602, + validate_ubl_cr_603, + validate_ubl_cr_604, + validate_ubl_cr_605, + validate_ubl_cr_606, + validate_ubl_cr_607, + validate_ubl_cr_608, + validate_ubl_cr_609, + validate_ubl_cr_610, + validate_ubl_cr_611, + validate_ubl_cr_612, + validate_ubl_cr_613, + validate_ubl_cr_614, + validate_ubl_cr_615, + validate_ubl_cr_616, + validate_ubl_cr_617, + validate_ubl_cr_618, + validate_ubl_cr_619, + validate_ubl_cr_620, + validate_ubl_cr_621, + validate_ubl_cr_622, + validate_ubl_cr_623, + validate_ubl_cr_624, + validate_ubl_cr_625, + validate_ubl_cr_626, + validate_ubl_cr_627, + validate_ubl_cr_628, + validate_ubl_cr_629, + validate_ubl_cr_630, + validate_ubl_cr_631, + validate_ubl_cr_632, + validate_ubl_cr_633, + validate_ubl_cr_634, + validate_ubl_cr_635, + validate_ubl_cr_636, + validate_ubl_cr_637, + validate_ubl_cr_638, + validate_ubl_cr_639, + validate_ubl_cr_640, + validate_ubl_cr_641, + validate_ubl_cr_642, + validate_ubl_cr_643, + validate_ubl_cr_644, + validate_ubl_cr_645, + validate_ubl_cr_646, + validate_ubl_cr_647, + validate_ubl_cr_648, + validate_ubl_cr_649, + validate_ubl_cr_650, + validate_ubl_cr_651, + validate_ubl_cr_652, + validate_ubl_cr_653, + validate_ubl_cr_654, + validate_ubl_cr_655, + validate_ubl_cr_656, + validate_ubl_cr_657, + validate_ubl_cr_658, + validate_ubl_cr_659, + validate_ubl_cr_660, + validate_ubl_cr_661, + validate_ubl_cr_662, + validate_ubl_cr_663, + validate_ubl_cr_664, + validate_ubl_cr_665, + validate_ubl_cr_666, + validate_ubl_cr_667, + validate_ubl_cr_668, + validate_ubl_cr_669, + validate_ubl_cr_670, + validate_ubl_cr_671, + validate_ubl_cr_672, + validate_ubl_cr_673, + validate_ubl_cr_674, + validate_ubl_cr_675, + validate_ubl_cr_676, + validate_ubl_cr_677, + validate_ubl_cr_678, + validate_ubl_cr_679, + validate_ubl_cr_680, + validate_ubl_cr_681, + validate_ubl_cr_682, + validate_ubl_dt_08, + validate_ubl_dt_09, + validate_ubl_dt_10, + validate_ubl_dt_11, + validate_ubl_dt_12, + validate_ubl_dt_13, + validate_ubl_dt_14, + validate_ubl_dt_15, + validate_ubl_dt_16, + validate_ubl_dt_17, + validate_ubl_dt_18, + validate_ubl_dt_19, + validate_ubl_dt_20, + validate_ubl_dt_21, + validate_ubl_dt_22, + validate_ubl_dt_23, + validate_ubl_dt_24, + validate_ubl_dt_25, + validate_ubl_dt_26, + validate_ubl_dt_27, + validate_ubl_dt_28, + validate_ubl_sr_01, + validate_ubl_sr_02, + validate_ubl_sr_03, + validate_ubl_sr_04, + validate_ubl_sr_05, + validate_ubl_sr_08, + validate_ubl_sr_09, + validate_ubl_sr_10, + validate_ubl_sr_11, + validate_ubl_sr_12, + validate_ubl_sr_13, + validate_ubl_sr_14, + validate_ubl_sr_15, + validate_ubl_sr_16, + validate_ubl_sr_17, + validate_ubl_sr_18, + validate_ubl_sr_24, + validate_ubl_sr_29, + validate_ubl_sr_39, + validate_ubl_sr_40, + validate_ubl_sr_44, + validate_ubl_sr_45, + validate_ubl_sr_46, + validate_ubl_sr_47, + validate_ubl_sr_49, + validate_ubl_sr_34, + validate_ubl_sr_35, + validate_ubl_sr_36, + validate_ubl_sr_37, + validate_ubl_sr_48, + validate_ubl_sr_50, + validate_ubl_sr_52, + validate_ubl_sr_19, + validate_ubl_sr_20, + validate_ubl_sr_21, + validate_ubl_sr_26, + validate_ubl_sr_27, + validate_ubl_sr_28, + validate_ubl_sr_06, + validate_ubl_sr_07, + validate_ubl_sr_22, + validate_ubl_sr_23, + validate_ubl_sr_32, + validate_br_cl_01, + validate_br_cl_03, + validate_br_cl_04, + validate_br_cl_05, + validate_br_cl_06, + validate_br_cl_07, + validate_br_cl_10, + validate_br_cl_11, + validate_br_cl_13, + validate_br_cl_14, + validate_br_cl_15, + validate_br_cl_16, + validate_br_cl_17, + validate_br_cl_18, + validate_br_cl_19, + validate_br_cl_20, + validate_br_cl_21, + validate_br_cl_22, + validate_br_cl_23, + validate_br_cl_24, + validate_br_cl_25, + validate_br_cl_26, +]; + +// Context: cac:AdditionalDocumentReference +// Test: normalize-space(cbc:ID) != '' +fn validate_br_52(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice + .cac_additional_document_reference + .iter() + .any(|doc| doc.id.is_none()) + { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-52", + "[BR-52]-Each Additional supporting document (BG-24) shall contain a Supporting document reference (BT-122).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:LegalMonetaryTotal/cbc:PayableAmount +// Test: ((. > 0) and (exists(//cbc:DueDate) or exists(//cac:PaymentTerms/cbc:Note))) or (. <= 0) +fn validate_br_co_25(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-25", + "[BR-CO-25]-In case the Amount due for payment (BT-115) is positive, either the Payment due date (BT-9) or the Payment terms (BT-20) shall be present.", + ))); + } + Ok(()) +} + +// Context: cac:AccountingCustomerParty/cac:Party/cbc:EndpointID +// Test: exists(@schemeID) +fn validate_br_63(invoice: &UblInvoice) -> Result<(), ValidationError> { + if let Some(party) = &invoice.cac_accounting_customer_party { + if let Some(cac_party) = &party.cac_party { + if let Some(cbc_endpoint_id) = &cac_party.cbc_endpoint_id { + if cbc_endpoint_id.scheme_id.is_none() { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-63", + "[BR-63]-The Buyer electronic address (BT-49) shall have a Scheme identifier.", + ))); + } + } + } + } + + Ok(()) +} + +// Context: cac:AccountingCustomerParty/cac:Party/cac:PostalAddress +// Test: normalize-space(cac:Country/cbc:IdentificationCode) != '' +fn validate_br_11(invoice: &UblInvoice) -> Result<(), ValidationError> { + if let Some(party) = &invoice.cac_accounting_customer_party { + if let Some(cac_party) = &party.cac_party { + if let Some(cac_postal_address) = &cac_party.cac_postal_address { + if cac_postal_address.cac_country.is_none() { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-11", + "[BR-11]-The Buyer postal address shall contain a Buyer country code (BT-55).", + ))); + } + } + } + } + Ok(()) +} + +// Context: cac:PaymentMeans/cac:CardAccount/cbc:PrimaryAccountNumberID +// Test: string-length(normalize-space(.))<=10 +fn validate_br_51(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_payment_means.iter().any(|payment_means| { + payment_means.cac_card_account.iter().any(|card_account| { + card_account + .primary_account_number_id + .iter() + .any(|identifier| identifier.id.iter().any(|id| id.len() > 10)) + }) + }) { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "BR-51", + "[BR-51]-In accordance with card payments security standards an invoice should never include a full card primary account number (BT-87). At the moment PCI Security Standards Council has defined that the first 6 digits and last 4 digits are the maximum number of digits to be shown.", + ))); + } + Ok(()) +} + +// Context: cac:Delivery/cac:DeliveryLocation/cac:Address +// Test: exists(cac:Country/cbc:IdentificationCode) +fn validate_br_57(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_delivery.iter().any(|delivery| { + delivery + .cac_delivery_location + .iter() + .any(|delivery_location| { + delivery_location + .cac_address + .iter() + .any(|address| address.cac_country.is_none()) + }) + }) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-57", + "[BR-57]-Each Deliver to address (BG-15) shall contain a Deliver to country code (BT-80).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cbc:Amount) +fn validate_br_31(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_allowance_charge.iter().any(|allowance_charge| { + allowance_charge + .charge_indicator + .map(|charge| !charge) + .unwrap_or(false) + && allowance_charge.amount.is_none() + }) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-31", + "[BR-31]-Each Document level allowance (BG-20) shall have a Document level allowance amount (BT-92).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID) +fn validate_br_32(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_allowance_charge.iter().any(|allowance_charge| { + allowance_charge + .charge_indicator + .map(|charge| !charge) + .unwrap_or(false) + && allowance_charge + .cac_tax_category + .iter() + .all(|tax_category| { + tax_category.cac_tax_scheme.iter().any(|tax_scheme| { + tax_scheme + .id + .iter() + .any(|identifier| identifier.id.iter().any(|id| id != "VAT")) + }) + }) + }) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-32", + "[BR-32]-Each Document level allowance (BG-20) shall have a Document level allowance VAT category code (BT-95).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_33(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_allowance_charge.iter().any(|allowance_charge| { + allowance_charge + .charge_indicator + .map(|charge_indicator| !charge_indicator) + .unwrap_or(false) + && allowance_charge.cbc_allowance_charge_reason.is_none() + && allowance_charge.cbc_allowance_charge_reason_code.is_none() + }) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-33", + "[BR-33]-Each Document level allowance (BG-20) shall have a Document level allowance reason (BT-97) or a Document level allowance reason code (BT-98).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: true() +fn validate_br_co_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-05", + "[BR-CO-05]-Document level allowance reason code (BT-98) and Document level allowance reason (BT-97) shall indicate the same type of allowance.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_co_21(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_allowance_charge.iter().any(|allowance_charge| { + allowance_charge + .charge_indicator + .map(|charge_indicator| !charge_indicator) + .unwrap_or(false) + && allowance_charge.cbc_allowance_charge_reason.is_none() + && allowance_charge.cbc_allowance_charge_reason_code.is_none() + }) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-21", + "[BR-CO-21]-Each Document level allowance (BG-20) shall contain a Document level allowance reason (BT-97) or a Document level allowance reason code (BT-98), or both.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: string-length(substring-after(cbc:Amount,'.'))<=2 +fn validate_br_dec_01(invoice: &UblInvoice) -> Result<(), ValidationError> { + if invoice.cac_allowance_charge.iter().any(|allowance_charge| { + allowance_charge + .charge_indicator + .iter() + .any(|charge_indicator| { + !charge_indicator + && allowance_charge + .amount + .iter() + .any(|amount| amount.value.iter().any(|value| value.scale() > 2)) + }) + }) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-01", + "[BR-DEC-01]-The allowed maximum number of decimals for the Document level allowance amount (BT-92) is 2.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: string-length(substring-after(cbc:BaseAmount,'.'))<=2 +fn validate_br_dec_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-02", + "[BR-DEC-02]-The allowed maximum number of decimals for the Document level allowance base amount (BT-93) is 2.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cbc:Amount) +fn validate_br_36(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-36", + "[BR-36]-Each Document level charge (BG-21) shall have a Document level charge amount (BT-99).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID) +fn validate_br_37(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-37", + "[BR-37]-Each Document level charge (BG-21) shall have a Document level charge VAT category code (BT-102).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_38(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-38", + "[BR-38]-Each Document level charge (BG-21) shall have a Document level charge reason (BT-104) or a Document level charge reason code (BT-105).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: true() +fn validate_br_co_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-06", + "[BR-CO-06]-Document level charge reason code (BT-105) and Document level charge reason (BT-104) shall indicate the same type of charge.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_co_22(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-22", + "[BR-CO-22]-Each Document level charge (BG-21) shall contain a Document level charge reason (BT-104) or a Document level charge reason code (BT-105), or both.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: string-length(substring-after(cbc:Amount,'.'))<=2 +fn validate_br_dec_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-05", + "[BR-DEC-05]-The allowed maximum number of decimals for the Document level charge amount (BT-99) is 2.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | /cn:CreditNote/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: string-length(substring-after(cbc:BaseAmount,'.'))<=2 +fn validate_br_dec_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-06", + "[BR-DEC-06]-The allowed maximum number of decimals for the Document level charge base amount (BT-100) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: exists(cbc:LineExtensionAmount) +fn validate_br_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-12", + "[BR-12]-An Invoice shall have the Sum of Invoice line net amount (BT-106).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: exists(cbc:TaxExclusiveAmount) +fn validate_br_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-13", + "[BR-13]-An Invoice shall have the Invoice total amount without VAT (BT-109).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: exists(cbc:TaxInclusiveAmount) +fn validate_br_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-14", + "[BR-14]-An Invoice shall have the Invoice total amount with VAT (BT-112).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: exists(cbc:PayableAmount) +fn validate_br_15(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-15", + "[BR-15]-An Invoice shall have the Amount due for payment (BT-115).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: (xs:decimal(cbc:LineExtensionAmount) = xs:decimal(round(sum(//(cac:InvoiceLine|cac:CreditNoteLine)/xs:decimal(cbc:LineExtensionAmount)) * 10 * 10) div 100)) +fn validate_br_co_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-10", + "[BR-CO-10]-Sum of Invoice line net amount (BT-106) = Σ Invoice line net amount (BT-131).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: xs:decimal(cbc:AllowanceTotalAmount) = (round(sum(../cac:AllowanceCharge[cbc:ChargeIndicator=false()]/xs:decimal(cbc:Amount)) * 10 * 10) div 100) or (not(cbc:AllowanceTotalAmount) and not(../cac:AllowanceCharge[cbc:ChargeIndicator=false()])) +fn validate_br_co_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-11", + "[BR-CO-11]-Sum of allowances on document level (BT-107) = Σ Document level allowance amount (BT-92).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: xs:decimal(cbc:ChargeTotalAmount) = (round(sum(../cac:AllowanceCharge[cbc:ChargeIndicator=true()]/xs:decimal(cbc:Amount)) * 10 * 10) div 100) or (not(cbc:ChargeTotalAmount) and not(../cac:AllowanceCharge[cbc:ChargeIndicator=true()])) +fn validate_br_co_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-12", + "[BR-CO-12]-Sum of charges on document level (BT-108) = Σ Document level charge amount (BT-99).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: ((cbc:ChargeTotalAmount) and (cbc:AllowanceTotalAmount) and (xs:decimal(cbc:TaxExclusiveAmount) = round((xs:decimal(cbc:LineExtensionAmount) + xs:decimal(cbc:ChargeTotalAmount) - xs:decimal(cbc:AllowanceTotalAmount)) * 10 * 10) div 100 )) or (not(cbc:ChargeTotalAmount) and (cbc:AllowanceTotalAmount) and (xs:decimal(cbc:TaxExclusiveAmount) = round((xs:decimal(cbc:LineExtensionAmount) - xs:decimal(cbc:AllowanceTotalAmount)) * 10 * 10 ) div 100)) or ((cbc:ChargeTotalAmount) and not(cbc:AllowanceTotalAmount) and (xs:decimal(cbc:TaxExclusiveAmount) = round((xs:decimal(cbc:LineExtensionAmount) + xs:decimal(cbc:ChargeTotalAmount)) * 10 * 10 ) div 100)) or (not(cbc:ChargeTotalAmount) and not(cbc:AllowanceTotalAmount) and (xs:decimal(cbc:TaxExclusiveAmount) = xs:decimal(cbc:LineExtensionAmount))) +fn validate_br_co_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-13", + "[BR-CO-13]-Invoice total amount without VAT (BT-109) = Σ Invoice line net amount (BT-131) - Sum of allowances on document level (BT-107) + Sum of charges on document level (BT-108).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: (exists(cbc:PrepaidAmount) and not(exists(cbc:PayableRoundingAmount)) and (xs:decimal(cbc:PayableAmount) = (round((xs:decimal(cbc:TaxInclusiveAmount) - xs:decimal(cbc:PrepaidAmount)) * 10 * 10) div 100))) or (not(exists(cbc:PrepaidAmount)) and not(exists(cbc:PayableRoundingAmount)) and xs:decimal(cbc:PayableAmount) = xs:decimal(cbc:TaxInclusiveAmount)) or (exists(cbc:PrepaidAmount) and exists(cbc:PayableRoundingAmount) and ((round((xs:decimal(cbc:PayableAmount) - xs:decimal(cbc:PayableRoundingAmount)) * 10 * 10) div 100) = (round((xs:decimal(cbc:TaxInclusiveAmount) - xs:decimal(cbc:PrepaidAmount)) * 10 * 10) div 100))) or (not(exists(cbc:PrepaidAmount)) and exists(cbc:PayableRoundingAmount) and ((round((xs:decimal(cbc:PayableAmount) - xs:decimal(cbc:PayableRoundingAmount)) * 10 * 10) div 100) = xs:decimal(cbc:TaxInclusiveAmount))) +fn validate_br_co_16(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-16", + "[BR-CO-16]-Amount due for payment (BT-115) = Invoice total amount with VAT (BT-112) -Paid amount (BT-113) +Rounding amount (BT-114).", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:LineExtensionAmount,'.'))<=2 +fn validate_br_dec_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-09", + "[BR-DEC-09]-The allowed maximum number of decimals for the Sum of Invoice line net amount (BT-106) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:AllowanceTotalAmount,'.'))<=2 +fn validate_br_dec_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-10", + "[BR-DEC-10]-The allowed maximum number of decimals for the Sum of allowanced on document level (BT-107) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:ChargeTotalAmount,'.'))<=2 +fn validate_br_dec_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-11", + "[BR-DEC-11]-The allowed maximum number of decimals for the Sum of charges on document level (BT-108) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:TaxExclusiveAmount,'.'))<=2 +fn validate_br_dec_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-12", + "[BR-DEC-12]-The allowed maximum number of decimals for the Invoice total amount without VAT (BT-109) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:TaxInclusiveAmount,'.'))<=2 +fn validate_br_dec_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-14", + "[BR-DEC-14]-The allowed maximum number of decimals for the Invoice total amount with VAT (BT-112) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:PrepaidAmount,'.'))<=2 +fn validate_br_dec_16(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-16", + "[BR-DEC-16]-The allowed maximum number of decimals for the Paid amount (BT-113) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:PayableRoundingAmount,'.'))<=2 +fn validate_br_dec_17(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-17", + "[BR-DEC-17]-The allowed maximum number of decimals for the Rounding amount (BT-114) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:LegalMonetaryTotal +// Test: string-length(substring-after(cbc:PayableAmount,'.'))<=2 +fn validate_br_dec_18(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-18", + "[BR-DEC-18]-The allowed maximum number of decimals for the Amount due for payment (BT-115) is 2.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cbc:CustomizationID) != '' +fn validate_br_01(invoice: &UblInvoice) -> Result<(), ValidationError> { + if !invoice + .cbc_customization_id + .iter() + .any(|customization_id| !customization_id.is_empty()) + { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-01", + "[BR-01]-An Invoice shall have a Specification identifier (BT-24).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cbc:ID) != '' +fn validate_br_02(invoice: &UblInvoice) -> Result<(), ValidationError> { + // cbc id is mandatory + if !invoice.cbc_id.iter().any(|id| !id.is_empty()) { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-02", + "[BR-02]-An Invoice shall have an Invoice number (BT-1).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cbc:IssueDate) != '' +fn validate_br_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-03", + "[BR-03]-An Invoice shall have an Invoice issue date (BT-2).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cbc:InvoiceTypeCode) != '' or normalize-space(cbc:CreditNoteTypeCode) !='' +fn validate_br_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-04", + "[BR-04]-An Invoice shall have an Invoice type code (BT-3).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cbc:DocumentCurrencyCode) != '' +fn validate_br_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-05", + "[BR-05]-An Invoice shall have an Invoice currency code (BT-5).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName) != '' +fn validate_br_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-06", + "[BR-06]-An Invoice shall contain the Seller name (BT-27).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: normalize-space(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName) != '' +fn validate_br_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-07", + "[BR-07]-An Invoice shall contain the Buyer name (BT-44).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: exists(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress) +fn validate_br_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-08", + "[BR-08]-An Invoice shall contain the Seller postal address.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: exists(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress) +fn validate_br_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-10", + "[BR-10]-An Invoice shall contain the Buyer postal address (BG-8).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: exists(cac:InvoiceLine) or exists(cac:CreditNoteLine) +fn validate_br_16(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-16", + "[BR-16]-An Invoice shall have at least one Invoice line (BG-25)", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: every $taxcurrency in cbc:TaxCurrencyCode satisfies exists(//cac:TaxTotal/cbc:TaxAmount[@currencyID=$taxcurrency]) +fn validate_br_53(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-53", + "[BR-53]-If the VAT accounting currency code (BT-6) is present, then the Invoice total VAT amount in accounting currency (BT-111) shall be provided.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: count(cac:PaymentMeans/cac:CardAccount) <= 1 +fn validate_br_66(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-66", + "[BR-66]-An Invoice shall contain maximum one Payment Card account (BG-18).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: count(cac:PaymentMeans/cac:PaymentMandate) <= 1 +fn validate_br_67(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-67", + "[BR-67]-An Invoice shall contain maximum one Payment Mandate (BG-19).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((exists(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'AE']) or exists(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'AE'])) and (count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'AE']) = 1)) or (not(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'AE']) and not(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'AE'])) +fn validate_br_ae_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-01", + "[BR-AE-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Reverse charge\" shall contain in the VAT Breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"VAT reverse charge\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID)) and (exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ae_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-02", + "[BR-AE-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Reverse charge\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) and/or the Buyer legal registration identifier (BT-47).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID)) and (exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ae_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-03", + "[BR-AE-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Reverse charge\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) and/or the Buyer legal registration identifier (BT-47).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID)) and (exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ae_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-04", + "[BR-AE-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Reverse charge\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) and/or the Buyer legal registration identifier (BT-47).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cbc:TaxPointDate) and not(cac:InvoicePeriod/cbc:DescriptionCode)) or (not(cbc:TaxPointDate) and exists(cac:InvoicePeriod/cbc:DescriptionCode)) or (not(cbc:TaxPointDate) and not(cac:InvoicePeriod/cbc:DescriptionCode)) +fn validate_br_co_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-03", + "[BR-CO-03]-Value added tax point date (BT-7) and Value added tax point date code (BT-8) are mutually exclusive.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: every $Currency in cbc:DocumentCurrencyCode satisfies (count(cac:TaxTotal/xs:decimal(cbc:TaxAmount[@currencyID=$Currency])) eq 1) and (cac:LegalMonetaryTotal/xs:decimal(cbc:TaxInclusiveAmount) = round( (cac:LegalMonetaryTotal/xs:decimal(cbc:TaxExclusiveAmount) + cac:TaxTotal/xs:decimal(cbc:TaxAmount[@currencyID=$Currency])) * 10 * 10) div 100) +fn validate_br_co_15(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-15", + "[BR-CO-15]-Invoice total amount with VAT (BT-112) = Invoice total amount without VAT (BT-109) + Invoice total VAT amount (BT-110).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: exists(cac:TaxTotal/cac:TaxSubtotal) +fn validate_br_co_18(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-18", + "[BR-CO-18]-An Invoice shall at least have one VAT breakdown group (BG-23).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (//cac:TaxTotal/cbc:TaxAmount[@currencyID = cbc:DocumentCurrencyCode] and (string-length(substring-after(//cac:TaxTotal/cbc:TaxAmount[@currencyID = cbc:DocumentCurrencyCode],'.'))<=2)) or (not(//cac:TaxTotal/cbc:TaxAmount[@currencyID = cbc:DocumentCurrencyCode])) +fn validate_br_dec_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-13", + "[BR-DEC-13]-The allowed maximum number of decimals for the Invoice total VAT amount (BT-110) is 2.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (//cac:TaxTotal/cbc:TaxAmount[@currencyID = cbc:TaxCurrencyCode] and (string-length(substring-after(//cac:TaxTotal/cbc:TaxAmount[@currencyID = cbc:TaxCurrencyCode],'.'))<=2)) or (not(//cac:TaxTotal/cbc:TaxAmount[@currencyID = cbc:TaxCurrencyCode])) +fn validate_br_dec_15(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-15", + "[BR-DEC-15]-The allowed maximum number of decimals for the Invoice total VAT amount in accounting currency (BT-111) is 2.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((exists(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'E']) or exists(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'E'])) and (count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'E']) = 1)) or (not(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'E']) and not(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'E'])) +fn validate_br_e_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-01", + "[BR-E-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Exempt from VAT\" shall contain exactly one VAT breakdown (BG-23) with the VAT category code (BT-118) equal to \"Exempt from VAT\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_e_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-02", + "[BR-E-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Exempt from VAT\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_e_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-03", + "[BR-E-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Exempt from VAT\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_e_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-04", + "[BR-E-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Exempt from VAT\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((exists(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'G']) or exists(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'G'])) and (count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'G']) = 1)) or (not(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'G']) and not(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'G'])) +fn validate_br_g_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-01", + "[BR-G-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Export outside the EU\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"Export outside the EU\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_g_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-02", + "[BR-G-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Export outside the EU\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='G']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_g_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-03", + "[BR-G-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Export outside the EU\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='G']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_g_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-04", + "[BR-G-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Export outside the EU\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((exists(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K']) or exists(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K'])) and (count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K']) = 1)) or (not(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K']) and not(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K'])) +fn validate_br_ic_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-01", + "[BR-IC-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Intra-community supply\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"Intra-community supply\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID)) and (exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) +fn validate_br_ic_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-02", + "[BR-IC-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Intra-community supply\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID)) and (exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ic_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-03", + "[BR-IC-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Intra-community supply\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID)) and (exists(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ic_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-04", + "[BR-IC-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Intra-community supply\" shall contain the Seller VAT Identifier (BT-31) or the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K']) and (string-length(cac:Delivery/cbc:ActualDeliveryDate) > 1 or (cac:InvoicePeriod/*))) or (not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K'])) +fn validate_br_ic_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-11", + "[BR-IC-11]-In an Invoice with a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" the Actual delivery date (BT-72) or the Invoicing period (BG-14) shall not be blank.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K']) and (string-length(cac:Delivery/cac:DeliveryLocation/cac:Address/cac:Country/cbc:IdentificationCode) >1)) or (not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'K'])) +fn validate_br_ic_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-12", + "[BR-IC-12]-In an Invoice with a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" the Deliver to country code (BT-80) shall not be blank.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((count(//cac:AllowanceCharge/cac:TaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) + count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) > 0 and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cbc:ID = 'L']) > 0) or ((count(//cac:AllowanceCharge/cac:TaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) + count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) = 0 and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) = 0) +fn validate_br_ig_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-01", + "[BR-IG-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"IGIC\" shall contain in the VAT breakdown (BG-23) at least one VAT category code (BT-118) equal with \"IGIC\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ig_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-02", + "[BR-IG-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IGIC\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ig_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-03", + "[BR-IG-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IGIC\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[cbc:ID='L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ig_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-04", + "[BR-IG-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IGIC\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((count(//cac:AllowanceCharge/cac:TaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) + count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) > 0 and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cbc:ID = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) > 0) or ((count(//cac:AllowanceCharge/cac:TaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) + count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) = 0 and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) = 0) +fn validate_br_ip_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-01", + "[BR-IP-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"IPSI\" shall contain in the VAT breakdown (BG-23) at least one VAT category code (BT-118) equal with \"IPSI\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ip_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-02", + "[BR-IP-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IPSI\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ip_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-03", + "[BR-IP-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IPSI\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_ip_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-04", + "[BR-IP-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IPSI\" shall contain the Seller VAT Identifier (BT-31), the Seller Tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((exists(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) or exists(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O'])) and (count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) = 1)) or (not(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) and not(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O'])) +fn validate_br_o_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-01", + "[BR-O-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Not subject to VAT\" shall contain exactly one VAT breakdown group (BG-23) with the VAT category code (BT-118) equal to \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (not(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) and not(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) and not(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) +fn validate_br_o_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-02", + "[BR-O-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Not subject to VAT\" shall not contain the Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) or the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists((/ubl:Invoice|/cn:CreditNote)/cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (not(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) and not(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) and not(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists((/ubl:Invoice|/cn:CreditNote)/cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_o_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-03", + "[BR-O-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Not subject to VAT\" shall not contain the Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) or the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists((/ubl:Invoice|/cn:CreditNote)/cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (not(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) and not(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) and not(//cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists((/ubl:Invoice|/cn:CreditNote)/cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_o_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-04", + "[BR-O-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Not subject to VAT\" shall not contain the Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) or the Buyer VAT identifier (BT-48).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) != 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) = 0) or not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) +fn validate_br_o_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-11", + "[BR-O-11]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain other VAT breakdown groups (BG-23).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) and count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) != 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) = 0) or not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) +fn validate_br_o_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-12", + "[BR-O-12]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is not \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) and count(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) != 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) = 0) or not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) +fn validate_br_o_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-13", + "[BR-O-13]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain Document level allowances (BG-20) where Document level allowance VAT category code (BT-95) is not \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) and count(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) != 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) = 0) or not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'O']) +fn validate_br_o_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-14", + "[BR-O-14]-An Invoice that contains a VAT breakdown group (BG-23) with a VAT category code (BT-118) \"Not subject to VAT\" shall not contain Document level charges (BG-21) where Document level charge VAT category code (BT-102) is not \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((count(//cac:AllowanceCharge/cac:TaxCategory[normalize-space(cbc:ID) = 'S']) + count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'S'])) > 0 and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'S']) > 0) or ((count(//cac:AllowanceCharge/cac:TaxCategory[normalize-space(cbc:ID) = 'S']) + count(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'S'])) = 0 and count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'S']) = 0) +fn validate_br_s_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-01", + "[BR-S-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Standard rated\" shall contain in the VAT breakdown (BG-23) at least one VAT category code (BT-118) equal with \"Standard rated\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'S'])) +fn validate_br_s_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-02", + "[BR-S-02]-An Invoice that contains an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Standard rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_s_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-03", + "[BR-S-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Standard rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_s_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-04", + "[BR-S-04]-An Invoice that contains a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Standard rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((exists(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'Z']) or exists(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'Z'])) and (count(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'Z']) = 1)) or (not(//cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'Z']) and not(//cac:ClassifiedTaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID[normalize-space(.) = 'Z'])) +fn validate_br_z_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-01", + "[BR-Z-01]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is \"Zero rated\" shall contain in the VAT breakdown (BG-23) exactly one VAT category code (BT-118) equal with \"Zero rated\".", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_z_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-02", + "[BR-Z-02]-An Invoice that contains an Invoice line where the Invoiced item VAT category code (BT-151) is \"Zero rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID) or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_z_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-03", + "[BR-Z-03]-An Invoice that contains a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Zero rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']) and (exists(//cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:CompanyID)or exists(//cac:TaxRepresentativeParty/cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID))) or not(exists(//cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'])) +fn validate_br_z_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-04", + "[BR-Z-04]-An Invoice that contains a Document level charge where the Document level charge VAT category code (BT-102) is \"Zero rated\" shall contain the Seller VAT Identifier (BT-31), the Seller tax registration identifier (BT-32) and/or the Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (not(//cbc:IdentificationCode != 'IT') and (//cac:TaxCategory/cbc:ID ='B' or //cac:ClassifiedTaxCategory/cbc:ID = 'B')) or (not(//cac:TaxCategory/cbc:ID ='B' or //cac:ClassifiedTaxCategory/cbc:ID = 'B')) +fn validate_br_b_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-B-01", + "[BR-B-01]-An Invoice where the VAT category code (BT-151, BT-95 or BT-102) is “Split payment” shall be a domestic Italian invoice.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: ((cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:ID ='B' or cac:AllowanceCharge/cac:TaxCategory/cbc:ID ='B' or //cac:ClassifiedTaxCategory/cbc:ID = 'B') and (not(cac:TaxTotal/cac:TaxSubtotal/cbc:ID ='S' or cac:AllowanceCharge/cac:TaxCategory/cbc:ID ='S' or //cac:ClassifiedTaxCategory/cbc:ID = 'S'))) or (not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:ID ='B' or cac:AllowanceCharge/cac:TaxCategory/cbc:ID ='B' or //cac:ClassifiedTaxCategory/cbc:ID = 'B')) +fn validate_br_b_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-B-02", + "[BR-B-02]-An Invoice that contains an Invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is “Split payment\" shall not contain an invoice line (BG-25), a Document level allowance (BG-20) or a Document level charge (BG-21) where the VAT category code (BT-151, BT-95 or BT-102) is “Standard rated”.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: normalize-space(cbc:ID) != '' +fn validate_br_21(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-21", + "[BR-21]-Each Invoice line (BG-25) shall have an Invoice line identifier (BT-126).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: exists(cbc:InvoicedQuantity) or exists(cbc:CreditedQuantity) +fn validate_br_22(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-22", + "[BR-22]-Each Invoice line (BG-25) shall have an Invoiced quantity (BT-129).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: exists(cbc:InvoicedQuantity/@unitCode) or exists(cbc:CreditedQuantity/@unitCode) +fn validate_br_23(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-23", + "[BR-23]-An Invoice line (BG-25) shall have an Invoiced quantity unit of measure code (BT-130).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: exists(cbc:LineExtensionAmount) +fn validate_br_24(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-24", + "[BR-24]-Each Invoice line (BG-25) shall have an Invoice line net amount (BT-131).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: normalize-space(cac:Item/cbc:Name) != '' +fn validate_br_25(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-25", + "[BR-25]-Each Invoice line (BG-25) shall contain the Item name (BT-153).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: exists(cac:Price/cbc:PriceAmount) +fn validate_br_26(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-26", + "[BR-26]-Each Invoice line (BG-25) shall contain the Item net price (BT-146).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (cac:Price/cbc:PriceAmount) >= 0 +fn validate_br_27(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-27", + "[BR-27]-The Item net price (BT-146) shall NOT be negative.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (cac:Price/cac:AllowanceCharge/cbc:BaseAmount) >= 0 or not(exists(cac:Price/cac:AllowanceCharge/cbc:BaseAmount)) +fn validate_br_28(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-28", + "[BR-28]-The Item gross price (BT-148) shall NOT be negative.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (cac:Item/cac:ClassifiedTaxCategory[cac:TaxScheme/(normalize-space(upper-case(cbc:ID))='VAT')]/cbc:ID) +fn validate_br_co_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-04", + "[BR-CO-04]-Each Invoice line (BG-25) shall be categorized with an Invoiced item VAT category code (BT-151).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: string-length(substring-after(cbc:LineExtensionAmount,'.'))<=2 +fn validate_br_dec_23(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-23", + "[BR-DEC-23]-The allowed maximum number of decimals for the Invoice line net amount (BT-131) is 2.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cbc:Amount) +fn validate_br_41(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-41", + "[BR-41]-Each Invoice line allowance (BG-27) shall have an Invoice line allowance amount (BT-136).", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_42(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-42", + "[BR-42]-Each Invoice line allowance (BG-27) shall have an Invoice line allowance reason (BT-139) or an Invoice line allowance reason code (BT-140).", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: true() +fn validate_br_co_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-07", + "[BR-CO-07]-Invoice line allowance reason code (BT-140) and Invoice line allowance reason (BT-139) shall indicate the same type of allowance reason.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_co_23(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-23", + "[BR-CO-23]-Each Invoice line allowance (BG-27) shall contain an Invoice line allowance reason (BT-139) or an Invoice line allowance reason code (BT-140), or both.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: string-length(substring-after(cbc:Amount,'.'))<=2 +fn validate_br_dec_24(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-24", + "[BR-DEC-24]-The allowed maximum number of decimals for the Invoice line allowance amount (BT-136) is 2.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: string-length(substring-after(cbc:BaseAmount,'.'))<=2 +fn validate_br_dec_25(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-25", + "[BR-DEC-25]-The allowed maximum number of decimals for the Invoice line allowance base amount (BT-137) is 2.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cbc:Amount) +fn validate_br_43(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-43", + "[BR-43]-Each Invoice line charge (BG-28) shall have an Invoice line charge amount (BT-141).", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_44(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-44", + "[BR-44]-Each Invoice line charge shall have an Invoice line charge reason or an invoice line allowance reason code.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: true() +fn validate_br_co_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-08", + "[BR-CO-08]-Invoice line charge reason code (BT-145) and Invoice line charge reason (BT-144) shall indicate the same type of charge reason.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: exists(cbc:AllowanceChargeReason) or exists(cbc:AllowanceChargeReasonCode) +fn validate_br_co_24(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-24", + "[BR-CO-24]-Each Invoice line charge (BG-28) shall contain an Invoice line charge reason (BT-144) or an Invoice line charge reason code (BT-145), or both.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: string-length(substring-after(cbc:Amount,'.'))<=2 +fn validate_br_dec_27(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-27", + "[BR-DEC-27]-The allowed maximum number of decimals for the Invoice line charge amount (BT-141) is 2.", + ))); + } + Ok(()) +} + +// Context: //cac:InvoiceLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] | //cac:CreditNoteLine/cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: string-length(substring-after(cbc:BaseAmount,'.'))<=2 +fn validate_br_dec_28(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-28", + "[BR-DEC-28]-The allowed maximum number of decimals for the Invoice line charge base amount (BT-142) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:InvoicePeriod | cac:CreditNoteLine/cac:InvoicePeriod +// Test: (exists(cbc:EndDate) and exists(cbc:StartDate) and xs:date(cbc:EndDate) >= xs:date(cbc:StartDate)) or not(exists(cbc:StartDate)) or not(exists(cbc:EndDate)) +fn validate_br_30(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-30", + "[BR-30]-If both Invoice line period start date (BT-134) and Invoice line period end date (BT-135) are given then the Invoice line period end date (BT-135) shall be later or equal to the Invoice line period start date (BT-134).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:InvoicePeriod | cac:CreditNoteLine/cac:InvoicePeriod +// Test: exists(cbc:StartDate) or exists(cbc:EndDate) +fn validate_br_co_20(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-20", + "[BR-CO-20]-If Invoice line period (BG-26) is used, the Invoice line period start date (BT-134) or the Invoice line period end date (BT-135) shall be filled, or both.", + ))); + } + Ok(()) +} + +// Context: cac:InvoicePeriod +// Test: (exists(cbc:EndDate) and exists(cbc:StartDate) and xs:date(cbc:EndDate) >= xs:date(cbc:StartDate)) or not(exists(cbc:StartDate)) or not(exists(cbc:EndDate)) +fn validate_br_29(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-29", + "[BR-29]-If both Invoicing period start date (BT-73) and Invoicing period end date (BT-74) are given then the Invoicing period end date (BT-74) shall be later or equal to the Invoicing period start date (BT-73).", + ))); + } + Ok(()) +} + +// Context: cac:InvoicePeriod +// Test: exists(cbc:StartDate) or exists(cbc:EndDate) or (exists(cbc:DescriptionCode) and not(exists(cbc:StartDate)) and not(exists(cbc:EndDate))) +fn validate_br_co_19(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-19", + "[BR-CO-19]-If Invoicing period (BG-14) is used, the Invoicing period start date (BT-73) or the Invoicing period end date (BT-74) shall be filled, or both.", + ))); + } + Ok(()) +} + +// Context: //cac:AdditionalItemProperty +// Test: exists(cbc:Name) and exists(cbc:Value) +fn validate_br_54(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-54", + "[BR-54]-Each Item attribute (BG-32) shall contain an Item attribute name (BT-160) and an Item attribute value (BT-161).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:CommodityClassification/cbc:ItemClassificationCode | cac:CreditNoteLine/cac:Item/cac:CommodityClassification/cbc:ItemClassificationCode +// Test: exists(@listID) +fn validate_br_65(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-65", + "[BR-65]-The Item classification identifier (BT-158) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:StandardItemIdentification/cbc:ID | cac:CreditNoteLine/cac:Item/cac:StandardItemIdentification/cbc:ID +// Test: exists(@schemeID) +fn validate_br_64(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-64", + "[BR-64]-The Item standard identifier (BT-157) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cbc:Note | /cn:CreditNote/cbc:Note +// Test: (contains(.,'#') and string-length(substring-before(substring-after(.,'#'),'#'))=3 and ( ( contains(' AAA AAB AAC AAD AAE AAF AAG AAI AAJ AAK AAL AAM AAN AAO AAP AAQ AAR AAS AAT AAU AAV AAW AAX AAY AAZ ABA ABB ABC ABD ABE ABF ABG ABH ABI ABJ ABK ABL ABM ABN ABO ABP ABQ ABR ABS ABT ABU ABV ABW ABX ABZ ACA ACB ACC ACD ACE ACF ACG ACH ACI ACJ ACK ACL ACM ACN ACO ACP ACQ ACR ACS ACT ACU ACV ACW ACX ACY ACZ ADA ADB ADC ADD ADE ADF ADG ADH ADI ADJ ADK ADL ADM ADN ADO ADP ADQ ADR ADS ADT ADU ADV ADW ADX ADY ADZ AEA AEB AEC AED AEE AEF AEG AEH AEI AEJ AEK AEL AEM AEN AEO AEP AEQ AER AES AET AEU AEV AEW AEX AEY AEZ AFA AFB AFC AFD AFE AFF AFG AFH AFI AFJ AFK AFL AFM AFN AFO AFP AFQ AFR AFS AFT AFU AFV AFW AFX AFY AFZ AGA AGB AGC AGD AGE AGF AGG AGH AGI AGJ AGK AGL AGM AGN AGO AGP AGQ AGR AGS AGT AGU AGV AGW AGX AGY AGZ AHA AHB AHC AHD AHE AHF AHG AHH AHI AHJ AHK AHL AHM AHN AHO AHP AHQ AHR AHS AHT AHU AHV AHW AHX AHY AHZ AIA AIB AIC AID AIE AIF AIG AIH AII AIJ AIK AIL AIM AIN AIO AIP AIQ AIR AIS AIT AIU AIV AIW AIX AIY AIZ AJA AJB ALC ALD ALE ALF ALG ALH ALI ALJ ALK ALL ALM ALN ALO ALP ALQ ARR ARS AUT AUU AUV AUW AUX AUY AUZ AVA AVB AVC AVD AVE AVF BAG BAH BAI BAJ BAK BAL BAM BAN BAO BAP BAQ BAR BAS BLC BLD BLE BLF BLG BLH BLI BLJ BLK BLL BLM BLN BLO BLP BLQ BLR BLS BLT BLU BLV BLW BLX BLY BLZ BMA BMB BMC BMD BME CCI CEX CHG CIP CLP CLR COI CUR CUS DAR DCL DEL DIN DOC DUT EUR FBC GBL GEN GS7 HAN HAZ ICN IIN IMI IND INS INV IRP ITR ITS LAN LIN LOI MCO MDH MKS ORI OSI PAC PAI PAY PKG PKT PMD PMT PRD PRF PRI PUR QIN QQD QUT RAH REG RET REV RQR SAF SIC SIN SLR SPA SPG SPH SPP SPT SRN SSR SUR TCA TDT TRA TRR TXD WHI ZZZ ',substring-before(substring-after(.,'#'),'#') ) ) )) or not(contains(.,'#')) or not(string-length(substring-before(substring-after(.,'#'),'#'))=3) +fn validate_br_cl_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-08", + "[BR-CL-08]-Invoiced note subject code shall be coded using UNCL4451", + ))); + } + Ok(()) +} + +// Context: cac:PayeeParty +// Test: exists(cac:PartyName/cbc:Name) and (not(cac:PartyName/cbc:Name = ../cac:AccountingSupplierParty/cac:Party/cac:PartyName/cbc:Name) and not(cac:PartyIdentification/cbc:ID = ../cac:AccountingSupplierParty/cac:Party/cac:PartyIdentification/cbc:ID) ) +fn validate_br_17(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-17", + "[BR-17]-The Payee name (BT-59) shall be provided in the Invoice, if the Payee (BG-10) is different from the Seller (BG-4)", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans[cbc:PaymentMeansCode='30' or cbc:PaymentMeansCode='58']/cac:PayeeFinancialAccount +// Test: normalize-space(cbc:ID) != '' +fn validate_br_50(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-50", + "[BR-50]-A Payment account identifier (BT-84) shall be present if Credit transfer (BG-17) information is provided in the Invoice.", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans +// Test: exists(cbc:PaymentMeansCode) +fn validate_br_49(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-49", + "[BR-49]-A Payment instruction (BG-16) shall specify the Payment means type code (BT-81).", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans +// Test: (exists(cac:PayeeFinancialAccount/cbc:ID) and ((normalize-space(cbc:PaymentMeansCode) = '30') or (normalize-space(cbc:PaymentMeansCode) = '58') )) or ((normalize-space(cbc:PaymentMeansCode) != '30') and (normalize-space(cbc:PaymentMeansCode) != '58')) +fn validate_br_61(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-61", + "[BR-61]-If the Payment means type code (BT-81) means SEPA credit transfer, Local credit transfer or Non-SEPA international credit transfer, the Payment account identifier (BT-84) shall be present.", + ))); + } + Ok(()) +} + +// Context: cac:BillingReference +// Test: exists(cac:InvoiceDocumentReference/cbc:ID) +fn validate_br_55(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-55", + "[BR-55]-Each Preceding Invoice reference (BG-3) shall contain a Preceding Invoice reference (BT-25).", + ))); + } + Ok(()) +} + +// Context: cac:AccountingSupplierParty +// Test: exists(cac:Party/cac:PartyTaxScheme[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:CompanyID) or exists(cac:Party/cac:PartyIdentification/cbc:ID) or exists(cac:Party/cac:PartyLegalEntity/cbc:CompanyID) +fn validate_br_co_26(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-26", + "[BR-CO-26]-In order for the buyer to automatically identify a supplier, the Seller identifier (BT-29), the Seller legal registration identifier (BT-30) and/or the Seller VAT identifier (BT-31) shall be present.", + ))); + } + Ok(()) +} + +// Context: cac:AccountingSupplierParty/cac:Party/cbc:EndpointID +// Test: exists(@schemeID) +fn validate_br_62(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-62", + "[BR-62]-The Seller electronic address (BT-34) shall have a Scheme identifier.", + ))); + } + Ok(()) +} + +// Context: cac:AccountingSupplierParty/cac:Party/cac:PostalAddress +// Test: normalize-space(cac:Country/cbc:IdentificationCode) != '' +fn validate_br_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-09", + "[BR-09]-The Seller postal address (BG-5) shall contain a Seller country code (BT-40).", + ))); + } + Ok(()) +} + +// Context: cac:TaxRepresentativeParty +// Test: normalize-space(cac:PartyName/cbc:Name) != '' +fn validate_br_18(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-18", + "[BR-18]-The Seller tax representative name (BT-62) shall be provided in the Invoice, if the Seller (BG-4) has a Seller tax representative party (BG-11)", + ))); + } + Ok(()) +} + +// Context: cac:TaxRepresentativeParty +// Test: exists(cac:PostalAddress) +fn validate_br_19(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-19", + "[BR-19]-The Seller tax representative postal address (BG-12) shall be provided in the Invoice, if the Seller (BG-4) has a Seller tax representative party (BG-11).", + ))); + } + Ok(()) +} + +// Context: cac:TaxRepresentativeParty +// Test: exists(cac:PartyTaxScheme[cac:TaxScheme/(normalize-space(upper-case(cbc:ID)) = 'VAT')]/cbc:CompanyID) +fn validate_br_56(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-56", + "[BR-56]-Each Seller tax representative party (BG-11) shall have a Seller tax representative VAT identifier (BT-63).", + ))); + } + Ok(()) +} + +// Context: cac:TaxRepresentativeParty/cac:PostalAddress +// Test: normalize-space(cac:Country/cbc:IdentificationCode) != '' +fn validate_br_20(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-20", + "[BR-20]-The Seller tax representative postal address (BG-12) shall contain a Tax representative country code (BT-69), if the Seller (BG-4) has a Seller tax representative party (BG-11).", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice/cac:TaxTotal | /cn:CreditNote/cac:TaxTotal +// Test: (xs:decimal(child::cbc:TaxAmount)= round((sum(cac:TaxSubtotal/xs:decimal(cbc:TaxAmount)) * 10 * 10)) div 100) or not(cac:TaxSubtotal) +fn validate_br_co_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-14", + "[BR-CO-14]-Invoice total VAT amount (BT-110) = Σ VAT category tax amount (BT-117).", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: exists(cbc:TaxableAmount) +fn validate_br_45(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-45", + "[BR-45]-Each VAT breakdown (BG-23) shall have a VAT category taxable amount (BT-116).", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: exists(cbc:TaxAmount) +fn validate_br_46(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-46", + "[BR-46]-Each VAT breakdown (BG-23) shall have a VAT category tax amount (BT-117).", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: exists(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:ID) +fn validate_br_47(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-47", + "[BR-47]-Each VAT breakdown (BG-23) shall be defined through a VAT category code (BT-118).", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: exists(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/cbc:Percent) or (cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/normalize-space(cbc:ID)='O') +fn validate_br_48(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-48", + "[BR-48]-Each VAT breakdown (BG-23) shall have a VAT category rate (BT-119), except if the Invoice is not subject to VAT.", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: (round(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/xs:decimal(cbc:Percent)) = 0 and (round(xs:decimal(cbc:TaxAmount)) = 0)) or (round(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/xs:decimal(cbc:Percent)) != 0 and ((abs(xs:decimal(cbc:TaxAmount)) - 1 < round(abs(xs:decimal(cbc:TaxableAmount)) * (cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/xs:decimal(cbc:Percent) div 100) * 10 * 10) div 100 ) and (abs(xs:decimal(cbc:TaxAmount)) + 1 > round(abs(xs:decimal(cbc:TaxableAmount)) * (cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/xs:decimal(cbc:Percent) div 100) * 10 * 10) div 100 ))) or (not(exists(cac:TaxCategory[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']/xs:decimal(cbc:Percent))) and (round(xs:decimal(cbc:TaxAmount)) = 0)) +fn validate_br_co_17(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-17", + "[BR-CO-17]-VAT category tax amount (BT-117) = VAT category taxable amount (BT-116) x (VAT category rate (BT-119) / 100), rounded to two decimals.", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: string-length(substring-after(cbc:TaxableAmount,'.'))<=2 +fn validate_br_dec_19(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-19", + "[BR-DEC-19]-The allowed maximum number of decimals for the VAT category taxable amount (BT-116) is 2.", + ))); + } + Ok(()) +} + +// Context: cac:TaxTotal/cac:TaxSubtotal +// Test: string-length(substring-after(cbc:TaxAmount,'.'))<=2 +fn validate_br_dec_20(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-DEC-20", + "[BR-DEC-20]-The allowed maximum number of decimals for the VAT category tax amount (BT-117) is 2.", + ))); + } + Ok(()) +} + +// Context: //cac:PartyTaxScheme[cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: ( contains( ' 1A AD AE AF AG AI AL AM AO AQ AR AS AT AU AW AX AZ BA BB BD BE BF BG BH BI BJ BL BM BN BO BQ BR BS BT BV BW BY BZ CA CC CD CF CG CH CI CK CL CM CN CO CR CU CV CW CX CY CZ DE DJ DK DM DO DZ EC EE EG EH EL ER ES ET FI FJ FK FM FO FR GA GB GD GE GF GG GH GI GL GM GN GP GQ GR GS GT GU GW GY HK HM HN HR HT HU ID IE IL IM IN IO IQ IR IS IT JE JM JO JP KE KG KH KI KM KN KP KR KW KY KZ LA LB LC LI LK LR LS LT LU LV LY MA MC MD ME MF MG MH MK ML MM MN MO MP MQ MR MS MT MU MV MW MX MY MZ NA NC NE NF NG NI NL NO NP NR NU NZ OM PA PE PF PG PH PK PL PM PN PR PS PT PW PY QA RE RO RS RU RW SA SB SC SD SE SG SH SI SJ SK SL SM SN SO SR SS ST SV SX SY SZ TC TD TF TG TH TJ TK TL TM TN TO TR TT TV TW TZ UA UG UM US UY UZ VA VC VE VG VI VN VU WF WS XI YE YT ZA ZM ZW ',substring(cbc:CompanyID,1,2) ) ) +fn validate_br_co_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CO-09", + "[BR-CO-09]-The Seller VAT identifier (BT-31), the Seller tax representative VAT identifier (BT-63) and the Buyer VAT identifier (BT-48) shall have a prefix in accordance with ISO code ISO 3166-1 alpha-2 by which the country of issue may be identified. Nevertheless, Greece may use the prefix ‘EL’.", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (exists(//cac:InvoiceLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='AE']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='AE']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='AE']/xs:decimal(cbc:Amount))))) or (exists(//cac:CreditNoteLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='AE']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='AE']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='AE']/xs:decimal(cbc:Amount))))) +fn validate_br_ae_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-08", + "[BR-AE-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Reverse charge\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Reverse charge\".", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: xs:decimal(../cbc:TaxAmount) = 0 +fn validate_br_ae_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-09", + "[BR-AE-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Reverse charge\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: exists(cbc:TaxExemptionReason) or (exists(cbc:TaxExemptionReasonCode) ) +fn validate_br_ae_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-10", + "[BR-AE-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \"Reverse charge\" shall have a VAT exemption reason code (BT-121), meaning \"Reverse charge\" or the VAT exemption reason text (BT-120) \"Reverse charge\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_ae_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-06", + "[BR-AE-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Reverse charge\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_ae_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-07", + "[BR-AE-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Reverse charge\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'AE'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_ae_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-AE-05", + "[BR-AE-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Reverse charge\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (exists(//cac:InvoiceLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='E']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='E']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='E']/xs:decimal(cbc:Amount))))) or (exists(//cac:CreditNoteLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='E']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='E']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='E']/xs:decimal(cbc:Amount))))) +fn validate_br_e_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-08", + "[BR-E-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Exempt from VAT\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Exempt from VAT\".", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: xs:decimal(../cbc:TaxAmount) = 0 +fn validate_br_e_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-09", + "[BR-E-09]-The VAT category tax amount (BT-117) In a VAT breakdown (BG-23) where the VAT category code (BT-118) equals \"Exempt from VAT\" shall equal 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: exists(cbc:TaxExemptionReason) or exists(cbc:TaxExemptionReasonCode) +fn validate_br_e_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-10", + "[BR-E-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \"Exempt from VAT\" shall have a VAT exemption reason code (BT-121) or a VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_e_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-06", + "[BR-E-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Exempt from VAT\", the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_e_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-07", + "[BR-E-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Exempt from VAT\", the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'E'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_e_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-E-05", + "[BR-E-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Exempt from VAT\", the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (exists(//cac:InvoiceLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='G']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='G']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='G']/xs:decimal(cbc:Amount))))) or (exists(//cac:CreditNoteLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='G']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='G']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='G']/xs:decimal(cbc:Amount))))) +fn validate_br_g_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-08", + "[BR-G-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Export outside the EU\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Export outside the EU\".", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: xs:decimal(../cbc:TaxAmount) = 0 +fn validate_br_g_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-09", + "[BR-G-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Export outside the EU\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: exists(cbc:TaxExemptionReason) or (exists(cbc:TaxExemptionReasonCode) ) +fn validate_br_g_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-10", + "[BR-G-10]-A VAT breakdown (BG-23) with the VAT Category code (BT-118) \"Export outside the EU\" shall have a VAT exemption reason code (BT-121), meaning \"Export outside the EU\" or the VAT exemption reason text (BT-120) \"Export outside the EU\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_g_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-06", + "[BR-G-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Export outside the EU\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_g_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-07", + "[BR-G-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Export outside the EU\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'G'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_g_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-G-05", + "[BR-G-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Export outside the EU\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (exists(//cac:InvoiceLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='K']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='K']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='K']/xs:decimal(cbc:Amount))))) or (exists(//cac:CreditNoteLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='K']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='K']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='K']/xs:decimal(cbc:Amount))))) +fn validate_br_ic_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-08", + "[BR-IC-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Intra-community supply\".", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: xs:decimal(../cbc:TaxAmount) = 0 +fn validate_br_ic_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-09", + "[BR-IC-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Intra-community supply\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: exists(cbc:TaxExemptionReason) or (exists(cbc:TaxExemptionReasonCode) ) +fn validate_br_ic_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-10", + "[BR-IC-10]-A VAT breakdown (BG-23) with the VAT Category code (BT-118) \"Intra-community supply\" shall have a VAT exemption reason code (BT-121), meaning \"Intra-community supply\" or the VAT exemption reason text (BT-120) \"Intra-community supply\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_ic_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-06", + "[BR-IC-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Intra-community supply\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_ic_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-07", + "[BR-IC-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Intra-community supply\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'K'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_ic_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IC-05", + "[BR-IC-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Intracommunity supply\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: every $rate in xs:decimal(cbc:Percent) satisfies ((exists(//cac:InvoiceLine) and ((../xs:decimal(cbc:TaxableAmount - 1) < (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='L'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))) and (../xs:decimal(cbc:TaxableAmount + 1) > (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='L'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))))) or (exists(//cac:CreditNoteLine) and ((../xs:decimal(cbc:TaxableAmount - 1) < (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='L'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))) and (../xs:decimal(cbc:TaxableAmount + 1) > (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='L'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='L'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount))))))) +fn validate_br_ig_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-08", + "[BR-IG-08]-For each different value of VAT category rate (BT-119) where the VAT category code (BT-118) is \"IGIC\", the VAT category taxable amount (BT-116) in a VAT breakdown (BG-23) shall equal the sum of Invoice line net amounts (BT-131) plus the sum of document level charge amounts (BT-99) minus the sum of document level allowance amounts (BT-92) where the VAT category code (BT-151, BT-102, BT-95) is \"IGIC\" and the VAT rate (BT-152, BT-103, BT-96) equals the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (abs(xs:decimal(../cbc:TaxAmount)) - 1 < round((abs(xs:decimal(../cbc:TaxableAmount)) * (xs:decimal(cbc:Percent) div 100)) * 10 * 10) div 100 ) and (abs(xs:decimal(../cbc:TaxAmount)) + 1 > round((abs(xs:decimal(../cbc:TaxableAmount)) * (xs:decimal(cbc:Percent) div 100)) * 10 * 10) div 100 ) +fn validate_br_ig_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-09", + "[BR-IG-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"IGIC\" shall equal the VAT category taxable amount (BT-116) multiplied by the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not(cbc:TaxExemptionReason) and not(cbc:TaxExemptionReasonCode) +fn validate_br_ig_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-10", + "[BR-IG-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \"IGIC\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) >= 0 +fn validate_br_ig_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-06", + "[BR-IG-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IGIC\" the Document level allowance VAT rate (BT-96) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) >= 0 +fn validate_br_ig_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-07", + "[BR-IG-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IGIC\" the Document level charge VAT rate (BT-103) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']| cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'L'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) >= 0 +fn validate_br_ig_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IG-05", + "[BR-IG-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IGIC\" the invoiced item VAT rate (BT-152) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: every $rate in xs:decimal(cbc:Percent) satisfies ((exists(//cac:InvoiceLine) and ((../xs:decimal(cbc:TaxableAmount - 1) < (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='M'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))) and (../xs:decimal(cbc:TaxableAmount + 1) > (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='M'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))))) or (exists(//cac:CreditNoteLine) and ((../xs:decimal(cbc:TaxableAmount - 1) < (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='M'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))) and (../xs:decimal(cbc:TaxableAmount + 1) > (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='M'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='M'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount))))))) +fn validate_br_ip_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-08", + "[BR-IP-08]-For each different value of VAT category rate (BT-119) where the VAT category code (BT-118) is \"IPSI\", the VAT category taxable amount (BT-116) in a VAT breakdown (BG-23) shall equal the sum of Invoice line net amounts (BT-131) plus the sum of document level charge amounts (BT-99) minus the sum of document level allowance amounts (BT-92) where the VAT category code (BT-151, BT-102, BT-95) is \"IPSI\" and the VAT rate (BT-152, BT-103, BT-96) equals the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (abs(xs:decimal(../cbc:TaxAmount)) - 1 < round((abs(xs:decimal(../cbc:TaxableAmount)) * (xs:decimal(cbc:Percent) div 100)) * 10 * 10) div 100 ) and (abs(xs:decimal(../cbc:TaxAmount)) + 1 > round((abs(xs:decimal(../cbc:TaxableAmount)) * (xs:decimal(cbc:Percent) div 100)) * 10 * 10) div 100 ) +fn validate_br_ip_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-09", + "[BR-IP-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"IPSI\" shall equal the VAT category taxable amount (BT-116) multiplied by the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not(cbc:TaxExemptionReason) and not(cbc:TaxExemptionReasonCode) +fn validate_br_ip_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-10", + "[BR-IP-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \"IPSI\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) >= 0 +fn validate_br_ip_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-06", + "[BR-IP-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"IPSI\" the Document level allowance VAT rate (BT-96) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) >= 0 +fn validate_br_ip_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-07", + "[BR-IP-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"IPSI\" the Document level charge VAT rate (BT-103) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT']| cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'M'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) >= 0 +fn validate_br_ip_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-IP-05", + "[BR-IP-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"IPSI\" the Invoiced item VAT rate (BT-152) shall be 0 (zero) or greater than zero.", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (exists(//cac:InvoiceLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='O']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='O']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='O']/xs:decimal(cbc:Amount))))) or (exists(//cac:CreditNoteLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='O']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='O']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='O']/xs:decimal(cbc:Amount))))) +fn validate_br_o_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-08", + "[BR-O-08]-In a VAT breakdown (BG-23) where the VAT category code (BT-118) is \" Not subject to VAT\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amounts (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Not subject to VAT\".", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: xs:decimal(../cbc:TaxAmount) = 0 +fn validate_br_o_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-09", + "[BR-O-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where the VAT category code (BT-118) is \"Not subject to VAT\" shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: exists(cbc:TaxExemptionReason) or (exists(cbc:TaxExemptionReasonCode) ) +fn validate_br_o_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-10", + "[BR-O-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \" Not subject to VAT\" shall have a VAT exemption reason code (BT-121), meaning \" Not subject to VAT\" or a VAT exemption reason text (BT-120) \" Not subject to VAT\" (or the equivalent standard text in another language).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not(cbc:Percent) +fn validate_br_o_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-06", + "[BR-O-06]-A Document level allowance (BG-20) where VAT category code (BT-95) is \"Not subject to VAT\" shall not contain a Document level allowance VAT rate (BT-96).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not(cbc:Percent) +fn validate_br_o_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-07", + "[BR-O-07]-A Document level charge (BG-21) where the VAT category code (BT-102) is \"Not subject to VAT\" shall not contain a Document level charge VAT rate (BT-103).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'O'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not(cbc:Percent) +fn validate_br_o_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-O-05", + "[BR-O-05]-An Invoice line (BG-25) where the VAT category code (BT-151) is \"Not subject to VAT\" shall not contain an Invoiced item VAT rate (BT-152).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: every $rate in xs:decimal(cbc:Percent) satisfies (((exists(//cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID) = 'S'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]) or exists(//cac:AllowanceCharge[cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate])) and ((../xs:decimal(cbc:TaxableAmount - 1) < (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='S'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))) and (../xs:decimal(cbc:TaxableAmount + 1) > (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='S'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))))) or (exists(//cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID) = 'S'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]) or exists(//cac:AllowanceCharge[cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate])) and ((../xs:decimal(cbc:TaxableAmount - 1) < (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='S'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))) and (../xs:decimal(cbc:TaxableAmount + 1) > (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='S'][cac:Item/cac:ClassifiedTaxCategory/xs:decimal(cbc:Percent) =$rate]/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='S'][cac:TaxCategory/xs:decimal(cbc:Percent) = $rate]/xs:decimal(cbc:Amount)))))) +fn validate_br_s_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-08", + "[BR-S-08]-For each different value of VAT category rate (BT-119) where the VAT category code (BT-118) is \"Standard rated\", the VAT category taxable amount (BT-116) in a VAT breakdown (BG-23) shall equal the sum of Invoice line net amounts (BT-131) plus the sum of document level charge amounts (BT-99) minus the sum of document level allowance amounts (BT-92) where the VAT category code (BT-151, BT-102, BT-95) is \"Standard rated\" and the VAT rate (BT-152, BT-103, BT-96) equals the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (abs(xs:decimal(../cbc:TaxAmount)) - 1 < round((abs(xs:decimal(../cbc:TaxableAmount)) * (xs:decimal(cbc:Percent) div 100)) * 10 * 10) div 100 ) and (abs(xs:decimal(../cbc:TaxAmount)) + 1 > round((abs(xs:decimal(../cbc:TaxableAmount)) * (xs:decimal(cbc:Percent) div 100)) * 10 * 10) div 100 ) +fn validate_br_s_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-09", + "[BR-S-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"Standard rated\" shall equal the VAT category taxable amount (BT-116) multiplied by the VAT category rate (BT-119).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not(cbc:TaxExemptionReason) and not(cbc:TaxExemptionReasonCode) +fn validate_br_s_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-10", + "[BR-S-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \"Standard rate\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) > 0 +fn validate_br_s_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-06", + "[BR-S-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Standard rated\" the Document level allowance VAT rate (BT-96) shall be greater than zero.", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) > 0 +fn validate_br_s_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-07", + "[BR-S-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Standard rated\" the Document level charge VAT rate (BT-103) shall be greater than zero.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'S'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (cbc:Percent) > 0 +fn validate_br_s_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-S-05", + "[BR-S-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Standard rated\" the Invoiced item VAT rate (BT-152) shall be greater than zero.", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (exists(//cac:InvoiceLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:InvoiceLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='Z']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='Z']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='Z']/xs:decimal(cbc:Amount))))) or (exists(//cac:CreditNoteLine) and (xs:decimal(../cbc:TaxableAmount) = (sum(../../../cac:CreditNoteLine[cac:Item/cac:ClassifiedTaxCategory/normalize-space(cbc:ID)='Z']/xs:decimal(cbc:LineExtensionAmount)) + sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=true()][cac:TaxCategory/normalize-space(cbc:ID)='Z']/xs:decimal(cbc:Amount)) - sum(../../../cac:AllowanceCharge[cbc:ChargeIndicator=false()][cac:TaxCategory/normalize-space(cbc:ID)='Z']/xs:decimal(cbc:Amount))))) +fn validate_br_z_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-08", + "[BR-Z-08]-In a VAT breakdown (BG-23) where VAT category code (BT-118) is \"Zero rated\" the VAT category taxable amount (BT-116) shall equal the sum of Invoice line net amount (BT-131) minus the sum of Document level allowance amounts (BT-92) plus the sum of Document level charge amounts (BT-99) where the VAT category codes (BT-151, BT-95, BT-102) are \"Zero rated\".", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: xs:decimal(../cbc:TaxAmount) = 0 +fn validate_br_z_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-09", + "[BR-Z-09]-The VAT category tax amount (BT-117) in a VAT breakdown (BG-23) where VAT category code (BT-118) is \"Zero rated\" shall equal 0 (zero).", + ))); + } + Ok(()) +} + +// Context: /*/cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: not((cbc:TaxExemptionReason) or (cbc:TaxExemptionReasonCode)) +fn validate_br_z_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-10", + "[BR-Z-10]-A VAT breakdown (BG-23) with VAT Category code (BT-118) \"Zero rated\" shall not have a VAT exemption reason code (BT-121) or VAT exemption reason text (BT-120).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=false()]/cac:TaxCategory[normalize-space(cbc:ID)='Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_z_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-06", + "[BR-Z-06]-In a Document level allowance (BG-20) where the Document level allowance VAT category code (BT-95) is \"Zero rated\" the Document level allowance VAT rate (BT-96) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator=true()]/cac:TaxCategory[normalize-space(cbc:ID)='Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_z_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-07", + "[BR-Z-07]-In a Document level charge (BG-21) where the Document level charge VAT category code (BT-102) is \"Zero rated\" the Document level charge VAT rate (BT-103) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] | cac:CreditNoteLine/cac:Item/cac:ClassifiedTaxCategory[normalize-space(cbc:ID) = 'Z'][cac:TaxScheme/normalize-space(upper-case(cbc:ID))='VAT'] +// Test: (xs:decimal(cbc:Percent) = 0) +fn validate_br_z_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-Z-05", + "[BR-Z-05]-In an Invoice line (BG-25) where the Invoiced item VAT category code (BT-151) is \"Zero rated\" the Invoiced item VAT rate (BT-152) shall be 0 (zero).", + ))); + } + Ok(()) +} + +// Context: //cac:PostalAddress | //cac:Address +// Test: not(cac:AddressLine) or count(cac:AddressLine) = 1 +fn validate_ubl_sr_51(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-51", + "[UBL-SR-51]-[UBL-SR-51]-An address can only have one third line.", + ))); + } + Ok(()) +} + +// Context: cac:AccountingSupplierParty/cac:Party +// Test: (count(cac:PartyTaxScheme) <= 2) +fn validate_ubl_sr_42(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-42", + "[UBL-SR-42]-[UBL-SR-42]-Party tax scheme shall occur maximum twice in accounting supplier party", + ))); + } + Ok(()) +} + +// Context: cac:AdditionalDocumentReference +// Test: (count(cbc:DocumentDescription) <= 1) +fn validate_ubl_sr_33(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-33", + "[UBL-SR-33]-[UBL-SR-33]-Supporting document description shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:AdditionalDocumentReference +// Test: ((cbc:DocumentTypeCode='130') or ((local-name(/*) = 'CreditNote') and (cbc:DocumentTypeCode='50')) or (not(cbc:ID/@schemeID) and not(cbc:DocumentTypeCode))) +fn validate_ubl_sr_43(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-43", + "[UBL-SR-43]-[UBL-SR-43]-Scheme identifier shall only be used for invoiced object (document type code with value 130 or 50)", + ))); + } + Ok(()) +} + +// Context: //*[ends-with(name(), 'Amount') and not(ends-with(name(),'PriceAmount')) and not(ancestor::cac:Price/cac:AllowanceCharge)] +// Test: string-length(substring-after(.,'.'))<=2 +fn validate_ubl_dt_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-DT-01", + "[UBL-DT-01]-[UBL-DT-01]-Amounts shall be decimal up to two fraction digits", + ))); + } + Ok(()) +} + +// Context: //*[ends-with(name(), 'BinaryObject')] +// Test: (@mimeCode) +fn validate_ubl_dt_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-DT-06", + "[UBL-DT-06]-[UBL-DT-06]-Binary object elements shall contain the mime code attribute", + ))); + } + Ok(()) +} + +// Context: //*[ends-with(name(), 'BinaryObject')] +// Test: (@filename) +fn validate_ubl_dt_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-DT-07", + "[UBL-DT-07]-[UBL-DT-07]-Binary object elements shall contain the file name attribute", + ))); + } + Ok(()) +} + +// Context: cac:Delivery +// Test: (count(cac:DeliveryParty/cac:PartyName/cbc:Name) <= 1) +fn validate_ubl_sr_25(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-25", + "[UBL-SR-25]-[UBL-SR-25]-Deliver to party name shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator = false()] +// Test: (count(cbc:AllowanceChargeReason) <= 1) +fn validate_ubl_sr_30(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-30", + "[UBL-SR-30]-[UBL-SR-30]-Document level allowance reason shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator = true()] +// Test: (count(cbc:AllowanceChargeReason) <= 1) +fn validate_ubl_sr_31(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-31", + "[UBL-SR-31]-[UBL-SR-31]-Document level charge reason shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(ext:UBLExtensions) +fn validate_ubl_cr_001(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-001", + "[UBL-CR-001]-[UBL-CR-001]-A UBL invoice should not include extensions", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:UBLVersionID) or cbc:UBLVersionID = '2.1' +fn validate_ubl_cr_002(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-002", + "[UBL-CR-002]-[UBL-CR-002]-A UBL invoice should not include the UBLVersionID or it should be 2.1", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:ProfileExecutionID) +fn validate_ubl_cr_003(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-003", + "[UBL-CR-003]-[UBL-CR-003]-A UBL invoice should not include the ProfileExecutionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:CopyIndicator) +fn validate_ubl_cr_004(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-004", + "[UBL-CR-004]-[UBL-CR-004]-A UBL invoice should not include the CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:UUID) +fn validate_ubl_cr_005(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-005", + "[UBL-CR-005]-[UBL-CR-005]-A UBL invoice should not include the UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:IssueTime) +fn validate_ubl_cr_006(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-006", + "[UBL-CR-006]-[UBL-CR-006]-A UBL invoice should not include the IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:PricingCurrencyCode) +fn validate_ubl_cr_007(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-007", + "[UBL-CR-007]-[UBL-CR-007]-A UBL invoice should not include the PricingCurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:PaymentCurrencyCode) +fn validate_ubl_cr_008(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-008", + "[UBL-CR-008]-[UBL-CR-008]-A UBL invoice should not include the PaymentCurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:PaymentAlternativeCurrencyCode) +fn validate_ubl_cr_009(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-009", + "[UBL-CR-009]-[UBL-CR-009]-A UBL invoice should not include the PaymentAlternativeCurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:AccountingCostCode) +fn validate_ubl_cr_010(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-010", + "[UBL-CR-010]-[UBL-CR-010]-A UBL invoice should not include the AccountingCostCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:LineCountNumeric) +fn validate_ubl_cr_011(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-011", + "[UBL-CR-011]-[UBL-CR-011]-A UBL invoice should not include the LineCountNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:InvoicePeriod/cbc:StartTime) +fn validate_ubl_cr_012(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-012", + "[UBL-CR-012]-[UBL-CR-012]-A UBL invoice should not include the InvoicePeriod StartTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:InvoicePeriod/cbc:EndTime) +fn validate_ubl_cr_013(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-013", + "[UBL-CR-013]-[UBL-CR-013]-A UBL invoice should not include the InvoicePeriod EndTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:InvoicePeriod/cbc:DurationMeasure) +fn validate_ubl_cr_014(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-014", + "[UBL-CR-014]-[UBL-CR-014]-A UBL invoice should not include the InvoicePeriod DurationMeasure", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:InvoicePeriod/cbc:Description) +fn validate_ubl_cr_015(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-015", + "[UBL-CR-015]-[UBL-CR-015]-A UBL invoice should not include the InvoicePeriod Description", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cbc:CopyIndicator) +fn validate_ubl_cr_016(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-016", + "[UBL-CR-016]-[UBL-CR-016]-A UBL invoice should not include the OrderReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cbc:UUID) +fn validate_ubl_cr_017(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-017", + "[UBL-CR-017]-[UBL-CR-017]-A UBL invoice should not include the OrderReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cbc:IssueDate) +fn validate_ubl_cr_018(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-018", + "[UBL-CR-018]-[UBL-CR-018]-A UBL invoice should not include the OrderReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cbc:IssueTime) +fn validate_ubl_cr_019(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-019", + "[UBL-CR-019]-[UBL-CR-019]-A UBL invoice should not include the OrderReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cbc:CustomerReference) +fn validate_ubl_cr_020(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-020", + "[UBL-CR-020]-[UBL-CR-020]-A UBL invoice should not include the OrderReference CustomerReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cbc:OrderTypeCode) +fn validate_ubl_cr_021(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-021", + "[UBL-CR-021]-[UBL-CR-021]-A UBL invoice should not include the OrderReference OrderTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OrderReference/cac:DocumentReference) +fn validate_ubl_cr_022(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-022", + "[UBL-CR-022]-[UBL-CR-022]-A UBL invoice should not include the OrderReference DocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_023(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-023", + "[UBL-CR-023]-[UBL-CR-023]-A UBL invoice should not include the BillingReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:UUID) +fn validate_ubl_cr_024(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-024", + "[UBL-CR-024]-[UBL-CR-024]-A UBL invoice should not include the BillingReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:IssueTime) +fn validate_ubl_cr_025(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-025", + "[UBL-CR-025]-[UBL-CR-025]-A UBL invoice should not include the BillingReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:DocumentTypeCode) +fn validate_ubl_cr_026(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-026", + "[UBL-CR-026]-[UBL-CR-026]-A UBL invoice should not include the BillingReference DocumentTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:DocumentType) +fn validate_ubl_cr_027(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-027", + "[UBL-CR-027]-[UBL-CR-027]-A UBL invoice should not include the BillingReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:XPath) +fn validate_ubl_cr_028(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-028", + "[UBL-CR-028]-[UBL-CR-028]-A UBL invoice should not include the BillingReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:LanguageID) +fn validate_ubl_cr_029(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-029", + "[UBL-CR-029]-[UBL-CR-029]-A UBL invoice should not include the BillingReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_030(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-030", + "[UBL-CR-030]-[UBL-CR-030]-A UBL invoice should not include the BillingReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:VersionID) +fn validate_ubl_cr_031(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-031", + "[UBL-CR-031]-[UBL-CR-031]-A UBL invoice should not include the BillingReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_032(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-032", + "[UBL-CR-032]-[UBL-CR-032]-A UBL invoice should not include the BillingReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cbc:DocumentDescription) +fn validate_ubl_cr_033(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-033", + "[UBL-CR-033]-[UBL-CR-033]-A UBL invoice should not include the BillingReference DocumenDescription", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cac:Attachment) +fn validate_ubl_cr_034(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-034", + "[UBL-CR-034]-[UBL-CR-034]-A UBL invoice should not include the BillingReference Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_035(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-035", + "[UBL-CR-035]-[UBL-CR-035]-A UBL invoice should not include the BillingReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cac:IssuerParty) +fn validate_ubl_cr_036(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-036", + "[UBL-CR-036]-[UBL-CR-036]-A UBL invoice should not include the BillingReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:InvoiceDocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_037(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-037", + "[UBL-CR-037]-[UBL-CR-037]-A UBL invoice should not include the BillingReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:SelfBilledInvoiceDocumentReference) +fn validate_ubl_cr_038(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-038", + "[UBL-CR-038]-[UBL-CR-038]-A UBL invoice should not include the BillingReference SelfBilledInvoiceDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:CreditNoteDocumentReference) +fn validate_ubl_cr_039(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-039", + "[UBL-CR-039]-[UBL-CR-039]-A UBL invoice should not include the BillingReference CreditNoteDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:SelfBilledCreditNoteDocumentReference) +fn validate_ubl_cr_040(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-040", + "[UBL-CR-040]-[UBL-CR-040]-A UBL invoice should not include the BillingReference SelfBilledCreditNoteDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:DebitNoteDocumentReference) +fn validate_ubl_cr_041(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-041", + "[UBL-CR-041]-[UBL-CR-041]-A UBL invoice should not include the BillingReference DebitNoteDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:ReminderDocumentReference) +fn validate_ubl_cr_042(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-042", + "[UBL-CR-042]-[UBL-CR-042]-A UBL invoice should not include the BillingReference ReminderDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:AdditionalDocumentReference) +fn validate_ubl_cr_043(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-043", + "[UBL-CR-043]-[UBL-CR-043]-A UBL invoice should not include the BillingReference AdditionalDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BillingReference/cac:BillingReferenceLine) +fn validate_ubl_cr_044(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-044", + "[UBL-CR-044]-[UBL-CR-044]-A UBL invoice should not include the BillingReference BillingReferenceLine", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_045(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-045", + "[UBL-CR-045]-[UBL-CR-045]-A UBL invoice should not include the DespatchDocumentReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:UUID) +fn validate_ubl_cr_046(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-046", + "[UBL-CR-046]-[UBL-CR-046]-A UBL invoice should not include the DespatchDocumentReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:IssueDate) +fn validate_ubl_cr_047(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-047", + "[UBL-CR-047]-[UBL-CR-047]-A UBL invoice should not include the DespatchDocumentReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:IssueTime) +fn validate_ubl_cr_048(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-048", + "[UBL-CR-048]-[UBL-CR-048]-A UBL invoice should not include the DespatchDocumentReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:DocumentTypeCode) +fn validate_ubl_cr_049(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-049", + "[UBL-CR-049]-[UBL-CR-049]-A UBL invoice should not include the DespatchDocumentReference DocumentTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:DocumentType) +fn validate_ubl_cr_050(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-050", + "[UBL-CR-050]-[UBL-CR-050]-A UBL invoice should not include the DespatchDocumentReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:XPath) +fn validate_ubl_cr_051(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-051", + "[UBL-CR-051]-[UBL-CR-051]-A UBL invoice should not include the DespatchDocumentReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:LanguageID) +fn validate_ubl_cr_052(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-052", + "[UBL-CR-052]-[UBL-CR-052]-A UBL invoice should not include the DespatchDocumentReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_053(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-053", + "[UBL-CR-053]-[UBL-CR-053]-A UBL invoice should not include the DespatchDocumentReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:VersionID) +fn validate_ubl_cr_054(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-054", + "[UBL-CR-054]-[UBL-CR-054]-A UBL invoice should not include the DespatchDocumentReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_055(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-055", + "[UBL-CR-055]-[UBL-CR-055]-A UBL invoice should not include the DespatchDocumentReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cbc:DocumentDescription) +fn validate_ubl_cr_056(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-056", + "[UBL-CR-056]-[UBL-CR-056]-A UBL invoice should not include the DespatchDocumentReference DocumentDescription", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cac:Attachment) +fn validate_ubl_cr_057(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-057", + "[UBL-CR-057]-[UBL-CR-057]-A UBL invoice should not include the DespatchDocumentReference Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_058(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-058", + "[UBL-CR-058]-[UBL-CR-058]-A UBL invoice should not include the DespatchDocumentReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cac:IssuerParty) +fn validate_ubl_cr_059(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-059", + "[UBL-CR-059]-[UBL-CR-059]-A UBL invoice should not include the DespatchDocumentReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DespatchDocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_060(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-060", + "[UBL-CR-060]-[UBL-CR-060]-A UBL invoice should not include the DespatchDocumentReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_061(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-061", + "[UBL-CR-061]-[UBL-CR-061]-A UBL invoice should not include the ReceiptDocumentReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:UUID) +fn validate_ubl_cr_062(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-062", + "[UBL-CR-062]-[UBL-CR-062]-A UBL invoice should not include the ReceiptDocumentReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:IssueDate) +fn validate_ubl_cr_063(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-063", + "[UBL-CR-063]-[UBL-CR-063]-A UBL invoice should not include the ReceiptDocumentReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:IssueTime) +fn validate_ubl_cr_064(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-064", + "[UBL-CR-064]-[UBL-CR-064]-A UBL invoice should not include the ReceiptDocumentReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:DocumentTypeCode) +fn validate_ubl_cr_065(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-065", + "[UBL-CR-065]-[UBL-CR-065]-A UBL invoice should not include the ReceiptDocumentReference DocumentTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:DocumentType) +fn validate_ubl_cr_066(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-066", + "[UBL-CR-066]-[UBL-CR-066]-A UBL invoice should not include the ReceiptDocumentReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:XPath) +fn validate_ubl_cr_067(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-067", + "[UBL-CR-067]-[UBL-CR-067]-A UBL invoice should not include the ReceiptDocumentReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:LanguageID) +fn validate_ubl_cr_068(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-068", + "[UBL-CR-068]-[UBL-CR-068]-A UBL invoice should not include the ReceiptDocumentReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_069(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-069", + "[UBL-CR-069]-[UBL-CR-069]-A UBL invoice should not include the ReceiptDocumentReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:VersionID) +fn validate_ubl_cr_070(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-070", + "[UBL-CR-070]-[UBL-CR-070]-A UBL invoice should not include the ReceiptDocumentReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_071(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-071", + "[UBL-CR-071]-[UBL-CR-071]-A UBL invoice should not include the ReceiptDocumentReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cbc:DocumentDescription) +fn validate_ubl_cr_072(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-072", + "[UBL-CR-072]-[UBL-CR-072]-A UBL invoice should not include the ReceiptDocumentReference DocumentDescription", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cac:Attachment) +fn validate_ubl_cr_073(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-073", + "[UBL-CR-073]-[UBL-CR-073]-A UBL invoice should not include the ReceiptDocumentReference Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_074(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-074", + "[UBL-CR-074]-[UBL-CR-074]-A UBL invoice should not include the ReceiptDocumentReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cac:IssuerParty) +fn validate_ubl_cr_075(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-075", + "[UBL-CR-075]-[UBL-CR-075]-A UBL invoice should not include the ReceiptDocumentReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ReceiptDocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_076(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-076", + "[UBL-CR-076]-[UBL-CR-076]-A UBL invoice should not include the ReceiptDocumentReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:StatementDocumentReference) +fn validate_ubl_cr_077(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-077", + "[UBL-CR-077]-[UBL-CR-077]-A UBL invoice should not include the StatementDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_078(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-078", + "[UBL-CR-078]-[UBL-CR-078]-A UBL invoice should not include the OriginatorDocumentReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:UUID) +fn validate_ubl_cr_079(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-079", + "[UBL-CR-079]-[UBL-CR-079]-A UBL invoice should not include the OriginatorDocumentReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:IssueDate) +fn validate_ubl_cr_080(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-080", + "[UBL-CR-080]-[UBL-CR-080]-A UBL invoice should not include the OriginatorDocumentReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:IssueTime) +fn validate_ubl_cr_081(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-081", + "[UBL-CR-081]-[UBL-CR-081]-A UBL invoice should not include the OriginatorDocumentReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:DocumentTypeCode) +fn validate_ubl_cr_082(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-082", + "[UBL-CR-082]-[UBL-CR-082]-A UBL invoice should not include the OriginatorDocumentReference DocumentTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:DocumentType) +fn validate_ubl_cr_083(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-083", + "[UBL-CR-083]-[UBL-CR-083]-A UBL invoice should not include the OriginatorDocumentReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:XPath) +fn validate_ubl_cr_084(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-084", + "[UBL-CR-084]-[UBL-CR-084]-A UBL invoice should not include the OriginatorDocumentReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:LanguageID) +fn validate_ubl_cr_085(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-085", + "[UBL-CR-085]-[UBL-CR-085]-A UBL invoice should not include the OriginatorDocumentReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_086(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-086", + "[UBL-CR-086]-[UBL-CR-086]-A UBL invoice should not include the OriginatorDocumentReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:VersionID) +fn validate_ubl_cr_087(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-087", + "[UBL-CR-087]-[UBL-CR-087]-A UBL invoice should not include the OriginatorDocumentReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_088(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-088", + "[UBL-CR-088]-[UBL-CR-088]-A UBL invoice should not include the OriginatorDocumentReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cbc:DocumentDescription) +fn validate_ubl_cr_089(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-089", + "[UBL-CR-089]-[UBL-CR-089]-A UBL invoice should not include the OriginatorDocumentReference DocumentDescription", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cac:Attachment) +fn validate_ubl_cr_090(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-090", + "[UBL-CR-090]-[UBL-CR-090]-A UBL invoice should not include the OriginatorDocumentReference Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_091(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-091", + "[UBL-CR-091]-[UBL-CR-091]-A UBL invoice should not include the OriginatorDocumentReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cac:IssuerParty) +fn validate_ubl_cr_092(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-092", + "[UBL-CR-092]-[UBL-CR-092]-A UBL invoice should not include the OriginatorDocumentReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:OriginatorDocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_093(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-093", + "[UBL-CR-093]-[UBL-CR-093]-A UBL invoice should not include the OriginatorDocumentReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_094(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-094", + "[UBL-CR-094]-[UBL-CR-094]-A UBL invoice should not include the ContractDocumentReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:UUID) +fn validate_ubl_cr_095(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-095", + "[UBL-CR-095]-[UBL-CR-095]-A UBL invoice should not include the ContractDocumentReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:IssueDate) +fn validate_ubl_cr_096(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-096", + "[UBL-CR-096]-[UBL-CR-096]-A UBL invoice should not include the ContractDocumentReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:IssueTime) +fn validate_ubl_cr_097(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-097", + "[UBL-CR-097]-[UBL-CR-097]-A UBL invoice should not include the ContractDocumentReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:DocumentTypeCode) +fn validate_ubl_cr_098(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-098", + "[UBL-CR-098]-[UBL-CR-098]-A UBL invoice should not include the ContractDocumentReference DocumentTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:DocumentType) +fn validate_ubl_cr_099(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-099", + "[UBL-CR-099]-[UBL-CR-099]-A UBL invoice should not include the ContractDocumentReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:XPath) +fn validate_ubl_cr_100(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-100", + "[UBL-CR-100]-[UBL-CR-100]-A UBL invoice should not include the ContractDocumentReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:LanguageID) +fn validate_ubl_cr_101(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-101", + "[UBL-CR-101]-[UBL-CR-101]-A UBL invoice should not include the ContractDocumentReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_102(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-102", + "[UBL-CR-102]-[UBL-CR-102]-A UBL invoice should not include the ContractDocumentReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:VersionID) +fn validate_ubl_cr_103(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-103", + "[UBL-CR-103]-[UBL-CR-103]-A UBL invoice should not include the ContractDocumentReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_104(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-104", + "[UBL-CR-104]-[UBL-CR-104]-A UBL invoice should not include the ContractDocumentReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cbc:DocumentDescription) +fn validate_ubl_cr_105(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-105", + "[UBL-CR-105]-[UBL-CR-105]-A UBL invoice should not include the ContractDocumentReference DocumentDescription", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cac:Attachment) +fn validate_ubl_cr_106(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-106", + "[UBL-CR-106]-[UBL-CR-106]-A UBL invoice should not include the ContractDocumentReference Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_107(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-107", + "[UBL-CR-107]-[UBL-CR-107]-A UBL invoice should not include the ContractDocumentReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cac:IssuerParty) +fn validate_ubl_cr_108(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-108", + "[UBL-CR-108]-[UBL-CR-108]-A UBL invoice should not include the ContractDocumentReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ContractDocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_109(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-109", + "[UBL-CR-109]-[UBL-CR-109]-A UBL invoice should not include the ContractDocumentReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_110(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-110", + "[UBL-CR-110]-[UBL-CR-110]-A UBL invoice should not include the AdditionalDocumentReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:UUID) +fn validate_ubl_cr_111(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-111", + "[UBL-CR-111]-[UBL-CR-111]-A UBL invoice should not include the AdditionalDocumentReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:IssueDate) +fn validate_ubl_cr_112(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-112", + "[UBL-CR-112]-[UBL-CR-112]-A UBL invoice should not include the AdditionalDocumentReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:IssueTime) +fn validate_ubl_cr_113(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-113", + "[UBL-CR-113]-[UBL-CR-113]-A UBL invoice should not include the AdditionalDocumentReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:DocumentType) +fn validate_ubl_cr_114(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-114", + "[UBL-CR-114]-[UBL-CR-114]-A UBL invoice should not include the AdditionalDocumentReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:XPath) +fn validate_ubl_cr_115(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-115", + "[UBL-CR-115]-[UBL-CR-115]-A UBL invoice should not include the AdditionalDocumentReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:LanguageID) +fn validate_ubl_cr_116(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-116", + "[UBL-CR-116]-[UBL-CR-116]-A UBL invoice should not include the AdditionalDocumentReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_117(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-117", + "[UBL-CR-117]-[UBL-CR-117]-A UBL invoice should not include the AdditionalDocumentReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:VersionID) +fn validate_ubl_cr_118(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-118", + "[UBL-CR-118]-[UBL-CR-118]-A UBL invoice should not include the AdditionalDocumentReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_119(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-119", + "[UBL-CR-119]-[UBL-CR-119]-A UBL invoice should not include the AdditionalDocumentReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:DocumentHash) +fn validate_ubl_cr_121(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-121", + "[UBL-CR-121]-[UBL-CR-121]-A UBL invoice should not include the AdditionalDocumentReference Attachment External DocumentHash", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:HashAlgorithmMethod) +fn validate_ubl_cr_122(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-122", + "[UBL-CR-122]-[UBL-CR-122]-A UBL invoice should not include the AdditionalDocumentReference Attachment External HashAlgorithmMethod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:ExpiryDate) +fn validate_ubl_cr_123(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-123", + "[UBL-CR-123]-[UBL-CR-123]-A UBL invoice should not include the AdditionalDocumentReference Attachment External ExpiryDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:ExpiryTime) +fn validate_ubl_cr_124(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-124", + "[UBL-CR-124]-[UBL-CR-124]-A UBL invoice should not include the AdditionalDocumentReference Attachment External ExpiryTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:MimeCode) +fn validate_ubl_cr_125(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-125", + "[UBL-CR-125]-[UBL-CR-125]-A UBL invoice should not include the AdditionalDocumentReference Attachment External MimeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:FormatCode) +fn validate_ubl_cr_126(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-126", + "[UBL-CR-126]-[UBL-CR-126]-A UBL invoice should not include the AdditionalDocumentReference Attachment External FormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:EncodingCode) +fn validate_ubl_cr_127(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-127", + "[UBL-CR-127]-[UBL-CR-127]-A UBL invoice should not include the AdditionalDocumentReference Attachment External EncodingCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:CharacterSetCode) +fn validate_ubl_cr_128(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-128", + "[UBL-CR-128]-[UBL-CR-128]-A UBL invoice should not include the AdditionalDocumentReference Attachment External CharacterSetCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:FileName) +fn validate_ubl_cr_129(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-129", + "[UBL-CR-129]-[UBL-CR-129]-A UBL invoice should not include the AdditionalDocumentReference Attachment External FileName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:Attachment/cac:ExternalReference/cbc:Description) +fn validate_ubl_cr_130(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-130", + "[UBL-CR-130]-[UBL-CR-130]-A UBL invoice should not include the AdditionalDocumentReference Attachment External Descriprion", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_131(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-131", + "[UBL-CR-131]-[UBL-CR-131]-A UBL invoice should not include the AdditionalDocumentReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:IssuerParty) +fn validate_ubl_cr_132(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-132", + "[UBL-CR-132]-[UBL-CR-132]-A UBL invoice should not include the AdditionalDocumentReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_133(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-133", + "[UBL-CR-133]-[UBL-CR-133]-A UBL invoice should not include the AdditionalDocumentReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ProjectReference/cbc:UUID) +fn validate_ubl_cr_134(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-134", + "[UBL-CR-134]-[UBL-CR-134]-A UBL invoice should not include the ProjectReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ProjectReference/cbc:IssueDate) +fn validate_ubl_cr_135(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-135", + "[UBL-CR-135]-[UBL-CR-135]-A UBL invoice should not include the ProjectReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:ProjectReference/cac:WorkPhaseReference) +fn validate_ubl_cr_136(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-136", + "[UBL-CR-136]-[UBL-CR-136]-A UBL invoice should not include the ProjectReference WorkPhaseReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Signature) +fn validate_ubl_cr_137(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-137", + "[UBL-CR-137]-[UBL-CR-137]-A UBL invoice should not include the Signature", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cbc:CustomerAssignedAccountID) +fn validate_ubl_cr_138(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-138", + "[UBL-CR-138]-[UBL-CR-138]-A UBL invoice should not include the AccountingSupplierParty CustomerAssignedAccountID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cbc:AdditionalAccountID) +fn validate_ubl_cr_139(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-139", + "[UBL-CR-139]-[UBL-CR-139]-A UBL invoice should not include the AccountingSupplierParty AdditionalAccountID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cbc:DataSendingCapability) +fn validate_ubl_cr_140(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-140", + "[UBL-CR-140]-[UBL-CR-140]-A UBL invoice should not include the AccountingSupplierParty DataSendingCapability", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cbc:MarkCareIndicator) +fn validate_ubl_cr_141(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-141", + "[UBL-CR-141]-[UBL-CR-141]-A UBL invoice should not include the AccountingSupplierParty Party MarkCareIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cbc:MarkAttentionIndicator) +fn validate_ubl_cr_142(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-142", + "[UBL-CR-142]-[UBL-CR-142]-A UBL invoice should not include the AccountingSupplierParty Party MarkAttentionIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cbc:WebsiteURI) +fn validate_ubl_cr_143(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-143", + "[UBL-CR-143]-[UBL-CR-143]-A UBL invoice should not include the AccountingSupplierParty Party WebsiteURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cbc:LogoReferenceID) +fn validate_ubl_cr_144(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-144", + "[UBL-CR-144]-[UBL-CR-144]-A UBL invoice should not include the AccountingSupplierParty Party LogoReferenceID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cbc:IndustryClassificationCode) +fn validate_ubl_cr_145(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-145", + "[UBL-CR-145]-[UBL-CR-145]-A UBL invoice should not include the AccountingSupplierParty Party IndustryClassificationCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:Language) +fn validate_ubl_cr_146(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-146", + "[UBL-CR-146]-[UBL-CR-146]-A UBL invoice should not include the AccountingSupplierParty Party Language", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:ID) +fn validate_ubl_cr_147(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-147", + "[UBL-CR-147]-[UBL-CR-147]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:AddressTypeCode) +fn validate_ubl_cr_148(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-148", + "[UBL-CR-148]-[UBL-CR-148]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress AddressTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:AddressFormatCode) +fn validate_ubl_cr_149(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-149", + "[UBL-CR-149]-[UBL-CR-149]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress AddressFormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:Postbox) +fn validate_ubl_cr_150(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-150", + "[UBL-CR-150]-[UBL-CR-150]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress Postbox", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:Floor) +fn validate_ubl_cr_151(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-151", + "[UBL-CR-151]-[UBL-CR-151]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress Floor", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:Room) +fn validate_ubl_cr_152(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-152", + "[UBL-CR-152]-[UBL-CR-152]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress Room", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:BlockName) +fn validate_ubl_cr_153(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-153", + "[UBL-CR-153]-[UBL-CR-153]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress BlockName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:BuildingName) +fn validate_ubl_cr_154(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-154", + "[UBL-CR-154]-[UBL-CR-154]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress BuildingName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:BuildingNumber) +fn validate_ubl_cr_155(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-155", + "[UBL-CR-155]-[UBL-CR-155]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress BuildingNumber", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:InhouseMail) +fn validate_ubl_cr_156(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-156", + "[UBL-CR-156]-[UBL-CR-156]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress InhouseMail", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:Department) +fn validate_ubl_cr_157(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-157", + "[UBL-CR-157]-[UBL-CR-157]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress Department", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:MarkAttention) +fn validate_ubl_cr_158(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-158", + "[UBL-CR-158]-[UBL-CR-158]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress MarkAttention", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:MarkCare) +fn validate_ubl_cr_159(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-159", + "[UBL-CR-159]-[UBL-CR-159]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress MarkCare", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:PlotIdentification) +fn validate_ubl_cr_160(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-160", + "[UBL-CR-160]-[UBL-CR-160]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress PlotIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:CitySubdivisionName) +fn validate_ubl_cr_161(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-161", + "[UBL-CR-161]-[UBL-CR-161]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress CitySubdivisionName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:CountrySubentityCode) +fn validate_ubl_cr_162(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-162", + "[UBL-CR-162]-[UBL-CR-162]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress CountrySubentityCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:Region) +fn validate_ubl_cr_163(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-163", + "[UBL-CR-163]-[UBL-CR-163]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress Region", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:District) +fn validate_ubl_cr_164(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-164", + "[UBL-CR-164]-[UBL-CR-164]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress District", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cbc:TimezoneOffset) +fn validate_ubl_cr_165(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-165", + "[UBL-CR-165]-[UBL-CR-165]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress TimezoneOffset", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cac:Country/cbc:Name) +fn validate_ubl_cr_166(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-166", + "[UBL-CR-166]-[UBL-CR-166]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress Country Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PostalAddress/cac:LocationCoordinate) +fn validate_ubl_cr_167(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-167", + "[UBL-CR-167]-[UBL-CR-167]-A UBL invoice should not include the AccountingSupplierParty Party PostalAddress LocationCoordinate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PhysicalLocation) +fn validate_ubl_cr_168(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-168", + "[UBL-CR-168]-[UBL-CR-168]-A UBL invoice should not include the AccountingSupplierParty Party PhysicalLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:RegistrationName) +fn validate_ubl_cr_169(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-169", + "[UBL-CR-169]-[UBL-CR-169]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme RegistrationName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:TaxLevelCode) +fn validate_ubl_cr_170(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-170", + "[UBL-CR-170]-[UBL-CR-170]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme TaxLevelCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:ExemptionReasonCode) +fn validate_ubl_cr_171(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-171", + "[UBL-CR-171]-[UBL-CR-171]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme ExemptionReasonCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cbc:ExemptionReason) +fn validate_ubl_cr_172(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-172", + "[UBL-CR-172]-[UBL-CR-172]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme ExemptionReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cac:RegistrationAddress) +fn validate_ubl_cr_173(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-173", + "[UBL-CR-173]-[UBL-CR-173]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme RegistrationAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cbc:Name) +fn validate_ubl_cr_174(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-174", + "[UBL-CR-174]-[UBL-CR-174]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme TaxScheme Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cbc:TaxTypeCode) +fn validate_ubl_cr_175(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-175", + "[UBL-CR-175]-[UBL-CR-175]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme TaxScheme TaxTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cbc:CurrencyCode) +fn validate_ubl_cr_176(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-176", + "[UBL-CR-176]-[UBL-CR-176]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme TaxScheme CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cac:JurisdictionRegionAddress) +fn validate_ubl_cr_177(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-177", + "[UBL-CR-177]-[UBL-CR-177]-A UBL invoice should not include the AccountingSupplierParty Party PartyTaxScheme TaxScheme JurisdictionRegionAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationDate) +fn validate_ubl_cr_178(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-178", + "[UBL-CR-178]-[UBL-CR-178]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity RegistrationDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationExpirationDate) +fn validate_ubl_cr_179(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-179", + "[UBL-CR-179]-[UBL-CR-179]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity RegistrationExpirationDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyLegalFormCode) +fn validate_ubl_cr_180(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-180", + "[UBL-CR-180]-[UBL-CR-180]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity CompanyLegalFormCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:SoleProprietorshipIndicator) +fn validate_ubl_cr_181(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-181", + "[UBL-CR-181]-[UBL-CR-181]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity SoleProprietorshipIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyLiquidationStatusCode) +fn validate_ubl_cr_182(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-182", + "[UBL-CR-182]-[UBL-CR-182]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity CompanyLiquidationStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:CorporateStockAmount) +fn validate_ubl_cr_183(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-183", + "[UBL-CR-183]-[UBL-CR-183]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity CorporateStockAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:FullyPaidSharesIndicator) +fn validate_ubl_cr_184(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-184", + "[UBL-CR-184]-[UBL-CR-184]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity FullyPaidSharesIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cac:RegistrationAddress) +fn validate_ubl_cr_185(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-185", + "[UBL-CR-185]-[UBL-CR-185]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity RegistrationAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cac:CorporateRegistrationScheme) +fn validate_ubl_cr_186(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-186", + "[UBL-CR-186]-[UBL-CR-186]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity CorporateRegistrationScheme", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cac:HeadOfficeParty) +fn validate_ubl_cr_187(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-187", + "[UBL-CR-187]-[UBL-CR-187]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity HeadOfficeParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cac:ShareholderParty) +fn validate_ubl_cr_188(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-188", + "[UBL-CR-188]-[UBL-CR-188]-A UBL invoice should not include the AccountingSupplierParty Party PartyLegalEntity ShareholderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:Contact/cbc:ID) +fn validate_ubl_cr_189(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-189", + "[UBL-CR-189]-[UBL-CR-189]-A UBL invoice should not include the AccountingSupplierParty Party Contact ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:Contact/cbc:Telefax) +fn validate_ubl_cr_190(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-190", + "[UBL-CR-190]-[UBL-CR-190]-A UBL invoice should not include the AccountingSupplierParty Party Contact Telefax", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:Contact/cbc:Note) +fn validate_ubl_cr_191(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-191", + "[UBL-CR-191]-[UBL-CR-191]-A UBL invoice should not include the AccountingSupplierParty Party Contact Note", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:Contact/cac:OtherCommunication) +fn validate_ubl_cr_192(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-192", + "[UBL-CR-192]-[UBL-CR-192]-A UBL invoice should not include the AccountingSupplierParty Party Contact OtherCommunication", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:Person) +fn validate_ubl_cr_193(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-193", + "[UBL-CR-193]-[UBL-CR-193]-A UBL invoice should not include the AccountingSupplierParty Party Person", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:AgentParty) +fn validate_ubl_cr_194(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-194", + "[UBL-CR-194]-[UBL-CR-194]-A UBL invoice should not include the AccountingSupplierParty Party AgentParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:ServiceProviderParty) +fn validate_ubl_cr_195(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-195", + "[UBL-CR-195]-[UBL-CR-195]-A UBL invoice should not include the AccountingSupplierParty Party ServiceProviderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:PowerOfAttorney) +fn validate_ubl_cr_196(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-196", + "[UBL-CR-196]-[UBL-CR-196]-A UBL invoice should not include the AccountingSupplierParty Party PowerOfAttorney", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:Party/cac:FinancialAccount) +fn validate_ubl_cr_197(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-197", + "[UBL-CR-197]-[UBL-CR-197]-A UBL invoice should not include the AccountingSupplierParty Party FinancialAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:DespatchContact) +fn validate_ubl_cr_198(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-198", + "[UBL-CR-198]-[UBL-CR-198]-A UBL invoice should not include the AccountingSupplierParty DespatchContact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:AccountingContact) +fn validate_ubl_cr_199(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-199", + "[UBL-CR-199]-[UBL-CR-199]-A UBL invoice should not include the AccountingSupplierParty AccountingContact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingSupplierParty/cac:SellerContact) +fn validate_ubl_cr_200(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-200", + "[UBL-CR-200]-[UBL-CR-200]-A UBL invoice should not include the AccountingSupplierParty SellerContact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cbc:CustomerAssignedAccountID) +fn validate_ubl_cr_201(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-201", + "[UBL-CR-201]-[UBL-CR-201]-A UBL invoice should not include the AccountingCustomerParty CustomerAssignedAccountID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cbc:SupplierAssignedAccountID) +fn validate_ubl_cr_202(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-202", + "[UBL-CR-202]-[UBL-CR-202]-A UBL invoice should not include the AccountingCustomerParty SupplierAssignedAccountID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cbc:AdditionalAccountID) +fn validate_ubl_cr_203(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-203", + "[UBL-CR-203]-[UBL-CR-203]-A UBL invoice should not include the AccountingCustomerParty AdditionalAccountID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cbc:MarkCareIndicator) +fn validate_ubl_cr_204(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-204", + "[UBL-CR-204]-[UBL-CR-204]-A UBL invoice should not include the AccountingCustomerParty Party MarkCareIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cbc:MarkAttentionIndicator) +fn validate_ubl_cr_205(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-205", + "[UBL-CR-205]-[UBL-CR-205]-A UBL invoice should not include the AccountingCustomerParty Party MarkAttentionIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cbc:WebsiteURI) +fn validate_ubl_cr_206(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-206", + "[UBL-CR-206]-[UBL-CR-206]-A UBL invoice should not include the AccountingCustomerParty Party WebsiteURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cbc:LogoReferenceID) +fn validate_ubl_cr_207(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-207", + "[UBL-CR-207]-[UBL-CR-207]-A UBL invoice should not include the AccountingCustomerParty Party LogoReferenceID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cbc:IndustryClassificationCode) +fn validate_ubl_cr_208(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-208", + "[UBL-CR-208]-[UBL-CR-208]-A UBL invoice should not include the AccountingCustomerParty Party IndustryClassificationCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:Language) +fn validate_ubl_cr_209(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-209", + "[UBL-CR-209]-[UBL-CR-209]-A UBL invoice should not include the AccountingCustomerParty Party Language", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:ID) +fn validate_ubl_cr_210(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-210", + "[UBL-CR-210]-[UBL-CR-210]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:AddressTypeCode) +fn validate_ubl_cr_211(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-211", + "[UBL-CR-211]-[UBL-CR-211]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress AddressTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:AddressFormatCode) +fn validate_ubl_cr_212(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-212", + "[UBL-CR-212]-[UBL-CR-212]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress AddressFormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:Postbox) +fn validate_ubl_cr_213(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-213", + "[UBL-CR-213]-[UBL-CR-213]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress Postbox", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:Floor) +fn validate_ubl_cr_214(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-214", + "[UBL-CR-214]-[UBL-CR-214]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress Floor", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:Room) +fn validate_ubl_cr_215(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-215", + "[UBL-CR-215]-[UBL-CR-215]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress Room", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:BlockName) +fn validate_ubl_cr_216(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-216", + "[UBL-CR-216]-[UBL-CR-216]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress BlockName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:BuildingName) +fn validate_ubl_cr_217(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-217", + "[UBL-CR-217]-[UBL-CR-217]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress BuildingName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:BuildingNumber) +fn validate_ubl_cr_218(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-218", + "[UBL-CR-218]-[UBL-CR-218]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress BuildingNumber", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:InhouseMail) +fn validate_ubl_cr_219(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-219", + "[UBL-CR-219]-[UBL-CR-219]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress InhouseMail", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:Department) +fn validate_ubl_cr_220(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-220", + "[UBL-CR-220]-[UBL-CR-220]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress Department", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:MarkAttention) +fn validate_ubl_cr_221(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-221", + "[UBL-CR-221]-[UBL-CR-221]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress MarkAttention", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:MarkCare) +fn validate_ubl_cr_222(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-222", + "[UBL-CR-222]-[UBL-CR-222]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress MarkCare", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:PlotIdentification) +fn validate_ubl_cr_223(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-223", + "[UBL-CR-223]-[UBL-CR-223]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress PlotIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:CitySubdivisionName) +fn validate_ubl_cr_224(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-224", + "[UBL-CR-224]-[UBL-CR-224]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress CitySubdivisionName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:CountrySubentityCode) +fn validate_ubl_cr_225(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-225", + "[UBL-CR-225]-[UBL-CR-225]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress CountrySubentityCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:Region) +fn validate_ubl_cr_226(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-226", + "[UBL-CR-226]-[UBL-CR-226]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress Region", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:District) +fn validate_ubl_cr_227(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-227", + "[UBL-CR-227]-[UBL-CR-227]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress District", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cbc:TimezoneOffset) +fn validate_ubl_cr_228(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-228", + "[UBL-CR-228]-[UBL-CR-228]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress TimezoneOffset", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cac:Country/cbc:Name) +fn validate_ubl_cr_229(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-229", + "[UBL-CR-229]-[UBL-CR-229]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress Country Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PostalAddress/cac:LocationCoordinate) +fn validate_ubl_cr_230(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-230", + "[UBL-CR-230]-[UBL-CR-230]-A UBL invoice should not include the AccountingCustomerParty Party PostalAddress LocationCoordinate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PhysicalLocation) +fn validate_ubl_cr_231(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-231", + "[UBL-CR-231]-[UBL-CR-231]-A UBL invoice should not include the AccountingCustomerParty Party PhysicalLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cbc:RegistrationName) +fn validate_ubl_cr_232(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-232", + "[UBL-CR-232]-[UBL-CR-232]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme RegistrationName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cbc:TaxLevelCode) +fn validate_ubl_cr_233(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-233", + "[UBL-CR-233]-[UBL-CR-233]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme TaxLevelCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cbc:ExemptionReasonCode) +fn validate_ubl_cr_234(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-234", + "[UBL-CR-234]-[UBL-CR-234]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme ExemptionReasonCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cbc:ExemptionReason) +fn validate_ubl_cr_235(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-235", + "[UBL-CR-235]-[UBL-CR-235]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme ExemptionReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cac:RegistrationAddress) +fn validate_ubl_cr_236(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-236", + "[UBL-CR-236]-[UBL-CR-236]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme RegistrationAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cbc:Name) +fn validate_ubl_cr_237(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-237", + "[UBL-CR-237]-[UBL-CR-237]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme TaxScheme Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cbc:TaxTypeCode) +fn validate_ubl_cr_238(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-238", + "[UBL-CR-238]-[UBL-CR-238]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme TaxScheme TaxTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cbc:CurrencyCode) +fn validate_ubl_cr_239(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-239", + "[UBL-CR-239]-[UBL-CR-239]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme TaxScheme CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme/cac:TaxScheme/cac:JurisdictionRegionAddress) +fn validate_ubl_cr_240(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-240", + "[UBL-CR-240]-[UBL-CR-240]-A UBL invoice should not include the AccountingCustomerParty Party PartyTaxScheme TaxScheme JurisdictionRegionAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationDate) +fn validate_ubl_cr_241(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-241", + "[UBL-CR-241]-[UBL-CR-241]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity RegistrationDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationExpirationDate) +fn validate_ubl_cr_242(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-242", + "[UBL-CR-242]-[UBL-CR-242]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity RegistrationExpirationDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyLegalFormCode) +fn validate_ubl_cr_243(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-243", + "[UBL-CR-243]-[UBL-CR-243]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity CompanyLegalFormCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyLegalForm) +fn validate_ubl_cr_244(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-244", + "[UBL-CR-244]-[UBL-CR-244]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity CompanyLegalForm", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:SoleProprietorshipIndicator) +fn validate_ubl_cr_245(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-245", + "[UBL-CR-245]-[UBL-CR-245]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity SoleProprietorshipIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyLiquidationStatusCode) +fn validate_ubl_cr_246(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-246", + "[UBL-CR-246]-[UBL-CR-246]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity CompanyLiquidationStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CorporateStockAmount) +fn validate_ubl_cr_247(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-247", + "[UBL-CR-247]-[UBL-CR-247]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity CorporateStockAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:FullyPaidSharesIndicator) +fn validate_ubl_cr_248(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-248", + "[UBL-CR-248]-[UBL-CR-248]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity FullyPaidSharesIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cac:RegistrationAddress) +fn validate_ubl_cr_249(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-249", + "[UBL-CR-249]-[UBL-CR-249]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity RegistrationAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cac:CorporateRegistrationScheme) +fn validate_ubl_cr_250(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-250", + "[UBL-CR-250]-[UBL-CR-250]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity CorporateRegistrationScheme", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cac:HeadOfficeParty) +fn validate_ubl_cr_251(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-251", + "[UBL-CR-251]-[UBL-CR-251]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity HeadOfficeParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cac:ShareholderParty) +fn validate_ubl_cr_252(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-252", + "[UBL-CR-252]-[UBL-CR-252]-A UBL invoice should not include the AccountingCustomerParty Party PartyLegalEntity ShareholderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:Contact/cbc:ID) +fn validate_ubl_cr_253(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-253", + "[UBL-CR-253]-[UBL-CR-253]-A UBL invoice should not include the AccountingCustomerParty Party Contact ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:Contact/cbc:Telefax) +fn validate_ubl_cr_254(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-254", + "[UBL-CR-254]-[UBL-CR-254]-A UBL invoice should not include the AccountingCustomerParty Party Contact Telefax", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:Contact/cbc:Note) +fn validate_ubl_cr_255(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-255", + "[UBL-CR-255]-[UBL-CR-255]-A UBL invoice should not include the AccountingCustomerParty Party Contact Note", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:Contact/cac:OtherCommunication) +fn validate_ubl_cr_256(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-256", + "[UBL-CR-256]-[UBL-CR-256]-A UBL invoice should not include the AccountingCustomerParty Party Contact OtherCommunication", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:Person) +fn validate_ubl_cr_257(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-257", + "[UBL-CR-257]-[UBL-CR-257]-A UBL invoice should not include the AccountingCustomerParty Party Person", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:AgentParty) +fn validate_ubl_cr_258(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-258", + "[UBL-CR-258]-[UBL-CR-258]-A UBL invoice should not include the AccountingCustomerParty Party AgentParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:ServiceProviderParty) +fn validate_ubl_cr_259(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-259", + "[UBL-CR-259]-[UBL-CR-259]-A UBL invoice should not include the AccountingCustomerParty Party ServiceProviderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:PowerOfAttorney) +fn validate_ubl_cr_260(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-260", + "[UBL-CR-260]-[UBL-CR-260]-A UBL invoice should not include the AccountingCustomerParty Party PowerOfAttorney", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:Party/cac:FinancialAccount) +fn validate_ubl_cr_261(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-261", + "[UBL-CR-261]-[UBL-CR-261]-A UBL invoice should not include the AccountingCustomerParty Party FinancialAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:DeliveryContact) +fn validate_ubl_cr_262(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-262", + "[UBL-CR-262]-[UBL-CR-262]-A UBL invoice should not include the AccountingCustomerParty DeliveryContact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:AccountingContact) +fn validate_ubl_cr_263(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-263", + "[UBL-CR-263]-[UBL-CR-263]-A UBL invoice should not include the AccountingCustomerParty AccountingContact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AccountingCustomerParty/cac:BuyerContact) +fn validate_ubl_cr_264(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-264", + "[UBL-CR-264]-[UBL-CR-264]-A UBL invoice should not include the AccountingCustomerParty BuyerContact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cbc:MarkCareIndicator) +fn validate_ubl_cr_265(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-265", + "[UBL-CR-265]-[UBL-CR-265]-A UBL invoice should not include the PayeeParty MarkCareIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cbc:MarkAttentionIndicator) +fn validate_ubl_cr_266(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-266", + "[UBL-CR-266]-[UBL-CR-266]-A UBL invoice should not include the PayeeParty MarkAttentionIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cbc:WebsiteURI) +fn validate_ubl_cr_267(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-267", + "[UBL-CR-267]-[UBL-CR-267]-A UBL invoice should not include the PayeeParty WebsiteURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cbc:LogoReferenceID) +fn validate_ubl_cr_268(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-268", + "[UBL-CR-268]-[UBL-CR-268]-A UBL invoice should not include the PayeeParty LogoReferenceID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cbc:EndpointID) +fn validate_ubl_cr_269(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-269", + "[UBL-CR-269]-[UBL-CR-269]-A UBL invoice should not include the PayeeParty EndpointID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cbc:IndustryClassificationCode) +fn validate_ubl_cr_270(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-270", + "[UBL-CR-270]-[UBL-CR-270]-A UBL invoice should not include the PayeeParty IndustryClassificationCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:Language) +fn validate_ubl_cr_271(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-271", + "[UBL-CR-271]-[UBL-CR-271]-A UBL invoice should not include the PayeeParty Language", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PostalAddress) +fn validate_ubl_cr_272(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-272", + "[UBL-CR-272]-[UBL-CR-272]-A UBL invoice should not include the PayeeParty PostalAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PhysicalLocation) +fn validate_ubl_cr_273(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-273", + "[UBL-CR-273]-[UBL-CR-273]-A UBL invoice should not include the PayeeParty PhysicalLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyTaxScheme) +fn validate_ubl_cr_274(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-274", + "[UBL-CR-274]-[UBL-CR-274]-A UBL invoice should not include the PayeeParty PartyTaxScheme", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:RegistrationName) +fn validate_ubl_cr_275(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-275", + "[UBL-CR-275]-[UBL-CR-275]-A UBL invoice should not include the PayeeParty PartyLegalEntity RegistrationName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:RegistrationDate) +fn validate_ubl_cr_276(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-276", + "[UBL-CR-276]-[UBL-CR-276]-A UBL invoice should not include the PayeeParty PartyLegalEntity RegistrationDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:RegistrationExpirationDate) +fn validate_ubl_cr_277(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-277", + "[UBL-CR-277]-[UBL-CR-277]-A UBL invoice should not include the PayeeParty PartyLegalEntity RegistrationExpirationDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:CompanyLegalFormCode) +fn validate_ubl_cr_278(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-278", + "[UBL-CR-278]-[UBL-CR-278]-A UBL invoice should not include the PayeeParty PartyLegalEntity CompanyLegalFormCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:CompanyLegalForm) +fn validate_ubl_cr_279(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-279", + "[UBL-CR-279]-[UBL-CR-279]-A UBL invoice should not include the PayeeParty PartyLegalEntity CompanyLegalForm", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:SoleProprietorshipIndicator) +fn validate_ubl_cr_280(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-280", + "[UBL-CR-280]-[UBL-CR-280]-A UBL invoice should not include the PayeeParty PartyLegalEntity SoleProprietorshipIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:CompanyLiquidationStatusCode) +fn validate_ubl_cr_281(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-281", + "[UBL-CR-281]-[UBL-CR-281]-A UBL invoice should not include the PayeeParty PartyLegalEntity CompanyLiquidationStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:CorporateStockAmount) +fn validate_ubl_cr_282(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-282", + "[UBL-CR-282]-[UBL-CR-282]-A UBL invoice should not include the PayeeParty PartyLegalEntity CorporateStockAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cbc:FullyPaidSharesIndicator) +fn validate_ubl_cr_283(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-283", + "[UBL-CR-283]-[UBL-CR-283]-A UBL invoice should not include the PayeeParty PartyLegalEntity FullyPaidSharesIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cac:RegistrationAddress) +fn validate_ubl_cr_284(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-284", + "[UBL-CR-284]-[UBL-CR-284]-A UBL invoice should not include the PayeeParty PartyLegalEntity RegistrationAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cac:CorporateRegistrationScheme) +fn validate_ubl_cr_285(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-285", + "[UBL-CR-285]-[UBL-CR-285]-A UBL invoice should not include the PayeeParty PartyLegalEntity CorporateRegistrationScheme", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cac:HeadOfficeParty) +fn validate_ubl_cr_286(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-286", + "[UBL-CR-286]-[UBL-CR-286]-A UBL invoice should not include the PayeeParty PartyLegalEntity HeadOfficeParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PartyLegalEntity/cac:ShareholderParty) +fn validate_ubl_cr_287(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-287", + "[UBL-CR-287]-[UBL-CR-287]-A UBL invoice should not include the PayeeParty PartyLegalEntity ShareholderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:Contact) +fn validate_ubl_cr_288(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-288", + "[UBL-CR-288]-[UBL-CR-288]-A UBL invoice should not include the PayeeParty Contact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:Person) +fn validate_ubl_cr_289(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-289", + "[UBL-CR-289]-[UBL-CR-289]-A UBL invoice should not include the PayeeParty Person", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:AgentParty) +fn validate_ubl_cr_290(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-290", + "[UBL-CR-290]-[UBL-CR-290]-A UBL invoice should not include the PayeeParty AgentParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:ServiceProviderParty) +fn validate_ubl_cr_291(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-291", + "[UBL-CR-291]-[UBL-CR-291]-A UBL invoice should not include the PayeeParty ServiceProviderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:PowerOfAttorney) +fn validate_ubl_cr_292(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-292", + "[UBL-CR-292]-[UBL-CR-292]-A UBL invoice should not include the PayeeParty PowerOfAttorney", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PayeeParty/cac:FinancialAccount) +fn validate_ubl_cr_293(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-293", + "[UBL-CR-293]-[UBL-CR-293]-A UBL invoice should not include the PayeeParty FinancialAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:BuyerCustomerParty) +fn validate_ubl_cr_294(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-294", + "[UBL-CR-294]-[UBL-CR-294]-A UBL invoice should not include the BuyerCustomerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:SellerSupplierParty) +fn validate_ubl_cr_295(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-295", + "[UBL-CR-295]-[UBL-CR-295]-A UBL invoice should not include the SellerSupplierParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cbc:MarkCareIndicator) +fn validate_ubl_cr_296(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-296", + "[UBL-CR-296]-[UBL-CR-296]-A UBL invoice should not include the TaxRepresentativeParty MarkCareIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cbc:MarkAttentionIndicator) +fn validate_ubl_cr_297(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-297", + "[UBL-CR-297]-[UBL-CR-297]-A UBL invoice should not include the TaxRepresentativeParty MarkAttentionIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cbc:WebsiteURI) +fn validate_ubl_cr_298(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-298", + "[UBL-CR-298]-[UBL-CR-298]-A UBL invoice should not include the TaxRepresentativeParty WebsiteURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cbc:LogoReferenceID) +fn validate_ubl_cr_299(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-299", + "[UBL-CR-299]-[UBL-CR-299]-A UBL invoice should not include the TaxRepresentativeParty LogoReferenceID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cbc:EndpointID) +fn validate_ubl_cr_300(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-300", + "[UBL-CR-300]-[UBL-CR-300]-A UBL invoice should not include the TaxRepresentativeParty EndpointID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cbc:IndustryClassificationCode) +fn validate_ubl_cr_301(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-301", + "[UBL-CR-301]-[UBL-CR-301]-A UBL invoice should not include the TaxRepresentativeParty IndustryClassificationCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyIdentification) +fn validate_ubl_cr_302(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-302", + "[UBL-CR-302]-[UBL-CR-302]-A UBL invoice should not include the TaxRepresentativeParty PartyIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:Language) +fn validate_ubl_cr_303(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-303", + "[UBL-CR-303]-[UBL-CR-303]-A UBL invoice should not include the TaxRepresentativeParty Language", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:ID) +fn validate_ubl_cr_304(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-304", + "[UBL-CR-304]-[UBL-CR-304]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:AddressTypeCode) +fn validate_ubl_cr_305(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-305", + "[UBL-CR-305]-[UBL-CR-305]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress AddressTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:AddressFormatCode) +fn validate_ubl_cr_306(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-306", + "[UBL-CR-306]-[UBL-CR-306]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress AddressFormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:Postbox) +fn validate_ubl_cr_307(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-307", + "[UBL-CR-307]-[UBL-CR-307]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress Postbox", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:Floor) +fn validate_ubl_cr_308(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-308", + "[UBL-CR-308]-[UBL-CR-308]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress Floor", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:Room) +fn validate_ubl_cr_309(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-309", + "[UBL-CR-309]-[UBL-CR-309]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress Room", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:BlockName) +fn validate_ubl_cr_310(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-310", + "[UBL-CR-310]-[UBL-CR-310]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress BlockName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:BuildingName) +fn validate_ubl_cr_311(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-311", + "[UBL-CR-311]-[UBL-CR-311]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress BuildingName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:BuildingNumber) +fn validate_ubl_cr_312(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-312", + "[UBL-CR-312]-[UBL-CR-312]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress BuildingNumber", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:InhouseMail) +fn validate_ubl_cr_313(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-313", + "[UBL-CR-313]-[UBL-CR-313]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress InhouseMail", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:Department) +fn validate_ubl_cr_314(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-314", + "[UBL-CR-314]-[UBL-CR-314]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress Department", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:MarkAttention) +fn validate_ubl_cr_315(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-315", + "[UBL-CR-315]-[UBL-CR-315]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress MarkAttention", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:MarkCare) +fn validate_ubl_cr_316(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-316", + "[UBL-CR-316]-[UBL-CR-316]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress MarkCare", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:PlotIdentification) +fn validate_ubl_cr_317(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-317", + "[UBL-CR-317]-[UBL-CR-317]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress PlotIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:CitySubdivisionName) +fn validate_ubl_cr_318(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-318", + "[UBL-CR-318]-[UBL-CR-318]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress CitySubdivisionName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:CountrySubentityCode) +fn validate_ubl_cr_319(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-319", + "[UBL-CR-319]-[UBL-CR-319]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress CountrySubentityCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:Region) +fn validate_ubl_cr_320(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-320", + "[UBL-CR-320]-[UBL-CR-320]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress Region", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:District) +fn validate_ubl_cr_321(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-321", + "[UBL-CR-321]-[UBL-CR-321]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress District", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cbc:TimezoneOffset) +fn validate_ubl_cr_322(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-322", + "[UBL-CR-322]-[UBL-CR-322]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress TimezoneOffset", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cac:Country/cbc:Name) +fn validate_ubl_cr_323(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-323", + "[UBL-CR-323]-[UBL-CR-323]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress Country Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PostalAddress/cac:LocationCoordinate) +fn validate_ubl_cr_324(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-324", + "[UBL-CR-324]-[UBL-CR-324]-A UBL invoice should not include the TaxRepresentativeParty PostalAddress LocationCoordinate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PhysicalLocation) +fn validate_ubl_cr_325(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-325", + "[UBL-CR-325]-[UBL-CR-325]-A UBL invoice should not include the TaxRepresentativeParty PhysicalLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cbc:RegistrationName) +fn validate_ubl_cr_326(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-326", + "[UBL-CR-326]-[UBL-CR-326]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme RegistrationName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cbc:TaxLevelCode) +fn validate_ubl_cr_327(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-327", + "[UBL-CR-327]-[UBL-CR-327]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme TaxLevelCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cbc:ExemptionReasonCode) +fn validate_ubl_cr_328(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-328", + "[UBL-CR-328]-[UBL-CR-328]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme ExemptionReasonCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cbc:ExemptionReason) +fn validate_ubl_cr_329(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-329", + "[UBL-CR-329]-[UBL-CR-329]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme ExemptionReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cac:RegistrationAddress) +fn validate_ubl_cr_330(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-330", + "[UBL-CR-330]-[UBL-CR-330]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme RegistrationAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cac:TaxScheme/cbc:Name) +fn validate_ubl_cr_331(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-331", + "[UBL-CR-331]-[UBL-CR-331]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme TaxScheme Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cac:TaxScheme/cbc:TaxTypeCode) +fn validate_ubl_cr_332(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-332", + "[UBL-CR-332]-[UBL-CR-332]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme TaxScheme TaxTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cac:TaxScheme/cbc:CurrencyCode) +fn validate_ubl_cr_333(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-333", + "[UBL-CR-333]-[UBL-CR-333]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme TaxScheme CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyTaxScheme/cac:TaxScheme/cac:JurisdictionRegionAddress) +fn validate_ubl_cr_334(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-334", + "[UBL-CR-334]-[UBL-CR-334]-A UBL invoice should not include the TaxRepresentativeParty PartyTaxScheme TaxScheme JurisdictionRegionAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PartyLegalEntity) +fn validate_ubl_cr_335(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-335", + "[UBL-CR-335]-[UBL-CR-335]-A UBL invoice should not include the TaxRepresentativeParty PartyLegalEntity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:Contact) +fn validate_ubl_cr_336(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-336", + "[UBL-CR-336]-[UBL-CR-336]-A UBL invoice should not include the TaxRepresentativeParty Contact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:Person) +fn validate_ubl_cr_337(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-337", + "[UBL-CR-337]-[UBL-CR-337]-A UBL invoice should not include the TaxRepresentativeParty Person", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:AgentParty) +fn validate_ubl_cr_338(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-338", + "[UBL-CR-338]-[UBL-CR-338]-A UBL invoice should not include the TaxRepresentativeParty AgentParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:ServiceProviderParty) +fn validate_ubl_cr_339(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-339", + "[UBL-CR-339]-[UBL-CR-339]-A UBL invoice should not include the TaxRepresentativeParty ServiceProviderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:PowerOfAttorney) +fn validate_ubl_cr_340(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-340", + "[UBL-CR-340]-[UBL-CR-340]-A UBL invoice should not include the TaxRepresentativeParty PowerOfAttorney", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxRepresentativeParty/cac:FinancialAccount) +fn validate_ubl_cr_341(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-341", + "[UBL-CR-341]-[UBL-CR-341]-A UBL invoice should not include the TaxRepresentativeParty FinancialAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:ID) +fn validate_ubl_cr_342(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-342", + "[UBL-CR-342]-[UBL-CR-342]-A UBL invoice should not include the Delivery ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:Quantity) +fn validate_ubl_cr_343(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-343", + "[UBL-CR-343]-[UBL-CR-343]-A UBL invoice should not include the Delivery Quantity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:MinimumQuantity) +fn validate_ubl_cr_344(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-344", + "[UBL-CR-344]-[UBL-CR-344]-A UBL invoice should not include the Delivery MinimumQuantity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:MaximumQuantity) +fn validate_ubl_cr_345(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-345", + "[UBL-CR-345]-[UBL-CR-345]-A UBL invoice should not include the Delivery MaximumQuantity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:ActualDeliveryTime) +fn validate_ubl_cr_346(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-346", + "[UBL-CR-346]-[UBL-CR-346]-A UBL invoice should not include the Delivery ActualDeliveryTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:LatestDeliveryDate) +fn validate_ubl_cr_347(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-347", + "[UBL-CR-347]-[UBL-CR-347]-A UBL invoice should not include the Delivery LatestDeliveryDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:LatestDeliveryTime) +fn validate_ubl_cr_348(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-348", + "[UBL-CR-348]-[UBL-CR-348]-A UBL invoice should not include the Delivery LatestDeliveryTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:ReleaseID) +fn validate_ubl_cr_349(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-349", + "[UBL-CR-349]-[UBL-CR-349]-A UBL invoice should not include the Delivery ReleaseID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cbc:TrackingID) +fn validate_ubl_cr_350(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-350", + "[UBL-CR-350]-[UBL-CR-350]-A UBL invoice should not include the Delivery TrackingID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:Description) +fn validate_ubl_cr_351(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-351", + "[UBL-CR-351]-[UBL-CR-351]-A UBL invoice should not include the Delivery DeliveryLocation Description", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:Conditions) +fn validate_ubl_cr_352(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-352", + "[UBL-CR-352]-[UBL-CR-352]-A UBL invoice should not include the Delivery DeliveryLocation Conditions", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:CountrySubentity) +fn validate_ubl_cr_353(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-353", + "[UBL-CR-353]-[UBL-CR-353]-A UBL invoice should not include the Delivery DeliveryLocation CountrySubentity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:CountrySubentityCode) +fn validate_ubl_cr_354(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-354", + "[UBL-CR-354]-[UBL-CR-354]-A UBL invoice should not include the Delivery DeliveryLocation CountrySubentityCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:LocationTypeCode) +fn validate_ubl_cr_355(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-355", + "[UBL-CR-355]-[UBL-CR-355]-A UBL invoice should not include the Delivery DeliveryLocation LocationTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:InformationURI) +fn validate_ubl_cr_356(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-356", + "[UBL-CR-356]-[UBL-CR-356]-A UBL invoice should not include the Delivery DeliveryLocation InformationURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cbc:Name) +fn validate_ubl_cr_357(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-357", + "[UBL-CR-357]-[UBL-CR-357]-A UBL invoice should not include the Delivery DeliveryLocation Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:ValidityPeriod) +fn validate_ubl_cr_358(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-358", + "[UBL-CR-358]-[UBL-CR-358]-A UBL invoice should not include the Delivery DeliveryLocation ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:ID) +fn validate_ubl_cr_359(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-359", + "[UBL-CR-359]-[UBL-CR-359]-A UBL invoice should not include the Delivery DeliveryLocation Address ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:AddressTypeCode) +fn validate_ubl_cr_360(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-360", + "[UBL-CR-360]-[UBL-CR-360]-A UBL invoice should not include the Delivery DeliveryLocation Address AddressTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:AddressFormatCode) +fn validate_ubl_cr_361(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-361", + "[UBL-CR-361]-[UBL-CR-361]-A UBL invoice should not include the Delivery DeliveryLocation Address AddressFormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:Postbox) +fn validate_ubl_cr_362(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-362", + "[UBL-CR-362]-[UBL-CR-362]-A UBL invoice should not include the Delivery DeliveryLocation Address Postbox", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:Floor) +fn validate_ubl_cr_363(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-363", + "[UBL-CR-363]-[UBL-CR-363]-A UBL invoice should not include the Delivery DeliveryLocation Address Floor", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:Room) +fn validate_ubl_cr_364(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-364", + "[UBL-CR-364]-[UBL-CR-364]-A UBL invoice should not include the Delivery DeliveryLocation Address Room", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:BlockName) +fn validate_ubl_cr_365(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-365", + "[UBL-CR-365]-[UBL-CR-365]-A UBL invoice should not include the Delivery DeliveryLocation Address BlockName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:BuildingName) +fn validate_ubl_cr_366(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-366", + "[UBL-CR-366]-[UBL-CR-366]-A UBL invoice should not include the Delivery DeliveryLocation Address BuildingName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:BuildingNumber) +fn validate_ubl_cr_367(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-367", + "[UBL-CR-367]-[UBL-CR-367]-A UBL invoice should not include the Delivery DeliveryLocation Address BuildingNumber", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:InhouseMail) +fn validate_ubl_cr_368(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-368", + "[UBL-CR-368]-[UBL-CR-368]-A UBL invoice should not include the Delivery DeliveryLocation Address InhouseMail", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:Department) +fn validate_ubl_cr_369(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-369", + "[UBL-CR-369]-[UBL-CR-369]-A UBL invoice should not include the Delivery DeliveryLocation Address Department", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:MarkAttention) +fn validate_ubl_cr_370(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-370", + "[UBL-CR-370]-[UBL-CR-370]-A UBL invoice should not include the Delivery DeliveryLocation Address MarkAttention", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:MarkCare) +fn validate_ubl_cr_371(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-371", + "[UBL-CR-371]-[UBL-CR-371]-A UBL invoice should not include the Delivery DeliveryLocation Address MarkCare", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:PlotIdentification) +fn validate_ubl_cr_372(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-372", + "[UBL-CR-372]-[UBL-CR-372]-A UBL invoice should not include the Delivery DeliveryLocation Address PlotIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:CitySubdivisionName) +fn validate_ubl_cr_373(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-373", + "[UBL-CR-373]-[UBL-CR-373]-A UBL invoice should not include the Delivery DeliveryLocation Address CitySubdivisionName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:CountrySubentityCode) +fn validate_ubl_cr_374(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-374", + "[UBL-CR-374]-[UBL-CR-374]-A UBL invoice should not include the Delivery DeliveryLocation Address CountrySubentityCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:Region) +fn validate_ubl_cr_375(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-375", + "[UBL-CR-375]-[UBL-CR-375]-A UBL invoice should not include the Delivery DeliveryLocation Address Region", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:District) +fn validate_ubl_cr_376(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-376", + "[UBL-CR-376]-[UBL-CR-376]-A UBL invoice should not include the Delivery DeliveryLocation Address District", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cbc:TimezoneOffset) +fn validate_ubl_cr_377(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-377", + "[UBL-CR-377]-[UBL-CR-377]-A UBL invoice should not include the Delivery DeliveryLocation Address TimezoneOffset", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cac:Country/cbc:Name) +fn validate_ubl_cr_378(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-378", + "[UBL-CR-378]-[UBL-CR-378]-A UBL invoice should not include the Delivery DeliveryLocation Address Country Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:Address/cac:LocationCoordinate) +fn validate_ubl_cr_379(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-379", + "[UBL-CR-379]-[UBL-CR-379]-A UBL invoice should not include the Delivery DeliveryLocation Address LocationCoordinate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:SubsidiaryLocation) +fn validate_ubl_cr_380(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-380", + "[UBL-CR-380]-[UBL-CR-380]-A UBL invoice should not include the Delivery DeliveryLocation SubsidiaryLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryLocation/cac:LocationCoordinate) +fn validate_ubl_cr_381(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-381", + "[UBL-CR-381]-[UBL-CR-381]-A UBL invoice should not include the Delivery DeliveryLocation LocationCoordinate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:AlternativeDeliveryLocation) +fn validate_ubl_cr_382(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-382", + "[UBL-CR-382]-[UBL-CR-382]-A UBL invoice should not include the Delivery AlternativeDeliveryLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:RequestedDeliveryPeriod) +fn validate_ubl_cr_383(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-383", + "[UBL-CR-383]-[UBL-CR-383]-A UBL invoice should not include the Delivery RequestedDeliveryPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:EstimatedDeliveryPeriod) +fn validate_ubl_cr_384(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-384", + "[UBL-CR-384]-[UBL-CR-384]-A UBL invoice should not include the Delivery EstimatedDeliveryPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:CarrierParty) +fn validate_ubl_cr_385(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-385", + "[UBL-CR-385]-[UBL-CR-385]-A UBL invoice should not include the Delivery CarrierParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cbc:MarkCareIndicator) +fn validate_ubl_cr_386(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-386", + "[UBL-CR-386]-[UBL-CR-386]-A UBL invoice should not include the DeliveryParty MarkCareIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cbc:MarkAttentionIndicator) +fn validate_ubl_cr_387(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-387", + "[UBL-CR-387]-[UBL-CR-387]-A UBL invoice should not include the DeliveryParty MarkAttentionIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cbc:WebsiteURI) +fn validate_ubl_cr_388(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-388", + "[UBL-CR-388]-[UBL-CR-388]-A UBL invoice should not include the DeliveryParty WebsiteURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cbc:LogoReferenceID) +fn validate_ubl_cr_389(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-389", + "[UBL-CR-389]-[UBL-CR-389]-A UBL invoice should not include the DeliveryParty LogoReferenceID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cbc:EndpointID) +fn validate_ubl_cr_390(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-390", + "[UBL-CR-390]-[UBL-CR-390]-A UBL invoice should not include the DeliveryParty EndpointID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cbc:IndustryClassificationCode) +fn validate_ubl_cr_391(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-391", + "[UBL-CR-391]-[UBL-CR-391]-A UBL invoice should not include the DeliveryParty IndustryClassificationCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:PartyIdentification) +fn validate_ubl_cr_392(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-392", + "[UBL-CR-392]-[UBL-CR-392]-A UBL invoice should not include the DeliveryParty PartyIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:Language) +fn validate_ubl_cr_393(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-393", + "[UBL-CR-393]-[UBL-CR-393]-A UBL invoice should not include the DeliveryParty Language", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:PostalAddress) +fn validate_ubl_cr_394(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-394", + "[UBL-CR-394]-[UBL-CR-394]-A UBL invoice should not include the DeliveryParty PostalAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:PhysicalLocation) +fn validate_ubl_cr_395(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-395", + "[UBL-CR-395]-[UBL-CR-395]-A UBL invoice should not include the DeliveryParty PhysicalLocation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:PartyTaxScheme) +fn validate_ubl_cr_396(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-396", + "[UBL-CR-396]-[UBL-CR-396]-A UBL invoice should not include the DeliveryParty PartyTaxScheme", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:PartyLegalEntity) +fn validate_ubl_cr_397(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-397", + "[UBL-CR-397]-[UBL-CR-397]-A UBL invoice should not include the DeliveryParty PartyLegalEntity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:Contact) +fn validate_ubl_cr_398(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-398", + "[UBL-CR-398]-[UBL-CR-398]-A UBL invoice should not include the DeliveryParty Contact", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:Person) +fn validate_ubl_cr_399(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-399", + "[UBL-CR-399]-[UBL-CR-399]-A UBL invoice should not include the DeliveryParty Person", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:AgentParty) +fn validate_ubl_cr_400(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-400", + "[UBL-CR-400]-[UBL-CR-400]-A UBL invoice should not include the DeliveryParty AgentParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:ServiceProviderParty) +fn validate_ubl_cr_401(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-401", + "[UBL-CR-401]-[UBL-CR-401]-A UBL invoice should not include the DeliveryParty ServiceProviderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:PowerOfAttorney) +fn validate_ubl_cr_402(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-402", + "[UBL-CR-402]-[UBL-CR-402]-A UBL invoice should not include the DeliveryParty PowerOfAttorney", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryParty/cac:FinancialAccount) +fn validate_ubl_cr_403(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-403", + "[UBL-CR-403]-[UBL-CR-403]-A UBL invoice should not include the DeliveryParty FinancialAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:NotifyParty) +fn validate_ubl_cr_404(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-404", + "[UBL-CR-404]-[UBL-CR-404]-A UBL invoice should not include the Delivery NotifyParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:Despatch) +fn validate_ubl_cr_405(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-405", + "[UBL-CR-405]-[UBL-CR-405]-A UBL invoice should not include the Delivery Despatch", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryTerms) +fn validate_ubl_cr_406(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-406", + "[UBL-CR-406]-[UBL-CR-406]-A UBL invoice should not include the Delivery DeliveryTerms", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:MinimumDeliveryUnit) +fn validate_ubl_cr_407(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-407", + "[UBL-CR-407]-[UBL-CR-407]-A UBL invoice should not include the Delivery MinimumDeliveryUnit", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:MaximumDeliveryUnit) +fn validate_ubl_cr_408(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-408", + "[UBL-CR-408]-[UBL-CR-408]-A UBL invoice should not include the Delivery MaximumDeliveryUnit", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:Shipment) +fn validate_ubl_cr_409(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-409", + "[UBL-CR-409]-[UBL-CR-409]-A UBL invoice should not include the Delivery Shipment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:DeliveryTerms) +fn validate_ubl_cr_410(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-410", + "[UBL-CR-410]-[UBL-CR-410]-A UBL invoice should not include the DeliveryTerms", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:ID) +fn validate_ubl_cr_411(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-411", + "[UBL-CR-411]-[UBL-CR-411]-A UBL invoice should not include the PaymentMeans ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:PaymentDueDate) or ../cn:CreditNote +fn validate_ubl_cr_412(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-412", + "[UBL-CR-412]-[UBL-CR-412]-A UBL invoice should not include the PaymentMeans PaymentDueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:PaymentChannelCode) +fn validate_ubl_cr_413(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-413", + "[UBL-CR-413]-[UBL-CR-413]-A UBL invoice should not include the PaymentMeans PaymentChannelCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:InstructionID) +fn validate_ubl_cr_414(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-414", + "[UBL-CR-414]-[UBL-CR-414]-A UBL invoice should not include the PaymentMeans InstructionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:CardTypeCode) +fn validate_ubl_cr_415(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-415", + "[UBL-CR-415]-[UBL-CR-415]-A UBL invoice should not include the PaymentMeans CardAccount CardTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:ValidityStartDate) +fn validate_ubl_cr_416(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-416", + "[UBL-CR-416]-[UBL-CR-416]-A UBL invoice should not include the PaymentMeans CardAccount ValidityStartDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:ExpiryDate) +fn validate_ubl_cr_417(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-417", + "[UBL-CR-417]-[UBL-CR-417]-A UBL invoice should not include the PaymentMeans CardAccount ExpiryDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:IssuerID) +fn validate_ubl_cr_418(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-418", + "[UBL-CR-418]-[UBL-CR-418]-A UBL invoice should not include the PaymentMeans CardAccount IssuerID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:IssueNumberID) +fn validate_ubl_cr_419(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-419", + "[UBL-CR-419]-[UBL-CR-419]-A UBL invoice should not include the PaymentMeans CardAccount IssueNumberID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:CV2ID) +fn validate_ubl_cr_420(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-420", + "[UBL-CR-420]-[UBL-CR-420]-A UBL invoice should not include the PaymentMeans CardAccount CV2ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:CardChipCode) +fn validate_ubl_cr_421(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-421", + "[UBL-CR-421]-[UBL-CR-421]-A UBL invoice should not include the PaymentMeans CardAccount CardChipCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CardAccount/cbc:ChipApplicationID) +fn validate_ubl_cr_422(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-422", + "[UBL-CR-422]-[UBL-CR-422]-A UBL invoice should not include the PaymentMeans CardAccount ChipApplicationID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cbc:AliasName) +fn validate_ubl_cr_424(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-424", + "[UBL-CR-424]-[UBL-CR-424]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount AliasName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cbc:AccountTypeCode) +fn validate_ubl_cr_425(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-425", + "[UBL-CR-425]-[UBL-CR-425]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount AccountTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cbc:AccountFormatCode) +fn validate_ubl_cr_426(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-426", + "[UBL-CR-426]-[UBL-CR-426]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount AccountFormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cbc:CurrencyCode) +fn validate_ubl_cr_427(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-427", + "[UBL-CR-427]-[UBL-CR-427]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cbc:PaymentNote) +fn validate_ubl_cr_428(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-428", + "[UBL-CR-428]-[UBL-CR-428]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount PaymentNote", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cac:FinancialInstitutionBranch/cbc:Name) +fn validate_ubl_cr_429(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-429", + "[UBL-CR-429]-[UBL-CR-429]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount FinancialInstitutionBranch Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cac:FinancialInstitutionBranch/cac:FinancialInstitution/cbc:Name) +fn validate_ubl_cr_430(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-430", + "[UBL-CR-430]-[UBL-CR-430]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount FinancialInstitutionBranch FinancialInstitution Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cac:FinancialInstitutionBranch/cac:FinancialInstitution/cac:Address) +fn validate_ubl_cr_431(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-431", + "[UBL-CR-431]-[UBL-CR-431]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount FinancialInstitutionBranch FinancialInstitution Address", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cac:FinancialInstitutionBranch/cac:Address) +fn validate_ubl_cr_432(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-432", + "[UBL-CR-432]-[UBL-CR-432]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount FinancialInstitutionBranch Address", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cac:Country) +fn validate_ubl_cr_433(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-433", + "[UBL-CR-433]-[UBL-CR-433]-A UBL invoice should not include the PaymentMeans PayeeFinancialAccount Country", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:CreditAccount) +fn validate_ubl_cr_434(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-434", + "[UBL-CR-434]-[UBL-CR-434]-A UBL invoice should not include the PaymentMeans CreditAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cbc:MandateTypeCode) +fn validate_ubl_cr_435(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-435", + "[UBL-CR-435]-[UBL-CR-435]-A UBL invoice should not include the PaymentMeans PaymentMandate MandateTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cbc:MaximumPaymentInstructionsNumeric) +fn validate_ubl_cr_436(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-436", + "[UBL-CR-436]-[UBL-CR-436]-A UBL invoice should not include the PaymentMeans PaymentMandate MaximumPaymentInstructionsNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cbc:MaximumPaidAmount) +fn validate_ubl_cr_437(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-437", + "[UBL-CR-437]-[UBL-CR-437]-A UBL invoice should not include the PaymentMeans PaymentMandate MaximumPaidAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cbc:SignatureID) +fn validate_ubl_cr_438(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-438", + "[UBL-CR-438]-[UBL-CR-438]-A UBL invoice should not include the PaymentMeans PaymentMandate SignatureID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerParty) +fn validate_ubl_cr_439(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-439", + "[UBL-CR-439]-[UBL-CR-439]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cbc:Name) +fn validate_ubl_cr_440(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-440", + "[UBL-CR-440]-[UBL-CR-440]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cbc:AliasName) +fn validate_ubl_cr_441(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-441", + "[UBL-CR-441]-[UBL-CR-441]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount AliasName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cbc:AccountTypeCode) +fn validate_ubl_cr_442(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-442", + "[UBL-CR-442]-[UBL-CR-442]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount AccountTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cbc:AccountFormatCode) +fn validate_ubl_cr_443(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-443", + "[UBL-CR-443]-[UBL-CR-443]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount AccountFormatCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cbc:CurrencyCode) +fn validate_ubl_cr_444(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-444", + "[UBL-CR-444]-[UBL-CR-444]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cbc:PaymentNote) +fn validate_ubl_cr_445(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-445", + "[UBL-CR-445]-[UBL-CR-445]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount PaymentNote", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cac:FinancialInstitutionBranch) +fn validate_ubl_cr_446(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-446", + "[UBL-CR-446]-[UBL-CR-446]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount FinancialInstitutionBranch", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PayerFinancialAccount/cac:Country) +fn validate_ubl_cr_447(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-447", + "[UBL-CR-447]-[UBL-CR-447]-A UBL invoice should not include the PaymentMeans PaymentMandate PayerFinancialAccount Country", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:ValidityPeriod) +fn validate_ubl_cr_448(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-448", + "[UBL-CR-448]-[UBL-CR-448]-A UBL invoice should not include the PaymentMeans PaymentMandate ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:PaymentReversalPeriod) +fn validate_ubl_cr_449(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-449", + "[UBL-CR-449]-[UBL-CR-449]-A UBL invoice should not include the PaymentMeans PaymentMandate PaymentReversalPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PaymentMandate/cac:Clause) +fn validate_ubl_cr_450(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-450", + "[UBL-CR-450]-[UBL-CR-450]-A UBL invoice should not include the PaymentMeans PaymentMandate Clause", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:TradeFinancing) +fn validate_ubl_cr_451(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-451", + "[UBL-CR-451]-[UBL-CR-451]-A UBL invoice should not include the PaymentMeans TradeFinancing", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:ID) +fn validate_ubl_cr_452(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-452", + "[UBL-CR-452]-[UBL-CR-452]-A UBL invoice should not include the PaymentTerms ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PaymentMeansID) +fn validate_ubl_cr_453(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-453", + "[UBL-CR-453]-[UBL-CR-453]-A UBL invoice should not include the PaymentTerms PaymentMeansID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PrepaidPaymentReferenceID) +fn validate_ubl_cr_454(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-454", + "[UBL-CR-454]-[UBL-CR-454]-A UBL invoice should not include the PaymentTerms PrepaidPaymentReferenceID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:ReferenceEventCode) +fn validate_ubl_cr_455(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-455", + "[UBL-CR-455]-[UBL-CR-455]-A UBL invoice should not include the PaymentTerms ReferenceEventCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:SettlementDiscountPercent) +fn validate_ubl_cr_456(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-456", + "[UBL-CR-456]-[UBL-CR-456]-A UBL invoice should not include the PaymentTerms SettlementDiscountPercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PenaltySurchargePercent) +fn validate_ubl_cr_457(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-457", + "[UBL-CR-457]-[UBL-CR-457]-A UBL invoice should not include the PaymentTerms PenaltySurchargePercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PaymentPercent) +fn validate_ubl_cr_458(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-458", + "[UBL-CR-458]-[UBL-CR-458]-A UBL invoice should not include the PaymentTerms PaymentPercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:Amount) +fn validate_ubl_cr_459(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-459", + "[UBL-CR-459]-[UBL-CR-459]-A UBL invoice should not include the PaymentTerms Amount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:SettlementDiscountAmount) +fn validate_ubl_cr_460(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-460", + "[UBL-CR-460]-[UBL-CR-460]-A UBL invoice should not include the PaymentTerms SettlementDiscountAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PenaltyAmount) +fn validate_ubl_cr_461(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-461", + "[UBL-CR-461]-[UBL-CR-461]-A UBL invoice should not include the PaymentTerms PenaltyAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PaymentTermsDetailsURI) +fn validate_ubl_cr_462(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-462", + "[UBL-CR-462]-[UBL-CR-462]-A UBL invoice should not include the PaymentTerms PaymentTermsDetailsURI", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:PaymentDueDate) +fn validate_ubl_cr_463(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-463", + "[UBL-CR-463]-[UBL-CR-463]-A UBL invoice should not include the PaymentTerms PaymentDueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:InstallmentDueDate) +fn validate_ubl_cr_464(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-464", + "[UBL-CR-464]-[UBL-CR-464]-A UBL invoice should not include the PaymentTerms InstallmentDueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cbc:InvoicingPartyReference) +fn validate_ubl_cr_465(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-465", + "[UBL-CR-465]-[UBL-CR-465]-A UBL invoice should not include the PaymentTerms InvoicingPartyReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cac:SettlementPeriod) +fn validate_ubl_cr_466(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-466", + "[UBL-CR-466]-[UBL-CR-466]-A UBL invoice should not include the PaymentTerms SettlementPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cac:PenaltyPeriod) +fn validate_ubl_cr_467(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-467", + "[UBL-CR-467]-[UBL-CR-467]-A UBL invoice should not include the PaymentTerms PenaltyPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cac:ExchangeRate) +fn validate_ubl_cr_468(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-468", + "[UBL-CR-468]-[UBL-CR-468]-A UBL invoice should not include the PaymentTerms ExchangeRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentTerms/cac:ValidityPeriod) +fn validate_ubl_cr_469(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-469", + "[UBL-CR-469]-[UBL-CR-469]-A UBL invoice should not include the PaymentTerms ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PrepaidPayment) +fn validate_ubl_cr_470(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-470", + "[UBL-CR-470]-[UBL-CR-470]-A UBL invoice should not include the PrepaidPayment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cbc:ID) +fn validate_ubl_cr_471(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-471", + "[UBL-CR-471]-[UBL-CR-471]-A UBL invoice should not include the AllowanceCharge ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cbc:PrepaidIndicator) +fn validate_ubl_cr_472(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-472", + "[UBL-CR-472]-[UBL-CR-472]-A UBL invoice should not include the AllowanceCharge PrepaidIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cbc:SequenceNumeric) +fn validate_ubl_cr_473(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-473", + "[UBL-CR-473]-[UBL-CR-473]-A UBL invoice should not include the AllowanceCharge SequenceNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cbc:AccountingCostCode) +fn validate_ubl_cr_474(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-474", + "[UBL-CR-474]-[UBL-CR-474]-A UBL invoice should not include the AllowanceCharge AccountingCostCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cbc:AccountingCost) +fn validate_ubl_cr_475(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-475", + "[UBL-CR-475]-[UBL-CR-475]-A UBL invoice should not include the AllowanceCharge AccountingCost", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cbc:PerUnitAmount) +fn validate_ubl_cr_476(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-476", + "[UBL-CR-476]-[UBL-CR-476]-A UBL invoice should not include the AllowanceCharge PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:Name) +fn validate_ubl_cr_477(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-477", + "[UBL-CR-477]-[UBL-CR-477]-A UBL invoice should not include the AllowanceCharge TaxCategory Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:BaseUnitMeasure) +fn validate_ubl_cr_478(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-478", + "[UBL-CR-478]-[UBL-CR-478]-A UBL invoice should not include the AllowanceCharge TaxCategory BaseUnitMeasure", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:PerUnitAmount) +fn validate_ubl_cr_479(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-479", + "[UBL-CR-479]-[UBL-CR-479]-A UBL invoice should not include the AllowanceCharge TaxCategory PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:TaxExemptionReasonCode) +fn validate_ubl_cr_480(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-480", + "[UBL-CR-480]-[UBL-CR-480]-A UBL invoice should not include the AllowanceCharge TaxCategory TaxExemptionReasonCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:TaxExemptionReason) +fn validate_ubl_cr_481(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-481", + "[UBL-CR-481]-[UBL-CR-481]-A UBL invoice should not include the AllowanceCharge TaxCategory TaxExemptionReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:TierRange) +fn validate_ubl_cr_482(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-482", + "[UBL-CR-482]-[UBL-CR-482]-A UBL invoice should not include the AllowanceCharge TaxCategory TierRange", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cbc:TierRatePercent) +fn validate_ubl_cr_483(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-483", + "[UBL-CR-483]-[UBL-CR-483]-A UBL invoice should not include the AllowanceCharge TaxCategory TierRatePercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cac:TaxScheme/cbc:Name) +fn validate_ubl_cr_484(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-484", + "[UBL-CR-484]-[UBL-CR-484]-A UBL invoice should not include the AllowanceCharge TaxCategory TaxScheme Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cac:TaxScheme/cbc:TaxTypeCode) +fn validate_ubl_cr_485(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-485", + "[UBL-CR-485]-[UBL-CR-485]-A UBL invoice should not include the AllowanceCharge TaxCategory TaxScheme TaxTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cac:TaxScheme/cbc:CurrencyCode) +fn validate_ubl_cr_486(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-486", + "[UBL-CR-486]-[UBL-CR-486]-A UBL invoice should not include the AllowanceCharge TaxCategory TaxScheme CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxCategory/cac:TaxScheme/cac:JurisdictionRegionAddress) +fn validate_ubl_cr_487(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-487", + "[UBL-CR-487]-[UBL-CR-487]-A UBL invoice should not include the AllowanceCharge TaxCategory TaxScheme JurisdictionRegionAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:TaxTotal) +fn validate_ubl_cr_488(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-488", + "[UBL-CR-488]-[UBL-CR-488]-A UBL invoice should not include the AllowanceCharge TaxTotal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AllowanceCharge/cac:PaymentMeans) +fn validate_ubl_cr_489(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-489", + "[UBL-CR-489]-[UBL-CR-489]-A UBL invoice should not include the AllowanceCharge PaymentMeans", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxExchangeRate) +fn validate_ubl_cr_490(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-490", + "[UBL-CR-490]-[UBL-CR-490]-A UBL invoice should not include the TaxExchangeRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PricingExchangeRate) +fn validate_ubl_cr_491(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-491", + "[UBL-CR-491]-[UBL-CR-491]-A UBL invoice should not include the PricingExchangeRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentExchangeRate) +fn validate_ubl_cr_492(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-492", + "[UBL-CR-492]-[UBL-CR-492]-A UBL invoice should not include the PaymentExchangeRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentAlternativeExchangeRate) +fn validate_ubl_cr_493(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-493", + "[UBL-CR-493]-[UBL-CR-493]-A UBL invoice should not include the PaymentAlternativeExchangeRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cbc:RoundingAmount) +fn validate_ubl_cr_494(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-494", + "[UBL-CR-494]-[UBL-CR-494]-A UBL invoice should not include the TaxTotal RoundingAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cbc:TaxEvidenceIndicator) +fn validate_ubl_cr_495(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-495", + "[UBL-CR-495]-[UBL-CR-495]-A UBL invoice should not include the TaxTotal TaxEvidenceIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cbc:TaxIncludedIndicator) +fn validate_ubl_cr_496(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-496", + "[UBL-CR-496]-[UBL-CR-496]-A UBL invoice should not include the TaxTotal TaxIncludedIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:CalculationSequenceNumeric) +fn validate_ubl_cr_497(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-497", + "[UBL-CR-497]-[UBL-CR-497]-A UBL invoice should not include the TaxTotal TaxSubtotal CalulationSequenceNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:TransactionCurrencyTaxAmount) +fn validate_ubl_cr_498(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-498", + "[UBL-CR-498]-[UBL-CR-498]-A UBL invoice should not include the TaxTotal TaxSubtotal TransactionCurrencyTaxAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:Percent) +fn validate_ubl_cr_499(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-499", + "[UBL-CR-499]-[UBL-CR-499]-A UBL invoice should not include the TaxTotal TaxSubtotal Percent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:BaseUnitMeasure) +fn validate_ubl_cr_500(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-500", + "[UBL-CR-500]-[UBL-CR-500]-A UBL invoice should not include the TaxTotal TaxSubtotal BaseUnitMeasure", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:PerUnitAmount) +fn validate_ubl_cr_501(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-501", + "[UBL-CR-501]-[UBL-CR-501]-A UBL invoice should not include the TaxTotal TaxSubtotal PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:TierRange) +fn validate_ubl_cr_502(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-502", + "[UBL-CR-502]-[UBL-CR-502]-A UBL invoice should not include the TaxTotal TaxSubtotal TierRange", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cbc:TierRatePercent) +fn validate_ubl_cr_503(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-503", + "[UBL-CR-503]-[UBL-CR-503]-A UBL invoice should not include the TaxTotal TaxSubtotal TierRatePercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:Name) +fn validate_ubl_cr_504(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-504", + "[UBL-CR-504]-[UBL-CR-504]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:BaseUnitMeasure) +fn validate_ubl_cr_505(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-505", + "[UBL-CR-505]-[UBL-CR-505]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory BaseUnitMeasure", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:PerUnitAmount) +fn validate_ubl_cr_506(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-506", + "[UBL-CR-506]-[UBL-CR-506]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:TierRange) +fn validate_ubl_cr_507(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-507", + "[UBL-CR-507]-[UBL-CR-507]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory TierRange", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cbc:TierRatePercent) +fn validate_ubl_cr_508(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-508", + "[UBL-CR-508]-[UBL-CR-508]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory TierRatePercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cac:TaxScheme/cbc:Name) +fn validate_ubl_cr_509(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-509", + "[UBL-CR-509]-[UBL-CR-509]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory TaxScheme Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cac:TaxScheme/cbc:TaxTypeCode) +fn validate_ubl_cr_510(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-510", + "[UBL-CR-510]-[UBL-CR-510]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory TaxScheme TaxTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cac:TaxScheme/cbc:CurrencyCode) +fn validate_ubl_cr_511(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-511", + "[UBL-CR-511]-[UBL-CR-511]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory TaxScheme CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:TaxTotal/cac:TaxSubtotal/cac:TaxCategory/cac:TaxScheme/cac:JurisdictionRegionAddress) +fn validate_ubl_cr_512(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-512", + "[UBL-CR-512]-[UBL-CR-512]-A UBL invoice should not include the TaxTotal TaxSubtotal TaxCategory TaxScheme JurisdictionRegionAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:WithholdingTaxTotal) +fn validate_ubl_cr_513(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-513", + "[UBL-CR-513]-[UBL-CR-513]-A UBL invoice should not include the WithholdingTaxTotal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:LegalMonetaryTotal/cbc:PayableAlternativeAmount) +fn validate_ubl_cr_514(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-514", + "[UBL-CR-514]-[UBL-CR-514]-A UBL invoice should not include the LegalMonetaryTotal PayableAlternativeAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cbc:UUID) +fn validate_ubl_cr_515(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-515", + "[UBL-CR-515]-[UBL-CR-515]-A UBL invoice should not include the InvoiceLine UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cbc:TaxPointDate) +fn validate_ubl_cr_516(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-516", + "[UBL-CR-516]-[UBL-CR-516]-A UBL invoice should not include the InvoiceLine TaxPointDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cbc:AccountingCostCode) +fn validate_ubl_cr_517(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-517", + "[UBL-CR-517]-[UBL-CR-517]-A UBL invoice should not include the InvoiceLine AccountingCostCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cbc:PaymentPurposeCode) +fn validate_ubl_cr_518(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-518", + "[UBL-CR-518]-[UBL-CR-518]-A UBL invoice should not include the InvoiceLine PaymentPurposeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cbc:FreeOfChargeIndicator) +fn validate_ubl_cr_519(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-519", + "[UBL-CR-519]-[UBL-CR-519]-A UBL invoice should not include the InvoiceLine FreeOfChargeIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:InvoicePeriod/cbc:StartTime) +fn validate_ubl_cr_520(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-520", + "[UBL-CR-520]-[UBL-CR-520]-A UBL invoice should not include the InvoiceLine InvoicePeriod StartTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:InvoicePeriod/cbc:EndTime) +fn validate_ubl_cr_521(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-521", + "[UBL-CR-521]-[UBL-CR-521]-A UBL invoice should not include the InvoiceLine InvoicePeriod EndTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:InvoicePeriod/cbc:DurationMeasure) +fn validate_ubl_cr_522(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-522", + "[UBL-CR-522]-[UBL-CR-522]-A UBL invoice should not include the InvoiceLine InvoicePeriod DurationMeasure", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:InvoicePeriod/cbc:DescriptionCode) +fn validate_ubl_cr_523(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-523", + "[UBL-CR-523]-[UBL-CR-523]-A UBL invoice should not include the InvoiceLine InvoicePeriod DescriptionCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:InvoicePeriod/cbc:Description) +fn validate_ubl_cr_524(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-524", + "[UBL-CR-524]-[UBL-CR-524]-A UBL invoice should not include the InvoiceLine InvoicePeriod Description", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:OrderLineReference/cbc:SalesOrderLineID) +fn validate_ubl_cr_525(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-525", + "[UBL-CR-525]-[UBL-CR-525]-A UBL invoice should not include the InvoiceLine OrderLineReference SalesOrderLineID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:OrderLineReference/cbc:UUID) +fn validate_ubl_cr_526(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-526", + "[UBL-CR-526]-[UBL-CR-526]-A UBL invoice should not include the InvoiceLine OrderLineReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:OrderLineReference/cbc:LineStatusCode) +fn validate_ubl_cr_527(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-527", + "[UBL-CR-527]-[UBL-CR-527]-A UBL invoice should not include the InvoiceLine OrderLineReference LineStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:OrderLineReference/cac:OrderReference) +fn validate_ubl_cr_528(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-528", + "[UBL-CR-528]-[UBL-CR-528]-A UBL invoice should not include the InvoiceLine OrderLineReference OrderReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DespatchLineReference) +fn validate_ubl_cr_529(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-529", + "[UBL-CR-529]-[UBL-CR-529]-A UBL invoice should not include the InvoiceLine DespatchLineReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:ReceiptLineReference) +fn validate_ubl_cr_530(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-530", + "[UBL-CR-530]-[UBL-CR-530]-A UBL invoice should not include the InvoiceLine ReceiptLineReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:BillingReference) +fn validate_ubl_cr_531(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-531", + "[UBL-CR-531]-[UBL-CR-531]-A UBL invoice should not include the InvoiceLine BillingReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:CopyIndicator) +fn validate_ubl_cr_532(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-532", + "[UBL-CR-532]-[UBL-CR-532]-A UBL invoice should not include the InvoiceLine DocumentReference CopyIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:UUID) +fn validate_ubl_cr_533(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-533", + "[UBL-CR-533]-[UBL-CR-533]-A UBL invoice should not include the InvoiceLine DocumentReference UUID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:IssueDate) +fn validate_ubl_cr_534(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-534", + "[UBL-CR-534]-[UBL-CR-534]-A UBL invoice should not include the InvoiceLine DocumentReference IssueDate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:IssueTime) +fn validate_ubl_cr_535(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-535", + "[UBL-CR-535]-[UBL-CR-535]-A UBL invoice should not include the InvoiceLine DocumentReference IssueTime", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:DocumentType) +fn validate_ubl_cr_537(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-537", + "[UBL-CR-537]-[UBL-CR-537]-A UBL invoice should not include the InvoiceLine DocumentReference DocumentType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:XPath) +fn validate_ubl_cr_538(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-538", + "[UBL-CR-538]-[UBL-CR-538]-A UBL invoice should not include the InvoiceLine DocumentReference Xpath", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:LanguageID) +fn validate_ubl_cr_539(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-539", + "[UBL-CR-539]-[UBL-CR-539]-A UBL invoice should not include the InvoiceLine DocumentReference LanguageID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:LocaleCode) +fn validate_ubl_cr_540(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-540", + "[UBL-CR-540]-[UBL-CR-540]-A UBL invoice should not include the InvoiceLine DocumentReference LocaleCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:VersionID) +fn validate_ubl_cr_541(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-541", + "[UBL-CR-541]-[UBL-CR-541]-A UBL invoice should not include the InvoiceLine DocumentReference VersionID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:DocumentStatusCode) +fn validate_ubl_cr_542(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-542", + "[UBL-CR-542]-[UBL-CR-542]-A UBL invoice should not include the InvoiceLine DocumentReference DocumentStatusCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cbc:DocumentDescription) +fn validate_ubl_cr_543(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-543", + "[UBL-CR-543]-[UBL-CR-543]-A UBL invoice should not include the InvoiceLine DocumentReference DocumentDescription", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cac:Attachment) +fn validate_ubl_cr_544(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-544", + "[UBL-CR-544]-[UBL-CR-544]-A UBL invoice should not include the InvoiceLine DocumentReference Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cac:ValidityPeriod) +fn validate_ubl_cr_545(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-545", + "[UBL-CR-545]-[UBL-CR-545]-A UBL invoice should not include the InvoiceLine DocumentReference ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cac:IssuerParty) +fn validate_ubl_cr_546(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-546", + "[UBL-CR-546]-[UBL-CR-546]-A UBL invoice should not include the InvoiceLine DocumentReference IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DocumentReference/cac:ResultOfVerification) +fn validate_ubl_cr_547(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-547", + "[UBL-CR-547]-[UBL-CR-547]-A UBL invoice should not include the InvoiceLine DocumentReference ResultOfVerification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:PricingReference) +fn validate_ubl_cr_548(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-548", + "[UBL-CR-548]-[UBL-CR-548]-A UBL invoice should not include the InvoiceLine PricingReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:OriginatorParty) +fn validate_ubl_cr_549(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-549", + "[UBL-CR-549]-[UBL-CR-549]-A UBL invoice should not include the InvoiceLine OriginatorParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Delivery) +fn validate_ubl_cr_550(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-550", + "[UBL-CR-550]-[UBL-CR-550]-A UBL invoice should not include the InvoiceLine Delivery", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:PaymentTerms) +fn validate_ubl_cr_551(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-551", + "[UBL-CR-551]-[UBL-CR-551]-A UBL invoice should not include the InvoiceLine PaymentTerms", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cbc:ID) +fn validate_ubl_cr_552(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-552", + "[UBL-CR-552]-[UBL-CR-552]-A UBL invoice should not include the InvoiceLine AllowanceCharge ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cbc:PrepaidIndicator) +fn validate_ubl_cr_553(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-553", + "[UBL-CR-553]-[UBL-CR-553]-A UBL invoice should not include the InvoiceLine AllowanceCharge PrepaidIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cbc:SequenceNumeric) +fn validate_ubl_cr_554(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-554", + "[UBL-CR-554]-[UBL-CR-554]-A UBL invoice should not include the InvoiceLine AllowanceCharge SequenceNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cbc:AccountingCostCode) +fn validate_ubl_cr_555(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-555", + "[UBL-CR-555]-[UBL-CR-555]-A UBL invoice should not include the InvoiceLine AllowanceCharge AccountingCostCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cbc:AccountingCost) +fn validate_ubl_cr_556(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-556", + "[UBL-CR-556]-[UBL-CR-556]-A UBL invoice should not include the InvoiceLine AllowanceCharge AccountingCost", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cbc:PerUnitAmount) +fn validate_ubl_cr_557(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-557", + "[UBL-CR-557]-[UBL-CR-557]-A UBL invoice should not include the InvoiceLine AllowanceCharge PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cac:TaxCategory) +fn validate_ubl_cr_558(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-558", + "[UBL-CR-558]-[UBL-CR-558]-A UBL invoice should not include the InvoiceLine AllowanceCharge TaxCategory", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cac:TaxTotal) +fn validate_ubl_cr_559(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-559", + "[UBL-CR-559]-[UBL-CR-559]-A UBL invoice should not include the InvoiceLine AllowanceCharge TaxTotal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:AllowanceCharge/cac:PaymentMeans) +fn validate_ubl_cr_560(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-560", + "[UBL-CR-560]-[UBL-CR-560]-A UBL invoice should not include the InvoiceLine AllowanceCharge PaymentMeans", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:TaxTotal) +fn validate_ubl_cr_561(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-561", + "[UBL-CR-561]-[UBL-CR-561]-A UBL invoice should not include the InvoiceLine TaxTotal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:WithholdingTaxTotal) +fn validate_ubl_cr_562(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-562", + "[UBL-CR-562]-[UBL-CR-562]-A UBL invoice should not include the InvoiceLine WithholdingTaxTotal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:PackQuantity) +fn validate_ubl_cr_563(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-563", + "[UBL-CR-563]-[UBL-CR-563]-A UBL invoice should not include the InvoiceLine Item PackQuantity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:PackSizeNumeric) +fn validate_ubl_cr_564(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-564", + "[UBL-CR-564]-[UBL-CR-564]-A UBL invoice should not include the InvoiceLine Item PackSizeNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:CatalogueIndicator) +fn validate_ubl_cr_565(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-565", + "[UBL-CR-565]-[UBL-CR-565]-A UBL invoice should not include the InvoiceLine Item CatalogueIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:HazardousRiskIndicator) +fn validate_ubl_cr_566(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-566", + "[UBL-CR-566]-[UBL-CR-566]-A UBL invoice should not include the InvoiceLine Item HazardousRiskIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:AdditionalInformation) +fn validate_ubl_cr_567(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-567", + "[UBL-CR-567]-[UBL-CR-567]-A UBL invoice should not include the InvoiceLine Item AdditionalInformation", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:Keyword) +fn validate_ubl_cr_568(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-568", + "[UBL-CR-568]-[UBL-CR-568]-A UBL invoice should not include the InvoiceLine Item Keyword", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:BrandName) +fn validate_ubl_cr_569(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-569", + "[UBL-CR-569]-[UBL-CR-569]-A UBL invoice should not include the InvoiceLine Item BrandName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cbc:ModelName) +fn validate_ubl_cr_570(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-570", + "[UBL-CR-570]-[UBL-CR-570]-A UBL invoice should not include the InvoiceLine Item ModelName", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:BuyersItemIdentification/cbc:ExtendedID) +fn validate_ubl_cr_571(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-571", + "[UBL-CR-571]-[UBL-CR-571]-A UBL invoice should not include the InvoiceLine Item BuyersItemIdentification ExtendedID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:BuyersItemIdentification/cbc:BarcodeSymbologyID) +fn validate_ubl_cr_572(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-572", + "[UBL-CR-572]-[UBL-CR-572]-A UBL invoice should not include the InvoiceLine Item BuyersItemIdentification BarecodeSymbologyID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:BuyersItemIdentification/cac:PhysicalAttribute) +fn validate_ubl_cr_573(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-573", + "[UBL-CR-573]-[UBL-CR-573]-A UBL invoice should not include the InvoiceLine Item BuyersItemIdentification PhysicalAttribute", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:BuyersItemIdentification/cac:MeasurementDimension) +fn validate_ubl_cr_574(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-574", + "[UBL-CR-574]-[UBL-CR-574]-A UBL invoice should not include the InvoiceLine Item BuyersItemIdentification MeasurementDimension", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:BuyersItemIdentification/cac:IssuerParty) +fn validate_ubl_cr_575(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-575", + "[UBL-CR-575]-[UBL-CR-575]-A UBL invoice should not include the InvoiceLine Item BuyersItemIdentification IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:SellersItemIdentification/cbc:ExtendedID) +fn validate_ubl_cr_576(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-576", + "[UBL-CR-576]-[UBL-CR-576]-A UBL invoice should not include the InvoiceLine Item SellersItemIdentification ExtendedID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:SellersItemIdentification/cbc:BarcodeSymbologyID) +fn validate_ubl_cr_577(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-577", + "[UBL-CR-577]-[UBL-CR-577]-A UBL invoice should not include the InvoiceLine Item SellersItemIdentification BarecodeSymbologyID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:SellersItemIdentification/cac:PhysicalAttribute) +fn validate_ubl_cr_578(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-578", + "[UBL-CR-578]-[UBL-CR-578]-A UBL invoice should not include the InvoiceLine Item SellersItemIdentification PhysicalAttribute", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:SellersItemIdentification/cac:MeasurementDimension) +fn validate_ubl_cr_579(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-579", + "[UBL-CR-579]-[UBL-CR-579]-A UBL invoice should not include the InvoiceLine Item SellersItemIdentification MeasurementDimension", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:SellersItemIdentification/cac:IssuerParty) +fn validate_ubl_cr_580(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-580", + "[UBL-CR-580]-[UBL-CR-580]-A UBL invoice should not include the InvoiceLine Item SellersItemIdentification IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ManufacturersItemIdentification) +fn validate_ubl_cr_581(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-581", + "[UBL-CR-581]-[UBL-CR-581]-A UBL invoice should not include the InvoiceLine Item ManufacturersItemIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:StandardItemIdentification/cbc:ExtendedID) +fn validate_ubl_cr_582(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-582", + "[UBL-CR-582]-[UBL-CR-582]-A UBL invoice should not include the InvoiceLine Item StandardItemIdentification ExtendedID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:StandardItemIdentification/cbc:BarcodeSymbologyID) +fn validate_ubl_cr_583(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-583", + "[UBL-CR-583]-[UBL-CR-583]-A UBL invoice should not include the InvoiceLine Item StandardItemIdentification BarecodeSymbologyID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:StandardItemIdentification/cac:PhysicalAttribute) +fn validate_ubl_cr_584(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-584", + "[UBL-CR-584]-[UBL-CR-584]-A UBL invoice should not include the InvoiceLine Item StandardItemIdentification PhysicalAttribute", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:StandardItemIdentification/cac:MeasurementDimension) +fn validate_ubl_cr_585(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-585", + "[UBL-CR-585]-[UBL-CR-585]-A UBL invoice should not include the InvoiceLine Item StandardItemIdentification MeasurementDimension", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:StandardItemIdentification/cac:IssuerParty) +fn validate_ubl_cr_586(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-586", + "[UBL-CR-586]-[UBL-CR-586]-A UBL invoice should not include the InvoiceLine Item StandardItemIdentification IssuerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:CatalogueItemIdentification) +fn validate_ubl_cr_587(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-587", + "[UBL-CR-587]-[UBL-CR-587]-A UBL invoice should not include the InvoiceLine Item CatalogueItemIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemIdentification) +fn validate_ubl_cr_588(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-588", + "[UBL-CR-588]-[UBL-CR-588]-A UBL invoice should not include the InvoiceLine Item AdditionalItemIdentification", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:CatalogueDocumentReference) +fn validate_ubl_cr_589(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-589", + "[UBL-CR-589]-[UBL-CR-589]-A UBL invoice should not include the InvoiceLine Item CatalogueDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ItemSpecificationDocumentReference) +fn validate_ubl_cr_590(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-590", + "[UBL-CR-590]-[UBL-CR-590]-A UBL invoice should not include the InvoiceLine Item ItemSpecificationDocumentReference", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:OriginCountry/cbc:Name) +fn validate_ubl_cr_591(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-591", + "[UBL-CR-591]-[UBL-CR-591]-A UBL invoice should not include the InvoiceLine Item OriginCountry Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:CommodityClassification/cbc:NatureCode) +fn validate_ubl_cr_592(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-592", + "[UBL-CR-592]-[UBL-CR-592]-A UBL invoice should not include the InvoiceLine Item CommodityClassification NatureCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:CommodityClassification/cbc:CargoTypeCode) +fn validate_ubl_cr_593(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-593", + "[UBL-CR-593]-[UBL-CR-593]-A UBL invoice should not include the InvoiceLine Item CommodityClassification CargoTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:CommodityClassification/cbc:CommodityCode) +fn validate_ubl_cr_594(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-594", + "[UBL-CR-594]-[UBL-CR-594]-A UBL invoice should not include the InvoiceLine Item CommodityClassification CommodityCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:TransactionConditions) +fn validate_ubl_cr_595(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-595", + "[UBL-CR-595]-[UBL-CR-595]-A UBL invoice should not include the InvoiceLine Item TransactionConditions", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:HazardousItem) +fn validate_ubl_cr_596(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-596", + "[UBL-CR-596]-[UBL-CR-596]-A UBL invoice should not include the InvoiceLine Item HazardousItem", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:Name) +fn validate_ubl_cr_597(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-597", + "[UBL-CR-597]-[UBL-CR-597]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:BaseUnitMeasure) +fn validate_ubl_cr_598(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-598", + "[UBL-CR-598]-[UBL-CR-598]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory BaseUnitMeasure", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:PerUnitAmount) +fn validate_ubl_cr_599(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-599", + "[UBL-CR-599]-[UBL-CR-599]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:TaxExemptionReasonCode) +fn validate_ubl_cr_600(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-600", + "[UBL-CR-600]-[UBL-CR-600]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TaxExemptionReasonCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:TaxExemptionReason) +fn validate_ubl_cr_601(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-601", + "[UBL-CR-601]-[UBL-CR-601]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TaxExemptionReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:TierRange) +fn validate_ubl_cr_602(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-602", + "[UBL-CR-602]-[UBL-CR-602]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TierRange", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cbc:TierRatePercent) +fn validate_ubl_cr_603(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-603", + "[UBL-CR-603]-[UBL-CR-603]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TierRatePercent", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cac:TaxScheme/cbc:Name) +fn validate_ubl_cr_604(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-604", + "[UBL-CR-604]-[UBL-CR-604]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TaxScheme Name", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cac:TaxScheme/cbc:TaxTypeCode) +fn validate_ubl_cr_605(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-605", + "[UBL-CR-605]-[UBL-CR-605]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TaxScheme TaxTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cac:TaxScheme/cbc:CurrencyCode) +fn validate_ubl_cr_606(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-606", + "[UBL-CR-606]-[UBL-CR-606]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TaxScheme CurrencyCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ClassifiedTaxCategory/cac:TaxScheme/cac:JurisdictionRegionAddress) +fn validate_ubl_cr_607(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-607", + "[UBL-CR-607]-[UBL-CR-607]-A UBL invoice should not include the InvoiceLine Item ClassifiedTaxCategory TaxScheme JurisdictionRegionAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:ID) +fn validate_ubl_cr_608(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-608", + "[UBL-CR-608]-[UBL-CR-608]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:NameCode) +fn validate_ubl_cr_609(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-609", + "[UBL-CR-609]-[UBL-CR-609]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty NameCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:TestMethod) +fn validate_ubl_cr_610(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-610", + "[UBL-CR-610]-[UBL-CR-610]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty TestMethod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:ValueQuantity) +fn validate_ubl_cr_611(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-611", + "[UBL-CR-611]-[UBL-CR-611]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ValueQuantity", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:ValueQualifier) +fn validate_ubl_cr_612(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-612", + "[UBL-CR-612]-[UBL-CR-612]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ValueQualifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:ImportanceCode) +fn validate_ubl_cr_613(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-613", + "[UBL-CR-613]-[UBL-CR-613]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ImportanceCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cbc:ListValue) +fn validate_ubl_cr_614(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-614", + "[UBL-CR-614]-[UBL-CR-614]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ListValue", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cac:UsabilityPeriod) +fn validate_ubl_cr_615(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-615", + "[UBL-CR-615]-[UBL-CR-615]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty UsabilityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cac:ItemPropertyGroup) +fn validate_ubl_cr_616(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-616", + "[UBL-CR-616]-[UBL-CR-616]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ItemPropertyGroup", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cac:RangeDimension) +fn validate_ubl_cr_617(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-617", + "[UBL-CR-617]-[UBL-CR-617]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty RangeDimension", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:AdditionalItemProperty/cac:ItemPropertyRange) +fn validate_ubl_cr_618(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-618", + "[UBL-CR-618]-[UBL-CR-618]-A UBL invoice should not include the InvoiceLine Item AdditionalItemProperty ItemPropertyRange", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ManufacturerParty) +fn validate_ubl_cr_619(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-619", + "[UBL-CR-619]-[UBL-CR-619]-A UBL invoice should not include the InvoiceLine Item ManufacturerParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:InformationContentProviderParty) +fn validate_ubl_cr_620(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-620", + "[UBL-CR-620]-[UBL-CR-620]-A UBL invoice should not include the InvoiceLine Item InformationContentProviderParty", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:OriginAddress) +fn validate_ubl_cr_621(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-621", + "[UBL-CR-621]-[UBL-CR-621]-A UBL invoice should not include the InvoiceLine Item OriginAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:ItemInstance) +fn validate_ubl_cr_622(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-622", + "[UBL-CR-622]-[UBL-CR-622]-A UBL invoice should not include the InvoiceLine Item ItemInstance", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:Certificate) +fn validate_ubl_cr_623(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-623", + "[UBL-CR-623]-[UBL-CR-623]-A UBL invoice should not include the InvoiceLine Item Certificate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Item/cac:Dimension) +fn validate_ubl_cr_624(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-624", + "[UBL-CR-624]-[UBL-CR-624]-A UBL invoice should not include the InvoiceLine Item Dimension", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:PriceChangeReason) +fn validate_ubl_cr_625(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-625", + "[UBL-CR-625]-[UBL-CR-625]-A UBL invoice should not include the InvoiceLine Item Price PriceChangeReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:PriceTypeCode) +fn validate_ubl_cr_626(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-626", + "[UBL-CR-626]-[UBL-CR-626]-A UBL invoice should not include the InvoiceLine Item Price PriceTypeCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:PriceType) +fn validate_ubl_cr_627(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-627", + "[UBL-CR-627]-[UBL-CR-627]-A UBL invoice should not include the InvoiceLine Item Price PriceType", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:OrderableUnitFactorRate) +fn validate_ubl_cr_628(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-628", + "[UBL-CR-628]-[UBL-CR-628]-A UBL invoice should not include the InvoiceLine Item Price OrderableUnitFactorRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:ValidityPeriod) +fn validate_ubl_cr_629(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-629", + "[UBL-CR-629]-[UBL-CR-629]-A UBL invoice should not include the InvoiceLine Item Price ValidityPeriod", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:PriceList) +fn validate_ubl_cr_630(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-630", + "[UBL-CR-630]-[UBL-CR-630]-A UBL invoice should not include the InvoiceLine Item Price PriceList", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cbc:OrderableUnitFactorRate) +fn validate_ubl_cr_631(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-631", + "[UBL-CR-631]-[UBL-CR-631]-A UBL invoice should not include the InvoiceLine Item Price OrderableUnitFactorRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:ID) +fn validate_ubl_cr_632(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-632", + "[UBL-CR-632]-[UBL-CR-632]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge ID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:AllowanceChargeReasonCode) +fn validate_ubl_cr_633(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-633", + "[UBL-CR-633]-[UBL-CR-633]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge AllowanceChargeReasonCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:AllowanceChargeReason) +fn validate_ubl_cr_634(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-634", + "[UBL-CR-634]-[UBL-CR-634]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge AllowanceChargeReason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:MultiplierFactorNumeric) +fn validate_ubl_cr_635(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-635", + "[UBL-CR-635]-[UBL-CR-635]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge MultiplierFactorNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:PrepaidIndicator) +fn validate_ubl_cr_636(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-636", + "[UBL-CR-636]-[UBL-CR-636]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge PrepaidIndicator", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:SequenceNumeric) +fn validate_ubl_cr_637(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-637", + "[UBL-CR-637]-[UBL-CR-637]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge SequenceNumeric", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:AccountingCostCode) +fn validate_ubl_cr_638(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-638", + "[UBL-CR-638]-[UBL-CR-638]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge AccountingCostCode", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:AccountingCost) +fn validate_ubl_cr_639(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-639", + "[UBL-CR-639]-[UBL-CR-639]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge AccountingCost", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cbc:PerUnitAmount) +fn validate_ubl_cr_640(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-640", + "[UBL-CR-640]-[UBL-CR-640]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge PerUnitAmount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cac:TaxCategory) +fn validate_ubl_cr_641(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-641", + "[UBL-CR-641]-[UBL-CR-641]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge TaxCategory", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cac:TaxTotal) +fn validate_ubl_cr_642(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-642", + "[UBL-CR-642]-[UBL-CR-642]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge TaxTotal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:AllowanceCharge/cac:PaymentMeans) +fn validate_ubl_cr_643(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-643", + "[UBL-CR-643]-[UBL-CR-643]-A UBL invoice should not include the InvoiceLine Item Price AllowanceCharge PaymentMeans", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:Price/cac:PricingExchangeRate) +fn validate_ubl_cr_644(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-644", + "[UBL-CR-644]-[UBL-CR-644]-A UBL invoice should not include the InvoiceLine Item Price PricingExchangeRate", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:DeliveryTerms) +fn validate_ubl_cr_645(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-645", + "[UBL-CR-645]-[UBL-CR-645]-A UBL invoice should not include the InvoiceLine DeliveryTerms", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:SubInvoiceLine) +fn validate_ubl_cr_646(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-646", + "[UBL-CR-646]-[UBL-CR-646]-A UBL invoice should not include the InvoiceLine SubInvoiceLine", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not((cac:InvoiceLine|cac:CreditNoteLine)/cac:ItemPriceExtension) +fn validate_ubl_cr_647(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-647", + "[UBL-CR-647]-[UBL-CR-647]-A UBL invoice should not include the InvoiceLine ItemPriceExtension", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:CustomizationID/@schemeID) +fn validate_ubl_cr_648(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-648", + "[UBL-CR-648]-[UBL-CR-648]-A UBL invoice should not include the CustomizationID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:ProfileID/@schemeID) +fn validate_ubl_cr_649(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-649", + "[UBL-CR-649]-[UBL-CR-649]-A UBL invoice should not include the ProfileID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:ID/@schemeID) +fn validate_ubl_cr_650(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-650", + "[UBL-CR-650]-[UBL-CR-650]-A UBL invoice shall not include the Invoice ID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:SalesOrderID/@schemeID) +fn validate_ubl_cr_651(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-651", + "[UBL-CR-651]-[UBL-CR-651]-A UBL invoice should not include the SalesOrderID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:PartyTaxScheme/cbc:CompanyID/@schemeID) +fn validate_ubl_cr_652(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-652", + "[UBL-CR-652]-[UBL-CR-652]-A UBL invoice should not include the PartyTaxScheme CompanyID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:PaymentID/@schemeID) +fn validate_ubl_cr_653(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-653", + "[UBL-CR-653]-[UBL-CR-653]-A UBL invoice should not include the PaymentID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cbc:ID/@schemeID) +fn validate_ubl_cr_654(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-654", + "[UBL-CR-654]-[UBL-CR-654]-A UBL invoice should not include the PayeeFinancialAccount scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cac:PayeeFinancialAccount/cac:FinancialInstitutionBranch/cbc:ID/@schemeID) +fn validate_ubl_cr_655(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-655", + "[UBL-CR-655]-[UBL-CR-655]-A UBL invoice shall not include the FinancialInstitutionBranch ID scheme identifier", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:InvoiceTypeCode/@listID) +fn validate_ubl_cr_656(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-656", + "[UBL-CR-656]-[UBL-CR-656]-A UBL invoice should not include the InvoiceTypeCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:DocumentCurrencyCode/@listID) +fn validate_ubl_cr_657(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-657", + "[UBL-CR-657]-[UBL-CR-657]-A UBL invoice should not include the DocumentCurrencyCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:TaxCurrencyCode/@listID) +fn validate_ubl_cr_658(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-658", + "[UBL-CR-658]-[UBL-CR-658]-A UBL invoice should not include the TaxCurrencyCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:AdditionalDocumentReference/cbc:DocumentTypeCode/@listID) +fn validate_ubl_cr_659(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-659", + "[UBL-CR-659]-[UBL-CR-659]-A UBL invoice shall not include the AdditionalDocumentReference DocumentTypeCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:Country/cbc:IdentificationCode/@listID) +fn validate_ubl_cr_660(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-660", + "[UBL-CR-660]-[UBL-CR-660]-A UBL invoice should not include the Country Identification code listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:PaymentMeansCode/@listID) +fn validate_ubl_cr_661(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-661", + "[UBL-CR-661]-[UBL-CR-661]-A UBL invoice should not include the PaymentMeansCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cbc:AllowanceChargeReasonCode/@listID) +fn validate_ubl_cr_662(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-662", + "[UBL-CR-662]-[UBL-CR-662]-A UBL invoice should not include the AllowanceChargeReasonCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@unitCodeListID) +fn validate_ubl_cr_663(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-663", + "[UBL-CR-663]-[UBL-CR-663]-A UBL invoice should not include the unitCodeListID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:FinancialInstitution) +fn validate_ubl_cr_664(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-664", + "[UBL-CR-664]-[UBL-CR-664]-A UBL invoice should not include the FinancialInstitutionBranch FinancialInstitution", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:AdditionalDocumentReference[cbc:DocumentTypeCode != '130' or not(cbc:DocumentTypeCode)]/cbc:ID/@schemeID) +fn validate_ubl_cr_665(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-665", + "[UBL-CR-665]-[UBL-CR-665]-A UBL invoice should not include the AdditionalDocumentReference ID schemeID unless the DocumentTypeCode equals '130'", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:AdditionalDocumentReference[cbc:DocumentTypeCode = '130']/cac:Attachment) +fn validate_ubl_cr_666(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-CR-666", + "[UBL-CR-666]-[UBL-CR-666]-A UBL invoice shall not include an AdditionalDocumentReference simultaneously referring an Invoice Object Identifier and an Attachment", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:BuyersItemIdentification/cbc:ID/@schemeID) +fn validate_ubl_cr_667(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-667", + "[UBL-CR-667]-[UBL-CR-667]-A UBL invoice should not include a Buyer Item Identification schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:SellersItemIdentification/cbc:ID/@schemeID) +fn validate_ubl_cr_668(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-668", + "[UBL-CR-668]-[UBL-CR-668]-A UBL invoice should not include a Sellers Item Identification schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:Price/cac:AllowanceCharge/cbc:AllowanceChargeReasonCode) +fn validate_ubl_cr_669(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-669", + "[UBL-CR-669]-[UBL-CR-669]-A UBL invoice should not include a Price Allowance Reason Code", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:Price/cac:AllowanceCharge/cbc:AllowanceChargeReason) +fn validate_ubl_cr_670(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-670", + "[UBL-CR-670]-[UBL-CR-670]-A UBL invoice should not include a Price Allowance Reason", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:Price/cac:AllowanceCharge/cbc:MultiplierFactorNumeric) +fn validate_ubl_cr_671(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-671", + "[UBL-CR-671]-[UBL-CR-671]-A UBL invoice should not include a Price Allowance Multiplier Factor", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cbc:CreditNoteTypeCode/@listID) +fn validate_ubl_cr_672(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-672", + "[UBL-CR-672]-[UBL-CR-672]-A UBL credit note should not include the CreditNoteTypeCode listID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:AdditionalDocumentReference[cbc:DocumentTypeCode = '130']/cbc:DocumentDescription) +fn validate_ubl_cr_673(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-CR-673", + "[UBL-CR-673]-[UBL-CR-673]-A UBL invoice shall not include an AdditionalDocumentReference simultaneously referring an Invoice Object Identifier and an Document Description", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cbc:PrimaryAccountNumber/@schemeID) +fn validate_ubl_cr_674(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-674", + "[UBL-CR-674]-[UBL-CR-674]-A UBL invoice should not include the PrimaryAccountNumber schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:CardAccount/cbc:NetworkID/@schemeID) +fn validate_ubl_cr_675(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-675", + "[UBL-CR-675]-[UBL-CR-675]-A UBL invoice should not include the NetworkID schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:PaymentMandate/cbc:ID/@schemeID) +fn validate_ubl_cr_676(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-676", + "[UBL-CR-676]-[UBL-CR-676]-A UBL invoice should not include the PaymentMandate/ID schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:PaymentMandate/cac:PayerFinancialAccount/cbc:ID/@schemeID) +fn validate_ubl_cr_677(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-677", + "[UBL-CR-677]-[UBL-CR-677]-A UBL invoice should not include the PayerFinancialAccount/ID schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:TaxCategory/cbc:ID/@schemeID) +fn validate_ubl_cr_678(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-678", + "[UBL-CR-678]-[UBL-CR-678]-A UBL invoice should not include the TaxCategory/ID schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:ClassifiedTaxCategory/cbc:ID/@schemeID) +fn validate_ubl_cr_679(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-679", + "[UBL-CR-679]-[UBL-CR-679]-A UBL invoice should not include the ClassifiedTaxCategory/ID schemeID", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//cac:PaymentMeans/cac:PayerFinancialAccount) +fn validate_ubl_cr_680(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-680", + "[UBL-CR-680]-[UBL-CR-680]-A UBL invoice should not include the PaymentMeans/PayerFinancialAccount", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:PaymentMeans/cbc:InstructionNote) +fn validate_ubl_cr_681(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-681", + "[UBL-CR-681]-[UBL-CR-681]-A UBL invoice should not include the PaymentMeans InstructionNote", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(cac:Delivery/cac:DeliveryAddress) +fn validate_ubl_cr_682(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-CR-682", + "[UBL-CR-682]-[UBL-CR-682]-A UBL invoice should not include the Delivery DeliveryAddress", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@schemeName) +fn validate_ubl_dt_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-08", + "[UBL-DT-08]-[UBL-DT-08]-Scheme name attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@schemeAgencyName) +fn validate_ubl_dt_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-09", + "[UBL-DT-09]-[UBL-DT-09]-Scheme agency name attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@schemeDataURI) +fn validate_ubl_dt_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-10", + "[UBL-DT-10]-[UBL-DT-10]-Scheme data uri attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@schemeURI) +fn validate_ubl_dt_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-11", + "[UBL-DT-11]-[UBL-DT-11]-Scheme uri attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@format) +fn validate_ubl_dt_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-12", + "[UBL-DT-12]-[UBL-DT-12]-Format attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@unitCodeListIdentifier) +fn validate_ubl_dt_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-13", + "[UBL-DT-13]-[UBL-DT-13]-Unit code list identifier attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@unitCodeListAgencyIdentifier) +fn validate_ubl_dt_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-14", + "[UBL-DT-14]-[UBL-DT-14]-Unit code list agency identifier attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@unitCodeListAgencyName) +fn validate_ubl_dt_15(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-15", + "[UBL-DT-15]-[UBL-DT-15]-Unit code list agency name attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@listAgencyName) +fn validate_ubl_dt_16(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-16", + "[UBL-DT-16]-[UBL-DT-16]-List agency name attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@listName) +fn validate_ubl_dt_17(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-17", + "[UBL-DT-17]-[UBL-DT-17]-List name attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: count(//@name) - count(//cbc:PaymentMeansCode/@name) <= 0 +fn validate_ubl_dt_18(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-18", + "[UBL-DT-18]-[UBL-DT-18]-Name attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@languageID) +fn validate_ubl_dt_19(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-19", + "[UBL-DT-19]-[UBL-DT-19]-Language identifier attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@listURI) +fn validate_ubl_dt_20(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-20", + "[UBL-DT-20]-[UBL-DT-20]-List uri attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@listSchemeURI) +fn validate_ubl_dt_21(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-21", + "[UBL-DT-21]-[UBL-DT-21]-List scheme uri attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@languageLocaleID) +fn validate_ubl_dt_22(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-22", + "[UBL-DT-22]-[UBL-DT-22]-Language local identifier attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@uri) +fn validate_ubl_dt_23(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-23", + "[UBL-DT-23]-[UBL-DT-23]-Uri attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@currencyCodeListVersionID) +fn validate_ubl_dt_24(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-24", + "[UBL-DT-24]-[UBL-DT-24]-Currency code list version id should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@characterSetCode) +fn validate_ubl_dt_25(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-25", + "[UBL-DT-25]-[UBL-DT-25]-CharacterSetCode attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@encodingCode) +fn validate_ubl_dt_26(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-26", + "[UBL-DT-26]-[UBL-DT-26]-EncodingCode attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@schemeAgencyID) +fn validate_ubl_dt_27(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-27", + "[UBL-DT-27]-[UBL-DT-27]-Scheme Agency ID attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: not(//@listAgencyID) +fn validate_ubl_dt_28(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Warning(BusinessRuleViolation::new( + "UBL-DT-28", + "[UBL-DT-28]-[UBL-DT-28]-List Agency ID attribute should not be present", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:ContractDocumentReference/cbc:ID) <= 1) +fn validate_ubl_sr_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-01", + "[UBL-SR-01]-[UBL-SR-01]-Contract identifier shall occur maximum once.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:ReceiptDocumentReference/cbc:ID) <= 1) +fn validate_ubl_sr_02(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-02", + "[UBL-SR-02]-[UBL-SR-02]-Receive advice identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:DespatchDocumentReference/cbc:ID) <= 1) +fn validate_ubl_sr_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-03", + "[UBL-SR-03]-[UBL-SR-03]-Despatch advice identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AdditionalDocumentReference[cbc:DocumentTypeCode='130']/cbc:ID) <= 1) +fn validate_ubl_sr_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-04", + "[UBL-SR-04]-[UBL-SR-04]-Invoice object identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:PaymentTerms/cbc:Note) <= 1) +fn validate_ubl_sr_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-05", + "[UBL-SR-05]-[UBL-SR-05]-Payment terms shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:InvoicePeriod) <= 1) +fn validate_ubl_sr_08(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-08", + "[UBL-SR-08]-[UBL-SR-08]-Invoice period shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName) <= 1) +fn validate_ubl_sr_09(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-09", + "[UBL-SR-09]-[UBL-SR-09]-Seller name shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingSupplierParty/cac:Party/cac:PartyName/cbc:Name) <= 1) +fn validate_ubl_sr_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-10", + "[UBL-SR-10]-[UBL-SR-10]-Seller trader name shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyID) <= 1) +fn validate_ubl_sr_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-11", + "[UBL-SR-11]-[UBL-SR-11]-Seller legal registration identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/upper-case(cbc:ID)='VAT']/cbc:CompanyID) <= 1) +fn validate_ubl_sr_12(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-12", + "[UBL-SR-12]-[UBL-SR-12]-Seller VAT identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingSupplierParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/upper-case(cbc:ID)!='VAT']/cbc:CompanyID) <= 1) +fn validate_ubl_sr_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-13", + "[UBL-SR-13]-[UBL-SR-13]-Seller tax registration shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyLegalForm) <= 1) +fn validate_ubl_sr_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-14", + "[UBL-SR-14]-[UBL-SR-14]-Seller additional legal information shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName) <= 1) +fn validate_ubl_sr_15(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-15", + "[UBL-SR-15]-[UBL-SR-15]-Buyer name shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingCustomerParty/cac:Party/cac:PartyIdentification/cbc:ID) <= 1) +fn validate_ubl_sr_16(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-16", + "[UBL-SR-16]-[UBL-SR-16]-Buyer identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingCustomerParty/cac:Party/cac:PartyLegalEntity/cbc:CompanyID) <= 1) +fn validate_ubl_sr_17(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-17", + "[UBL-SR-17]-[UBL-SR-17]-Buyer legal registration identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingCustomerParty/cac:Party/cac:PartyTaxScheme[cac:TaxScheme/upper-case(cbc:ID)='VAT']/cbc:CompanyID) <= 1) +fn validate_ubl_sr_18(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-18", + "[UBL-SR-18]-[UBL-SR-18]-Buyer VAT identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:Delivery) <= 1) +fn validate_ubl_sr_24(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-24", + "[UBL-SR-24]-[UBL-SR-24]-Deliver to information shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(//cac:PartyIdentification/cbc:ID[upper-case(@schemeID) = 'SEPA']) <= 1) +fn validate_ubl_sr_29(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-29", + "[UBL-SR-29]-[UBL-SR-29]-Bank creditor reference shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:ProjectReference/cbc:ID) <= 1) +fn validate_ubl_sr_39(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-39", + "[UBL-SR-39]-[UBL-SR-39]-Project reference shall occur maximum once.", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:AccountingCustomerParty/cac:Party/cac:PartyName/cbc:Name) <= 1) +fn validate_ubl_sr_40(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-40", + "[UBL-SR-40]-[UBL-SR-40]-Buyer trade name shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: count(//cbc:PaymentID[not(preceding::cbc:PaymentID/. = .)]) <= 1 +fn validate_ubl_sr_44(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-44", + "[UBL-SR-44]-[UBL-SR-44]-An Invoice may only have one unique PaymentID, but the PaymentID may be used for multiple PaymentMeans", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:PaymentMeans/cbc:PaymentDueDate) <=1) +fn validate_ubl_sr_45(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-45", + "[UBL-SR-45]-[UBL-SR-45]-Due Date shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:PaymentMeans/cbc:PaymentMeansCode/@name) <=1) +fn validate_ubl_sr_46(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-46", + "[UBL-SR-46]-[UBL-SR-46]-Payment means text shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: count(//cbc:PaymentMeansCode[not(preceding::cbc:PaymentMeansCode/. = .)]) <= 1 +fn validate_ubl_sr_47(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-47", + "[UBL-SR-47]-[UBL-SR-47]-When there are more than one payment means code, they shall be equal", + ))); + } + Ok(()) +} + +// Context: /ubl:Invoice | /cn:CreditNote +// Test: (count(cac:InvoicePeriod/cbc:DescriptionCode) <=1) +fn validate_ubl_sr_49(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-49", + "[UBL-SR-49]-[UBL-SR-49]-Value tax point date shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (count(cbc:Note) <= 1) +fn validate_ubl_sr_34(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-34", + "[UBL-SR-34]-[UBL-SR-34]-Invoice line note shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (count(cac:OrderLineReference/cbc:LineID) <= 1) +fn validate_ubl_sr_35(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-35", + "[UBL-SR-35]-[UBL-SR-35]-Referenced purchase order line identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (count(cac:InvoicePeriod) <= 1) +fn validate_ubl_sr_36(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-36", + "[UBL-SR-36]-[UBL-SR-36]-Invoice line period shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: (count(cac:Price/cac:AllowanceCharge/cbc:Amount) <= 1) +fn validate_ubl_sr_37(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-37", + "[UBL-SR-37]-[UBL-SR-37]-Item price discount shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: count(cac:Item/cac:ClassifiedTaxCategory) = 1 +fn validate_ubl_sr_48(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-48", + "[UBL-SR-48]-[UBL-SR-48]-Invoice lines shall have one and only one classified tax category.", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: count(cac:Item/cbc:Description) <= 1 +fn validate_ubl_sr_50(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-50", + "[UBL-SR-50]-[UBL-SR-50]-Item description shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:InvoiceLine | cac:CreditNoteLine +// Test: count(cac:DocumentReference) <= 1 +fn validate_ubl_sr_52(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-52", + "[UBL-SR-52]-[UBL-SR-52]-Document reference shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:PayeeParty +// Test: (count(cac:PartyName/cbc:Name) <= 1) and ((cac:PartyName/cbc:Name) != (../cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName)) +fn validate_ubl_sr_19(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-19", + "[UBL-SR-19]-[UBL-SR-19]-Payee name shall occur maximum once, if the Payee is different from the Seller", + ))); + } + Ok(()) +} + +// Context: cac:PayeeParty +// Test: (count(cac:PartyIdentification/cbc:ID[upper-case(@schemeID) != 'SEPA']) <= 1) and ((cac:PartyName/cbc:Name) != (../cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName)) +fn validate_ubl_sr_20(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-20", + "[UBL-SR-20]-[UBL-SR-20]-Payee identifier shall occur maximum once, if the Payee is different from the Seller", + ))); + } + Ok(()) +} + +// Context: cac:PayeeParty +// Test: (count(cac:PartyLegalEntity/cbc:CompanyID) <= 1) and ((cac:PartyName/cbc:Name) != (../cac:AccountingSupplierParty/cac:Party/cac:PartyLegalEntity/cbc:RegistrationName)) +fn validate_ubl_sr_21(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-21", + "[UBL-SR-21]-[UBL-SR-21]-Payee legal registration identifier shall occur maximum once, if the Payee is different from the Seller", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans +// Test: (count(cbc:PaymentID) <= 1) +fn validate_ubl_sr_26(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-26", + "[UBL-SR-26]-[UBL-SR-26]-Payment reference shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans +// Test: (count(cbc:PaymentMeansCode) <= 1) +fn validate_ubl_sr_27(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-27", + "[UBL-SR-27]-[UBL-SR-27]-Payment means text shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans +// Test: (count(cac:PaymentMandate/cbc:ID) <= 1) +fn validate_ubl_sr_28(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-28", + "[UBL-SR-28]-[UBL-SR-28]-Mandate reference identifier shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:BillingReference +// Test: (count(cac:InvoiceDocumentReference) <= 1) +fn validate_ubl_sr_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-06", + "[UBL-SR-06]-[UBL-SR-06]-Preceding invoice reference shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cac:BillingReference +// Test: (cac:InvoiceDocumentReference/cbc:ID) +fn validate_ubl_sr_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-07", + "[UBL-SR-07]-[UBL-SR-07]-If there is a preceding invoice reference, the preceding invoice number shall be present", + ))); + } + Ok(()) +} + +// Context: cac:TaxRepresentativeParty +// Test: (count(cac:Party/cac:PartyName/cbc:Name) <= 1) +fn validate_ubl_sr_22(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-22", + "[UBL-SR-22]-[UBL-SR-22]-Seller tax representative name shall occur maximum once, if the Seller has a tax representative", + ))); + } + Ok(()) +} + +// Context: cac:TaxRepresentativeParty +// Test: (count(cac:Party/cac:PartyTaxScheme/cbc:CompanyID) <= 1) +fn validate_ubl_sr_23(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-23", + "[UBL-SR-23]-[UBL-SR-23]-Seller tax representative VAT identifier shall occur maximum once, if the Seller has a tax representative", + ))); + } + Ok(()) +} + +// Context: cac:TaxSubtotal +// Test: (count(cac:TaxCategory/cbc:TaxExemptionReason) <= 1) +fn validate_ubl_sr_32(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "UBL-SR-32", + "[UBL-SR-32]-[UBL-SR-32]-VAT exemption reason text shall occur maximum once", + ))); + } + Ok(()) +} + +// Context: cbc:InvoiceTypeCode | cbc:CreditNoteTypeCode +// Test: (self::cbc:InvoiceTypeCode and ((not(contains(normalize-space(.), ' ')) and contains(' 71 80 81 82 84 102 130 202 203 204 211 218 219 295 325 326 331 380 382 383 384 385 386 387 388 389 390 393 394 395 456 457 527 553 575 623 633 751 780 817 870 875 876 877 935 ', concat(' ', normalize-space(.), ' '))))) or (self::cbc:CreditNoteTypeCode and ((not(contains(normalize-space(.), ' ')) and contains(' 81 83 261 262 296 308 381 396 420 458 532 ', concat(' ', normalize-space(.), ' '))))) +fn validate_br_cl_01(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-01", + "[BR-CL-01]-The document type code MUST be coded by the invoice and credit note related code lists of UNTDID 1001.", + ))); + } + Ok(()) +} + +// Context: cbc:Amount | cbc:BaseAmount | cbc:PriceAmount | cbc:TaxAmount | cbc:TaxableAmount | cbc:LineExtensionAmount | cbc:TaxExclusiveAmount | cbc:TaxInclusiveAmount | cbc:AllowanceTotalAmount | cbc:ChargeTotalAmount | cbc:PrepaidAmount | cbc:PayableRoundingAmount | cbc:PayableAmount +// Test: ((not(contains(normalize-space(@currencyID), ' ')) and contains(' AED AFN ALL AMD ANG AOA ARS AUD AWG AZN BAM BBD BDT BGN BHD BIF BMD BND BOB BOV BRL BSD BTN BWP BYN BZD CAD CDF CHE CHF CHW CLF CLP CNY COP COU CRC CUC CUP CVE CZK DJF DKK DOP DZD EGP ERN ETB EUR FJD FKP GBP GEL GHS GIP GMD GNF GTQ GYD HKD HNL HTG HUF IDR ILS INR IQD IRR ISK JMD JOD JPY KES KGS KHR KMF KPW KRW KWD KYD KZT LAK LBP LKR LRD LSL LYD MAD MDL MGA MKD MMK MNT MOP MRO MUR MVR MWK MXN MXV MYR MZN NAD NGN NIO NOK NPR NZD OMR PAB PEN PGK PHP PKR PLN PYG QAR RON RSD RUB RWF SAR SBD SCR SDG SEK SGD SHP SLE SOS SRD SSP STD SVC SYP SZL THB TJS TMT TND TOP TRY TTD TWD TZS UAH UGX USD USN UYI UYU UZS VES VED VND VUV WST XAF XAG XAU XBA XBB XBC XBD XCD XDR XOF XPD XPF XPT XSU XTS XUA XXX YER ZAR ZMW ZWG ZWL ', concat(' ', normalize-space(@currencyID), ' ')))) +fn validate_br_cl_03(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-03", + "[BR-CL-03]-currencyID MUST be coded using ISO code list 4217 alpha-3", + ))); + } + Ok(()) +} + +// Context: cbc:DocumentCurrencyCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AED AFN ALL AMD ANG AOA ARS AUD AWG AZN BAM BBD BDT BGN BHD BIF BMD BND BOB BOV BRL BSD BTN BWP BYN BZD CAD CDF CHE CHF CHW CLF CLP CNY COP COU CRC CUC CUP CVE CZK DJF DKK DOP DZD EGP ERN ETB EUR FJD FKP GBP GEL GHS GIP GMD GNF GTQ GYD HKD HNL HTG HUF IDR ILS INR IQD IRR ISK JMD JOD JPY KES KGS KHR KMF KPW KRW KWD KYD KZT LAK LBP LKR LRD LSL LYD MAD MDL MGA MKD MMK MNT MOP MRO MUR MVR MWK MXN MXV MYR MZN NAD NGN NIO NOK NPR NZD OMR PAB PEN PGK PHP PKR PLN PYG QAR RON RSD RUB RWF SAR SBD SCR SDG SEK SGD SHP SLE SOS SRD SSP STD SVC SYP SZL THB TJS TMT TND TOP TRY TTD TWD TZS UAH UGX USD USN UYI UYU UZS VES VED VND VUV WST XAF XAG XAU XBA XBB XBC XBD XCD XDR XOF XPD XPF XPT XSU XTS XUA XXX YER ZAR ZMW ZWG ZWL ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_04(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-04", + "[BR-CL-04]-Invoice currency code MUST be coded using ISO code list 4217 alpha-3", + ))); + } + Ok(()) +} + +// Context: cbc:TaxCurrencyCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AED AFN ALL AMD ANG AOA ARS AUD AWG AZN BAM BBD BDT BGN BHD BIF BMD BND BOB BOV BRL BSD BTN BWP BYN BZD CAD CDF CHE CHF CHW CLF CLP CNY COP COU CRC CUC CUP CVE CZK DJF DKK DOP DZD EGP ERN ETB EUR FJD FKP GBP GEL GHS GIP GMD GNF GTQ GYD HKD HNL HTG HUF IDR ILS INR IQD IRR ISK JMD JOD JPY KES KGS KHR KMF KPW KRW KWD KYD KZT LAK LBP LKR LRD LSL LYD MAD MDL MGA MKD MMK MNT MOP MRO MUR MVR MWK MXN MXV MYR MZN NAD NGN NIO NOK NPR NZD OMR PAB PEN PGK PHP PKR PLN PYG QAR RON RSD RUB RWF SAR SBD SCR SDG SEK SGD SHP SLE SOS SRD SSP STD SVC SYP SZL THB TJS TMT TND TOP TRY TTD TWD TZS UAH UGX USD USN UYI UYU UZS VES VED VND VUV WST XAF XAG XAU XBA XBB XBC XBD XCD XDR XOF XPD XPF XPT XSU XTS XUA XXX YER ZAR ZMW ZWG ZWL ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_05(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-05", + "[BR-CL-05]-Tax currency code MUST be coded using ISO code list 4217 alpha-3", + ))); + } + Ok(()) +} + +// Context: cac:InvoicePeriod/cbc:DescriptionCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 3 35 432 ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_06(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-06", + "[BR-CL-06]-Value added tax point date code MUST be coded using a restriction of UNTDID 2005.", + ))); + } + Ok(()) +} + +// Context: cac:AdditionalDocumentReference[cbc:DocumentTypeCode = '130']/cbc:ID[@schemeID] | cac:DocumentReference[cbc:DocumentTypeCode = '130']/cbc:ID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' AAA AAB AAC AAD AAE AAF AAG AAH AAI AAJ AAK AAL AAM AAN AAO AAP AAQ AAR AAS AAT AAU AAV AAW AAX AAY AAZ ABA ABB ABC ABD ABE ABF ABG ABH ABI ABJ ABK ABL ABM ABN ABO ABP ABQ ABR ABS ABT ABU ABV ABW ABX ABY ABZ AC ACA ACB ACC ACD ACE ACF ACG ACH ACI ACJ ACK ACL ACN ACO ACP ACQ ACR ACT ACU ACV ACW ACX ACY ACZ ADA ADB ADC ADD ADE ADF ADG ADI ADJ ADK ADL ADM ADN ADO ADP ADQ ADT ADU ADV ADW ADX ADY ADZ AE AEA AEB AEC AED AEE AEF AEG AEH AEI AEJ AEK AEL AEM AEN AEO AEP AEQ AER AES AET AEU AEV AEW AEX AEY AEZ AF AFA AFB AFC AFD AFE AFF AFG AFH AFI AFJ AFK AFL AFM AFN AFO AFP AFQ AFR AFS AFT AFU AFV AFW AFX AFY AFZ AGA AGB AGC AGD AGE AGF AGG AGH AGI AGJ AGK AGL AGM AGN AGO AGP AGQ AGR AGS AGT AGU AGV AGW AGX AGY AGZ AHA AHB AHC AHD AHE AHF AHG AHH AHI AHJ AHK AHL AHM AHN AHO AHP AHQ AHR AHS AHT AHU AHV AHX AHY AHZ AIA AIB AIC AID AIE AIF AIG AIH AII AIJ AIK AIL AIM AIN AIO AIP AIQ AIR AIS AIT AIU AIV AIW AIX AIY AIZ AJA AJB AJC AJD AJE AJF AJG AJH AJI AJJ AJK AJL AJM AJN AJO AJP AJQ AJR AJS AJT AJU AJV AJW AJX AJY AJZ AKA AKB AKC AKD AKE AKF AKG AKH AKI AKJ AKK AKL AKM AKN AKO AKP AKQ AKR AKS AKT AKU AKV AKW AKX AKY AKZ ALA ALB ALC ALD ALE ALF ALG ALH ALI ALJ ALK ALL ALM ALN ALO ALP ALQ ALR ALS ALT ALU ALV ALW ALX ALY ALZ AMA AMB AMC AMD AME AMF AMG AMH AMI AMJ AMK AML AMM AMN AMO AMP AMQ AMR AMS AMT AMU AMV AMW AMX AMY AMZ ANA ANB ANC AND ANE ANF ANG ANH ANI ANJ ANK ANL ANM ANN ANO ANP ANQ ANR ANS ANT ANU ANV ANW ANX ANY AOA AOD AOE AOF AOG AOH AOI AOJ AOK AOL AOM AON AOO AOP AOQ AOR AOS AOT AOU AOV AOW AOX AOY AOZ AP APA APB APC APD APE APF APG APH API APJ APK APL APM APN APO APP APQ APR APS APT APU APV APW APX APY APZ AQA AQB AQC AQD AQE AQF AQG AQH AQI AQJ AQK AQL AQM AQN AQO AQP AQQ AQR AQS AQT AQU AQV AQW AQX AQY AQZ ARA ARB ARC ARD ARE ARF ARG ARH ARI ARJ ARK ARL ARM ARN ARO ARP ARQ ARR ARS ART ARU ARV ARW ARX ARY ARZ ASA ASB ASC ASD ASE ASF ASG ASH ASI ASJ ASK ASL ASM ASN ASO ASP ASQ ASR ASS AST ASU ASV ASW ASX ASY ASZ ATA ATB ATC ATD ATE ATF ATG ATH ATI ATJ ATK ATL ATM ATN ATO ATP ATQ ATR ATS ATT ATU ATV ATW ATX ATY ATZ AU AUA AUB AUC AUD AUE AUF AUG AUH AUI AUJ AUK AUL AUM AUN AUO AUP AUQ AUR AUS AUT AUU AUV AUW AUX AUY AUZ AV AVA AVB AVC AVD AVE AVF AVG AVH AVI AVJ AVK AVL AVM AVN AVO AVP AVQ AVR AVS AVT AVU AVV AVW AVX AVY AVZ AWA AWB AWC AWD AWE AWF AWG AWH AWI AWJ AWK AWL AWM AWN AWO AWP AWQ AWR AWS AWT AWU AWV AWW AWX AWY AWZ AXA AXB AXC AXD AXE AXF AXG AXH AXI AXJ AXK AXL AXM AXN AXO AXP AXQ AXR AXS BA BC BD BE BH BM BN BO BR BT BTP BW CAS CAT CAU CAV CAW CAX CAY CAZ CBA CBB CD CEC CED CFE CFF CFO CG CH CK CKN CM CMR CN CNO COF CP CR CRN CS CST CT CU CV CW CZ DA DAN DB DI DL DM DQ DR EA EB ED EE EEP EI EN EQ ER ERN ET EX FC FF FI FLW FN FO FS FT FV FX GA GC GD GDN GN HS HWB IA IB ICA ICE ICO II IL INB INN INO IP IS IT IV JB JE LA LAN LAR LB LC LI LO LRC LS MA MB MF MG MH MR MRN MS MSS MWB NA NF OH OI ON OP OR PB PC PD PE PF PI PK PL POR PP PQ PR PS PW PY RA RC RCN RE REN RF RR RT SA SB SD SE SEA SF SH SI SM SN SP SQ SRN SS STA SW SZ TB TCR TE TF TI TIN TL TN TP UAR UC UCN UN UO URI VA VC VGR VM VN VON VOR VP VR VS VT VV WE WM WN WR WS WY XA XC XP ZZZ ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_07(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-07", + "[BR-CL-07]-Object identifier identification scheme identifier MUST be coded using a restriction of UNTDID 1153.", + ))); + } + Ok(()) +} + +// Context: cac:PartyIdentification/cbc:ID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) or ((not(contains(normalize-space(@schemeID), ' ')) and contains(' SEPA ', concat(' ', normalize-space(@schemeID), ' '))) and ((ancestor::cac:AccountingSupplierParty) or (ancestor::cac:PayeeParty))) +fn validate_br_cl_10(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-10", + "[BR-CL-10]-Any identifier identification scheme identifier MUST be coded using one of the ISO 6523 ICD list.", + ))); + } + Ok(()) +} + +// Context: cac:PartyLegalEntity/cbc:CompanyID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_11(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-11", + "[BR-CL-11]-Any registration identifier identification scheme identifier MUST be coded using one of the ISO 6523 ICD list.", + ))); + } + Ok(()) +} + +// Context: cac:CommodityClassification/cbc:ItemClassificationCode[@listID] +// Test: ((not(contains(normalize-space(@listID), ' ')) and contains(' AA AB AC AD AE AF AG AH AI AJ AK AL AM AN AO AP AQ AR AS AT AU AV AW AX AY AZ BA BB BC BD BE BF BG BH BI BJ BK BL BM BN BO BP BQ BR BS BT BU BV BW BX BY BZ CC CG CL CR CV DR DW EC EF EMD EN FS GB GN GMN GS HS IB IN IS IT IZ MA MF MN MP NB ON PD PL PO PV QS RC RN RU RY SA SG SK SN SRS SRT SRU SRV SRW SRX SRY SRZ SS SSA SSB SSC SSD SSE SSF SSG SSH SSI SSJ SSK SSL SSM SSN SSO SSP SSQ SSR SSS SST SSU SSV SSW SSX SSY SSZ ST STA STB STC STD STE STF STG STH STI STJ STK STL STM STN STO STP STQ STR STS STT STU STV STW STX STY STZ SUA SUB SUC SUD SUE SUF SUG SUH SUI SUJ SUK SUL SUM TG TSN TSO TSP TSQ TSR TSS TST TSU UA UP VN VP VS VX ZZZ ', concat(' ', normalize-space(@listID), ' ')))) +fn validate_br_cl_13(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-13", + "[BR-CL-13]-Item classification identifier identification scheme identifier MUST be + coded using one of the UNTDID 7143 list.", + ))); + } + Ok(()) +} + +// Context: cac:Country/cbc:IdentificationCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 1A AD AE AF AG AI AL AM AO AQ AR AS AT AU AW AX AZ BA BB BD BE BF BG BH BI BJ BL BM BN BO BQ BR BS BT BV BW BY BZ CA CC CD CF CG CH CI CK CL CM CN CO CR CU CV CW CX CY CZ DE DJ DK DM DO DZ EC EE EG EH ER ES ET FI FJ FK FM FO FR GA GB GD GE GF GG GH GI GL GM GN GP GQ GR GS GT GU GW GY HK HM HN HR HT HU ID IE IL IM IN IO IQ IR IS IT JE JM JO JP KE KG KH KI KM KN KP KR KW KY KZ LA LB LC LI LK LR LS LT LU LV LY MA MC MD ME MF MG MH MK ML MM MN MO MP MQ MR MS MT MU MV MW MX MY MZ NA NC NE NF NG NI NL NO NP NR NU NZ OM PA PE PF PG PH PK PL PM PN PR PS PT PW PY QA RE RO RS RU RW SA SB SC SD SE SG SH SI SJ SK SL SM SN SO SR SS ST SV SX SY SZ TC TD TF TG TH TJ TK TL TM TN TO TR TT TV TW TZ UA UG UM US UY UZ VA VC VE VG VI VN VU WF WS XI YE YT ZA ZM ZW ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_14(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-14", + "[BR-CL-14]-Country codes in an invoice MUST be coded using ISO code list 3166-1", + ))); + } + Ok(()) +} + +// Context: cac:OriginCountry/cbc:IdentificationCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 1A AD AE AF AG AI AL AM AO AQ AR AS AT AU AW AX AZ BA BB BD BE BF BG BH BI BJ BL BM BN BO BQ BR BS BT BV BW BY BZ CA CC CD CF CG CH CI CK CL CM CN CO CR CU CV CW CX CY CZ DE DJ DK DM DO DZ EC EE EG EH ER ES ET FI FJ FK FM FO FR GA GB GD GE GF GG GH GI GL GM GN GP GQ GR GS GT GU GW GY HK HM HN HR HT HU ID IE IL IM IN IO IQ IR IS IT JE JM JO JP KE KG KH KI KM KN KP KR KW KY KZ LA LB LC LI LK LR LS LT LU LV LY MA MC MD ME MF MG MH MK ML MM MN MO MP MQ MR MS MT MU MV MW MX MY MZ NA NC NE NF NG NI NL NO NP NR NU NZ OM PA PE PF PG PH PK PL PM PN PR PS PT PW PY QA RE RO RS RU RW SA SB SC SD SE SG SH SI SJ SK SL SM SN SO SR SS ST SV SX SY SZ TC TD TF TG TH TJ TK TL TM TN TO TR TT TV TW TZ UA UG UM US UY UZ VA VC VE VG VI VN VU WF WS XI YE YT ZA ZM ZW ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_15(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-15", + "[BR-CL-15]-Country codes in an invoice MUST be coded using ISO code list 3166-1", + ))); + } + Ok(()) +} + +// Context: cac:PaymentMeans/cbc:PaymentMeansCode +// Test: ( ( not(contains(normalize-space(.),' ')) and contains( ' 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 74 75 76 77 78 91 92 93 94 95 96 97 98 ZZZ ',concat(' ',normalize-space(.),' ') ) ) ) +fn validate_br_cl_16(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-16", + "[BR-CL-16]-Payment means in an invoice MUST be coded using UNCL4461 code list", + ))); + } + Ok(()) +} + +// Context: cac:TaxCategory/cbc:ID +// Test: ( ( not(contains(normalize-space(.),' ')) and contains( ' AE L M E S Z G O K B ',concat(' ',normalize-space(.),' ') ) ) ) +fn validate_br_cl_17(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-17", + "[BR-CL-17]-Invoice tax categories MUST be coded using UNCL5305 code list", + ))); + } + Ok(()) +} + +// Context: cac:ClassifiedTaxCategory/cbc:ID +// Test: ( ( not(contains(normalize-space(.),' ')) and contains( ' AE L M E S Z G O K B ',concat(' ',normalize-space(.),' ') ) ) ) +fn validate_br_cl_18(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-18", + "[BR-CL-18]-Invoice tax categories MUST be coded using UNCL5305 code list", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator = false()]/cbc:AllowanceChargeReasonCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' 41 42 60 62 63 64 65 66 67 68 70 71 88 95 100 102 103 104 105 ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_19(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-19", + "[BR-CL-19]-Coded allowance reasons MUST belong to the UNCL 5189 code list", + ))); + } + Ok(()) +} + +// Context: cac:AllowanceCharge[cbc:ChargeIndicator = true()]/cbc:AllowanceChargeReasonCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' AA AAA AAC AAD AAE AAF AAH AAI AAS AAT AAV AAY AAZ ABA ABB ABC ABD ABF ABK ABL ABN ABR ABS ABT ABU ACF ACG ACH ACI ACJ ACK ACL ACM ACS ADC ADE ADJ ADK ADL ADM ADN ADO ADP ADQ ADR ADT ADW ADY ADZ AEA AEB AEC AED AEF AEH AEI AEJ AEK AEL AEM AEN AEO AEP AES AET AEU AEV AEW AEX AEY AEZ AJ AU CA CAB CAD CAE CAF CAI CAJ CAK CAL CAM CAN CAO CAP CAQ CAR CAS CAT CAU CAV CAW CAX CAY CAZ CD CG CS CT DAB DAD DAC DAF DAG DAH DAI DAJ DAK DAL DAM DAN DAO DAP DAQ DL EG EP ER FAA FAB FAC FC FH FI GAA HAA HD HH IAA IAB ID IF IR IS KO L1 LA LAA LAB LF MAE MI ML NAA OA PA PAA PC PL PRV RAB RAC RAD RAF RE RF RH RV SA SAA SAD SAE SAI SG SH SM SU TAB TAC TT TV V1 V2 WH XAA YY ZZZ ', concat(' ', normalize-space(.), ' ')))) +fn validate_br_cl_20(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-20", + "[BR-CL-20]-Coded charge reasons MUST belong to the UNCL 7161 code list", + ))); + } + Ok(()) +} + +// Context: cac:StandardItemIdentification/cbc:ID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_21(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-21", + "[BR-CL-21]-Item standard identifier scheme identifier MUST belong to the ISO 6523 ICD code list", + ))); + } + Ok(()) +} + +// Context: cbc:TaxExemptionReasonCode +// Test: ((not(contains(normalize-space(.), ' ')) and contains(' VATEX-EU-79-C VATEX-EU-132 VATEX-EU-132-1A VATEX-EU-132-1B VATEX-EU-132-1C VATEX-EU-132-1D VATEX-EU-132-1E VATEX-EU-132-1F VATEX-EU-132-1G VATEX-EU-132-1H VATEX-EU-132-1I VATEX-EU-132-1J VATEX-EU-132-1K VATEX-EU-132-1L VATEX-EU-132-1M VATEX-EU-132-1N VATEX-EU-132-1O VATEX-EU-132-1P VATEX-EU-132-1Q VATEX-EU-143 VATEX-EU-143-1A VATEX-EU-143-1B VATEX-EU-143-1C VATEX-EU-143-1D VATEX-EU-143-1E VATEX-EU-143-1F VATEX-EU-143-1FA VATEX-EU-143-1G VATEX-EU-143-1H VATEX-EU-143-1I VATEX-EU-143-1J VATEX-EU-143-1K VATEX-EU-143-1L VATEX-EU-144 VATEX-EU-146-1E VATEX-EU-159 VATEX-EU-309 VATEX-EU-148 VATEX-EU-148-A VATEX-EU-148-B VATEX-EU-148-C VATEX-EU-148-D VATEX-EU-148-E VATEX-EU-148-F VATEX-EU-148-G VATEX-EU-151 VATEX-EU-151-1A VATEX-EU-151-1AA VATEX-EU-151-1B VATEX-EU-151-1C VATEX-EU-151-1D VATEX-EU-151-1E VATEX-EU-G VATEX-EU-O VATEX-EU-IC VATEX-EU-AE VATEX-EU-D VATEX-EU-F VATEX-EU-I VATEX-EU-J VATEX-FR-FRANCHISE VATEX-FR-CNWVAT ', concat(' ', normalize-space(upper-case(.)), ' ')))) +fn validate_br_cl_22(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-22", + "[BR-CL-22]-Tax exemption reason code identifier scheme identifier MUST belong to the CEF VATEX code list", + ))); + } + Ok(()) +} + +// Context: cbc:InvoicedQuantity[@unitCode] | cbc:BaseQuantity[@unitCode] | cbc:CreditedQuantity[@unitCode] +// Test: ((not(contains(normalize-space(@unitCode), ' ')) and contains(' 10 11 13 14 15 20 21 22 23 24 25 27 28 33 34 35 37 38 40 41 56 57 58 59 60 61 74 77 80 81 85 87 89 91 1I 2A 2B 2C 2G 2H 2I 2J 2K 2L 2M 2N 2P 2Q 2R 2U 2X 2Y 2Z 3B 3C 4C 4G 4H 4K 4L 4M 4N 4O 4P 4Q 4R 4T 4U 4W 4X 5A 5B 5E 5J A10 A11 A12 A13 A14 A15 A16 A17 A18 A19 A2 A20 A21 A22 A23 A24 A26 A27 A28 A29 A3 A30 A31 A32 A33 A34 A35 A36 A37 A38 A39 A4 A40 A41 A42 A43 A44 A45 A47 A48 A49 A5 A53 A54 A55 A56 A59 A6 A68 A69 A7 A70 A71 A73 A74 A75 A76 A8 A84 A85 A86 A87 A88 A89 A9 A90 A91 A93 A94 A95 A96 A97 A98 A99 AA AB ACR ACT AD AE AH AI AK AL AMH AMP ANN APZ AQ AS ASM ASU ATM AWG AY AZ B1 B10 B11 B12 B13 B14 B15 B16 B17 B18 B19 B20 B21 B22 B23 B24 B25 B26 B27 B28 B29 B3 B30 B31 B32 B33 B34 B35 B4 B41 B42 B43 B44 B45 B46 B47 B48 B49 B50 B52 B53 B54 B55 B56 B57 B58 B59 B60 B61 B62 B63 B64 B66 B67 B68 B69 B7 B70 B71 B72 B73 B74 B75 B76 B77 B78 B79 B8 B80 B81 B82 B83 B84 B85 B86 B87 B88 B89 B90 B91 B92 B93 B94 B95 B96 B97 B98 B99 BAR BB BFT BHP BIL BLD BLL BP BPM BQL BTU BUA BUI C0 C10 C11 C12 C13 C14 C15 C16 C17 C18 C19 C20 C21 C22 C23 C24 C25 C26 C27 C28 C29 C3 C30 C31 C32 C33 C34 C35 C36 C37 C38 C39 C40 C41 C42 C43 C44 C45 C46 C47 C48 C49 C50 C51 C52 C53 C54 C55 C56 C57 C58 C59 C60 C61 C62 C63 C64 C65 C66 C67 C68 C69 C7 C70 C71 C72 C73 C74 C75 C76 C78 C79 C8 C80 C81 C82 C83 C84 C85 C86 C87 C88 C89 C9 C90 C91 C92 C93 C94 C95 C96 C97 C99 CCT CDL CEL CEN CG CGM CKG CLF CLT CMK CMQ CMT CNP CNT COU CTG CTM CTN CUR CWA CWI D03 D04 D1 D10 D11 D12 D13 D15 D16 D17 D18 D19 D2 D20 D21 D22 D23 D24 D25 D26 D27 D29 D30 D31 D32 D33 D34 D36 D41 D42 D43 D44 D45 D46 D47 D48 D49 D5 D50 D51 D52 D53 D54 D55 D56 D57 D58 D59 D6 D60 D61 D62 D63 D65 D68 D69 D73 D74 D77 D78 D80 D81 D82 D83 D85 D86 D87 D88 D89 D91 D93 D94 D95 DAA DAD DAY DB DBM DBW DD DEC DG DJ DLT DMA DMK DMO DMQ DMT DN DPC DPR DPT DRA DRI DRL DT DTN DWT DZN DZP E01 E07 E08 E09 E10 E12 E14 E15 E16 E17 E18 E19 E20 E21 E22 E23 E25 E27 E28 E30 E31 E32 E33 E34 E35 E36 E37 E38 E39 E4 E40 E41 E42 E43 E44 E45 E46 E47 E48 E49 E50 E51 E52 E53 E54 E55 E56 E57 E58 E59 E60 E61 E62 E63 E64 E65 E66 E67 E68 E69 E70 E71 E72 E73 E74 E75 E76 E77 E78 E79 E80 E81 E82 E83 E84 E85 E86 E87 E88 E89 E90 E91 E92 E93 E94 E95 E96 E97 E98 E99 EA EB EQ F01 F02 F03 F04 F05 F06 F07 F08 F10 F11 F12 F13 F14 F15 F16 F17 F18 F19 F20 F21 F22 F23 F24 F25 F26 F27 F28 F29 F30 F31 F32 F33 F34 F35 F36 F37 F38 F39 F40 F41 F42 F43 F44 F45 F46 F47 F48 F49 F50 F51 F52 F53 F54 F55 F56 F57 F58 F59 F60 F61 F62 F63 F64 F65 F66 F67 F68 F69 F70 F71 F72 F73 F74 F75 F76 F77 F78 F79 F80 F81 F82 F83 F84 F85 F86 F87 F88 F89 F90 F91 F92 F93 F94 F95 F96 F97 F98 F99 FAH FAR FBM FC FF FH FIT FL FNU FOT FP FR FS FTK FTQ G01 G04 G05 G06 G08 G09 G10 G11 G12 G13 G14 G15 G16 G17 G18 G19 G2 G20 G21 G23 G24 G25 G26 G27 G28 G29 G3 G30 G31 G32 G33 G34 G35 G36 G37 G38 G39 G40 G41 G42 G43 G44 G45 G46 G47 G48 G49 G50 G51 G52 G53 G54 G55 G56 G57 G58 G59 G60 G61 G62 G63 G64 G65 G66 G67 G68 G69 G70 G71 G72 G73 G74 G75 G76 G77 G78 G79 G80 G81 G82 G83 G84 G85 G86 G87 G88 G89 G90 G91 G92 G93 G94 G95 G96 G97 G98 G99 GB GBQ GDW GE GF GFI GGR GIA GIC GII GIP GJ GL GLD GLI GLL GM GO GP GQ GRM GRN GRO GV GWH H03 H04 H05 H06 H07 H08 H09 H10 H11 H12 H13 H14 H15 H16 H18 H19 H20 H21 H22 H23 H24 H25 H26 H27 H28 H29 H30 H31 H32 H33 H34 H35 H36 H37 H38 H39 H40 H41 H42 H43 H44 H45 H46 H47 H48 H49 H50 H51 H52 H53 H54 H55 H56 H57 H58 H59 H60 H61 H62 H63 H64 H65 H66 H67 H68 H69 H70 H71 H72 H73 H74 H75 H76 H77 H79 H80 H81 H82 H83 H84 H85 H87 H88 H89 H90 H91 H92 H93 H94 H95 H96 H98 H99 HA HAD HBA HBX HC HDW HEA HGM HH HIU HKM HLT HM HMO HMQ HMT HPA HTZ HUR HWE IA IE INH INK INQ ISD IU IUG IV J10 J12 J13 J14 J15 J16 J17 J18 J19 J2 J20 J21 J22 J23 J24 J25 J26 J27 J28 J29 J30 J31 J32 J33 J34 J35 J36 J38 J39 J40 J41 J42 J43 J44 J45 J46 J47 J48 J49 J50 J51 J52 J53 J54 J55 J56 J57 J58 J59 J60 J61 J62 J63 J64 J65 J66 J67 J68 J69 J70 J71 J72 J73 J74 J75 J76 J78 J79 J81 J82 J83 J84 J85 J87 J90 J91 J92 J93 J95 J96 J97 J98 J99 JE JK JM JNT JOU JPS JWL K1 K10 K11 K12 K13 K14 K15 K16 K17 K18 K19 K2 K20 K21 K22 K23 K26 K27 K28 K3 K30 K31 K32 K33 K34 K35 K36 K37 K38 K39 K40 K41 K42 K43 K45 K46 K47 K48 K49 K50 K51 K52 K53 K54 K55 K58 K59 K6 K60 K61 K62 K63 K64 K65 K66 K67 K68 K69 K70 K71 K73 K74 K75 K76 K77 K78 K79 K80 K81 K82 K83 K84 K85 K86 K87 K88 K89 K90 K91 K92 K93 K94 K95 K96 K97 K98 K99 KA KAT KB KBA KCC KDW KEL KGM KGS KHY KHZ KI KIC KIP KJ KJO KL KLK KLX KMA KMH KMK KMQ KMT KNI KNM KNS KNT KO KPA KPH KPO KPP KR KSD KSH KT KTN KUR KVA KVR KVT KW KWH KWN KWO KWS KWT KWY KX L10 L11 L12 L13 L14 L15 L16 L17 L18 L19 L2 L20 L21 L23 L24 L25 L26 L27 L28 L29 L30 L31 L32 L33 L34 L35 L36 L37 L38 L39 L40 L41 L42 L43 L44 L45 L46 L47 L48 L49 L50 L51 L52 L53 L54 L55 L56 L57 L58 L59 L60 L63 L64 L65 L66 L67 L68 L69 L70 L71 L72 L73 L74 L75 L76 L77 L78 L79 L80 L81 L82 L83 L84 L85 L86 L87 L88 L89 L90 L91 L92 L93 L94 L95 L96 L98 L99 LA LAC LBR LBT LD LEF LF LH LK LM LN LO LP LPA LR LS LTN LTR LUB LUM LUX LY M1 M10 M11 M12 M13 M14 M15 M16 M17 M18 M19 M20 M21 M22 M23 M24 M25 M26 M27 M29 M30 M31 M32 M33 M34 M35 M36 M37 M38 M39 M4 M40 M41 M42 M43 M44 M45 M46 M47 M48 M49 M5 M50 M51 M52 M53 M55 M56 M57 M58 M59 M60 M61 M62 M63 M64 M65 M66 M67 M68 M69 M7 M70 M71 M72 M73 M74 M75 M76 M77 M78 M79 M80 M81 M82 M83 M84 M85 M86 M87 M88 M89 M9 M90 M91 M92 M93 M94 M95 M96 M97 M98 M99 MAH MAL MAM MAR MAW MBE MBF MBR MC MCU MD MGM MHZ MIK MIL MIN MIO MIU MKD MKM MKW MLD MLT MMK MMQ MMT MND MNJ MON MPA MQD MQH MQM MQS MQW MRD MRM MRW MSK MTK MTQ MTR MTS MTZ MVA MWH N1 N10 N11 N12 N13 N14 N15 N16 N17 N18 N19 N20 N21 N22 N23 N24 N25 N26 N27 N28 N29 N3 N30 N31 N32 N33 N34 N35 N36 N37 N38 N39 N40 N41 N42 N43 N44 N45 N46 N47 N48 N49 N50 N51 N52 N53 N54 N55 N56 N57 N58 N59 N60 N61 N62 N63 N64 N65 N66 N67 N68 N69 N70 N71 N72 N73 N74 N75 N76 N77 N78 N79 N80 N81 N82 N83 N84 N85 N86 N87 N88 N89 N90 N91 N92 N93 N94 N95 N96 N97 N98 N99 NA NAR NCL NEW NF NIL NIU NL NM3 NMI NMP NPT NT NTU NU NX OA ODE ODG ODK ODM OHM ON ONZ OPM OT OZA OZI P1 P10 P11 P12 P13 P14 P15 P16 P17 P18 P19 P2 P20 P21 P22 P23 P24 P25 P26 P27 P28 P29 P30 P31 P32 P33 P34 P35 P36 P37 P38 P39 P40 P41 P42 P43 P44 P45 P46 P47 P48 P49 P5 P50 P51 P52 P53 P54 P55 P56 P57 P58 P59 P60 P61 P62 P63 P64 P65 P66 P67 P68 P69 P70 P71 P72 P73 P74 P75 P76 P77 P78 P79 P80 P81 P82 P83 P84 P85 P86 P87 P88 P89 P90 P91 P92 P93 P94 P95 P96 P97 P98 P99 PAL PD PFL PGL PI PLA PO PQ PR PS PTD PTI PTL PTN Q10 Q11 Q12 Q13 Q14 Q15 Q16 Q17 Q18 Q19 Q20 Q21 Q22 Q23 Q24 Q25 Q26 Q27 Q28 Q29 Q3 Q30 Q31 Q32 Q33 Q34 Q35 Q36 Q37 Q38 Q39 Q40 Q41 Q42 QA QAN QB QR QTD QTI QTL QTR R1 R9 RH RM ROM RP RPM RPS RT S3 S4 SAN SCO SCR SEC SET SG SIE SM3 SMI SQ SQR SR STC STI STK STL STN STW SW SX SYR T0 T3 TAH TAN TI TIC TIP TKM TMS TNE TP TPI TPR TQD TRL TST TTS U1 U2 UB UC VA VLT VP W2 WA WB WCD WE WEB WEE WG WHR WM WSD WTT X1 YDK YDQ YRD Z11 Z9 ZP ZZ X1A X1B X1D X1F X1G X1W X2C X3A X3H X43 X44 X4A X4B X4C X4D X4F X4G X4H X5H X5L X5M X6H X6P X7A X7B X8A X8B X8C XAA XAB XAC XAD XAE XAF XAG XAH XAI XAJ XAL XAM XAP XAT XAV XB4 XBA XBB XBC XBD XBE XBF XBG XBH XBI XBJ XBK XBL XBM XBN XBO XBP XBQ XBR XBS XBT XBU XBV XBW XBX XBY XBZ XCA XCB XCC XCD XCE XCF XCG XCH XCI XCJ XCK XCL XCM XCN XCO XCP XCQ XCR XCS XCT XCU XCV XCW XCX XCY XCZ XDA XDB XDC XDG XDH XDI XDJ XDK XDL XDM XDN XDP XDR XDS XDT XDU XDV XDW XDX XDY XEC XED XEE XEF XEG XEH XEI XEN XFB XFC XFD XFE XFI XFL XFO XFP XFR XFT XFW XFX XGB XGI XGL XGR XGU XGY XGZ XHA XHB XHC XHG XHN XHR XIA XIB XIC XID XIE XIF XIG XIH XIK XIL XIN XIZ XJB XJC XJG XJR XJT XJY XKG XKI XLE XLG XLT XLU XLV XLZ XMA XMB XMC XME XMR XMS XMT XMW XMX XNA XNE XNF XNG XNS XNT XNU XNV XO1 XO2 XO3 XO4 XO5 XO6 XO7 XO8 XO9 XOA XOB XOC XOD XOE XOF XOG XOH XOI XOJ XOK XOL XOM XON XOP XOQ XOR XOS XOT XOU XOV XOW XOX XOY XOZ XP1 XP2 XP3 XP4 XPA XPB XPC XPD XPE XPF XPG XPH XPI XPJ XPK XPL XPN XPO XPP XPR XPT XPU XPV XPX XPY XPZ XQA XQB XQC XQD XQF XQG XQH XQJ XQK XQL XQM XQN XQP XQQ XQR XQS XRD XRG XRJ XRK XRL XRO XRT XRZ XSA XSB XSC XSD XSE XSH XSI XSK XSL XSM XSO XSP XSS XST XSU XSV XSW XSX XSY XSZ XT1 XTB XTC XTD XTE XTG XTI XTK XTL XTN XTO XTR XTS XTT XTU XTV XTW XTY XTZ XUC XUN XVA XVG XVI XVK XVL XVN XVO XVP XVQ XVR XVS XVY XWA XWB XWC XWD XWF XWG XWH XWJ XWK XWL XWM XWN XWP XWQ XWR XWS XWT XWU XWV XWW XWX XWY XWZ XXA XXB XXC XXD XXF XXG XXH XXJ XXK XYA XYB XYC XYD XYF XYG XYH XYJ XYK XYL XYM XYN XYP XYQ XYR XYS XYT XYV XYW XYX XYY XYZ XZA XZB XZC XZD XZF XZG XZH XZJ XZK XZL XZM XZN XZP XZQ XZR XZS XZT XZU XZV XZW XZX XZY XZZ ', concat(' ', normalize-space(@unitCode), ' ')))) +fn validate_br_cl_23(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-23", + "[BR-CL-23]-Unit code MUST be coded according to the UN/ECE Recommendation 20 with + Rec 21 extension", + ))); + } + Ok(()) +} + +// Context: cbc:EmbeddedDocumentBinaryObject[@mimeCode] +// Test: ((@mimeCode = 'application/pdf' or @mimeCode = 'image/png' or @mimeCode = 'image/jpeg' or @mimeCode = 'text/csv' or @mimeCode = 'application/vnd.openxmlformats-officedocument.spreadsheetml.sheet' or @mimeCode = 'application/vnd.oasis.opendocument.spreadsheet')) +fn validate_br_cl_24(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-24", + "[BR-CL-24]-For Mime code in attribute use MIMEMediaType.", + ))); + } + Ok(()) +} + +// Context: cbc:EndpointID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0007 0009 0037 0060 0088 0096 0097 0106 0130 0135 0142 0147 0151 0170 0177 0183 0184 0188 0190 0191 0192 0193 0194 0195 0196 0198 0199 0200 0201 0202 0203 0204 0205 0208 0209 0210 0211 0212 0213 0215 0216 0217 0218 0219 0220 0221 0225 0230 0235 9901 9910 9913 9914 9915 9918 9919 9920 9922 9923 9924 9925 9926 9927 9928 9929 9930 9931 9932 9933 9934 9935 9936 9937 9938 9939 9940 9941 9942 9943 9944 9945 9946 9947 9948 9949 9950 9951 9952 9953 9957 9959 AN AQ AS AU EM ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_25(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-25", + "[BR-CL-25]-Endpoint identifier scheme identifier MUST belong to the CEF EAS code list", + ))); + } + Ok(()) +} + +// Context: cac:DeliveryLocation/cbc:ID[@schemeID] +// Test: ((not(contains(normalize-space(@schemeID), ' ')) and contains(' 0002 0003 0004 0005 0006 0007 0008 0009 0010 0011 0012 0013 0014 0015 0016 0017 0018 0019 0020 0021 0022 0023 0024 0025 0026 0027 0028 0029 0030 0031 0032 0033 0034 0035 0036 0037 0038 0039 0040 0041 0042 0043 0044 0045 0046 0047 0048 0049 0050 0051 0052 0053 0054 0055 0056 0057 0058 0059 0060 0061 0062 0063 0064 0065 0066 0067 0068 0069 0070 0071 0072 0073 0074 0075 0076 0077 0078 0079 0080 0081 0082 0083 0084 0085 0086 0087 0088 0089 0090 0091 0093 0094 0095 0096 0097 0098 0099 0100 0101 0102 0104 0105 0106 0107 0108 0109 0110 0111 0112 0113 0114 0115 0116 0117 0118 0119 0120 0121 0122 0123 0124 0125 0126 0127 0128 0129 0130 0131 0132 0133 0134 0135 0136 0137 0138 0139 0140 0141 0142 0143 0144 0145 0146 0147 0148 0149 0150 0151 0152 0153 0154 0155 0156 0157 0158 0159 0160 0161 0162 0163 0164 0165 0166 0167 0168 0169 0170 0171 0172 0173 0174 0175 0176 0177 0178 0179 0180 0183 0184 0185 0186 0187 0188 0189 0190 0191 0192 0193 0194 0195 0196 0197 0198 0199 0200 0201 0202 0203 0204 0205 0206 0207 0208 0209 0210 0211 0212 0213 0214 0215 0216 0217 0218 0219 0220 0221 0222 0223 0224 0225 0226 0227 0228 0229 0230 0231 0232 0233 0234 0235 0236 0237 0238 ', concat(' ', normalize-space(@schemeID), ' ')))) +fn validate_br_cl_26(_invoice: &UblInvoice) -> Result<(), ValidationError> { + if false { + return Err(ValidationError::Fatal(BusinessRuleViolation::new( + "BR-CL-26", + "[BR-CL-26]-Delivery location identifier scheme identifier MUST belong to the ISO 6523 ICD code list", + ))); + } + Ok(()) +} diff --git a/src/ubl/ubl_model.rs b/src/ubl/ubl_model.rs new file mode 100644 index 0000000..ae00ba3 --- /dev/null +++ b/src/ubl/ubl_model.rs @@ -0,0 +1,1931 @@ +use crate::UniffiCustomTypeConverter; +use chrono::{DateTime, NaiveDate, NaiveTime, TimeZone, Utc}; +use rust_decimal::prelude::ToPrimitive; +use rust_decimal::Decimal; +use std::io::Read; +use std::str::FromStr; +use std::time::SystemTime; +use yaserde::__xml::attribute::OwnedAttribute; +use yaserde::__xml::name::OwnedName; +use yaserde::__xml::namespace::Namespace; +use yaserde::__xml::reader::XmlEvent as ReaderXmlEvent; +use yaserde::__xml::writer::XmlEvent; +use yaserde::de::Deserializer; +use yaserde::ser::Serializer; +use yaserde::{YaDeserialize, YaSerialize}; +use yaserde_derive::{YaDeserialize, YaSerialize}; + +#[derive(Debug)] +pub struct Iso8601Date(NaiveDate); +uniffi::custom_type!(Iso8601Date, SystemTime); +impl UniffiCustomTypeConverter for Iso8601Date { + type Builtin = SystemTime; + + fn into_custom(val: Self::Builtin) -> uniffi::Result { + let naive_date: DateTime = val.into(); + Ok(Iso8601Date(naive_date.naive_utc().date())) + } + + fn from_custom(obj: Self) -> Self::Builtin { + let naive_date_time = obj.0.and_time(NaiveTime::default()); + let utc_date_time: DateTime = Utc.from_utc_datetime(&naive_date_time); + utc_date_time.into() + } +} + +impl YaSerialize for Iso8601Date { + fn serialize(&self, writer: &mut Serializer) -> Result<(), String> { + let start_event_name = writer + .get_start_event_name() + .ok_or("no start_event_name provided")?; + let el = XmlEvent::start_element(start_event_name.as_str()); + writer.write(el).map_err(|e| e.to_string())?; + writer + .write(XmlEvent::characters(&self.0.format("%Y-%m-%d").to_string())) + .expect("unable to serialize Date"); + writer + .write(XmlEvent::end_element()) + .expect("unable to serialize Date EndElement"); + Ok(()) + } + + fn serialize_attributes( + &self, + _: Vec, + _: Namespace, + ) -> Result<(Vec, Namespace), String> { + unreachable!("Date does not have attributes"); + } +} +impl YaDeserialize for Iso8601Date { + fn deserialize(reader: &mut Deserializer) -> Result { + loop { + match reader.next_event()? { + ReaderXmlEvent::StartElement { .. } => {} + ReaderXmlEvent::Characters(text) => { + let naive_date = NaiveDate::parse_from_str(&text, "%Y-%m-%d") + .map_err(|e| format!("Couldnt parse date: {}", e))?; + return Ok(Iso8601Date(naive_date)); + } + other_event => { + return Err(format!("Unexpected event {:?}", other_event)); + } + } + } + } +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +default_namespace = "", +prefix = "", +rename = "Invoice", +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct UblInvoice { + #[yaserde(rename = "UBLVersionID", prefix = "cbc")] + pub cbc_ubl_version_id: Option, + #[yaserde(rename = "CustomizationID", prefix = "cbc")] + pub cbc_customization_id: Option, + #[yaserde(rename = "ProfileID", prefix = "cbc")] + pub cbc_profile_id: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "IssueDate", prefix = "cbc")] + pub cbc_issue_date: Option, + #[yaserde(rename = "DueDate", prefix = "cbc")] + pub cbc_due_date: Option, + #[yaserde(rename = "InvoiceTypeCode", prefix = "cbc")] + pub cbc_invoice_type_code: Option, + #[yaserde(rename = "Note", prefix = "cbc")] + pub cbc_note: Vec, + #[yaserde(rename = "TaxPointDate", prefix = "cbc")] + pub cbc_tax_point_date: Option, + #[yaserde(rename = "DocumentCurrencyCode", prefix = "cbc")] + pub cbc_document_currency_code: Option, + #[yaserde(rename = "TaxCurrencyCode", prefix = "cbc")] + pub cbc_tax_currency_code: Option, + #[yaserde(rename = "AccountingCost", prefix = "cbc")] + pub cbc_accounting_cost: Option, + #[yaserde(rename = "BuyerReference", prefix = "cbc")] + pub cbc_buyer_reference: Option, + #[yaserde(rename = "InvoicePeriod", prefix = "cac")] + pub cac_invoice_period: Option, + #[yaserde(rename = "OrderReference", prefix = "cac")] + pub cac_order_reference: Option, + #[yaserde(rename = "BillingReference", prefix = "cac")] + pub cac_billing_reference: Vec, + #[yaserde(rename = "DespatchDocumentReference", prefix = "cac")] + pub cac_despatch_document_reference: Option, + #[yaserde(rename = "ReceiptDocumentReference", prefix = "cac")] + pub cac_receipt_document_reference: Option, + #[yaserde(rename = "OriginatorDocumentReference", prefix = "cac")] + pub cac_originator_document_reference: Option, + #[yaserde(rename = "ContractDocumentReference", prefix = "cac")] + pub cac_contract_document_reference: Option, + #[yaserde(rename = "AdditionalDocumentReference", prefix = "cac")] + pub cac_additional_document_reference: Vec, + #[yaserde(rename = "ProjectReference", prefix = "cac")] + pub cac_project_reference: Option, + #[yaserde(rename = "AccountingSupplierParty", prefix = "cac")] + pub cac_accounting_supplier_party: Option, + #[yaserde(rename = "AccountingCustomerParty", prefix = "cac")] + pub cac_accounting_customer_party: Option, + #[yaserde(rename = "PayeeParty", prefix = "cac")] + pub cac_payee_party: Option, + #[yaserde(rename = "TaxRepresentativeParty", prefix = "cac")] + pub cac_tax_representative_party: Option, + #[yaserde(rename = "Delivery", prefix = "cac")] + pub cac_delivery: Option, + #[yaserde(rename = "PaymentMeans", prefix = "cac")] + pub cac_payment_means: Vec, + #[yaserde(rename = "PaymentTerms", prefix = "cac")] + pub cac_payment_terms: Option, + #[yaserde(rename = "AllowanceCharge", prefix = "cac")] + pub cac_allowance_charge: Vec, + #[yaserde(rename = "PrepaidPayment", prefix = "cac")] + pub cac_prepaid_payment: Vec, + #[yaserde(rename = "TaxTotal", prefix = "cac")] + pub cac_tax_total: Vec, + #[yaserde(rename = "LegalMonetaryTotal", prefix = "cac")] + pub cac_legal_monetary_total: Option, + #[yaserde(rename = "InvoiceLine", prefix = "cac")] + pub cac_invoice_line: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Payment { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "PaidAmount", prefix = "cbc")] + pub cbc_paid_amount: Option, + #[yaserde(rename = "ReceivedDate", prefix = "cbc")] + pub cbc_received_date: Option, + #[yaserde(rename = "PaidDate", prefix = "cbc")] + pub cbc_paid_date: Option, + #[yaserde(rename = "PaidTime", prefix = "cbc")] + pub cbc_paid_time: Option, + #[yaserde(rename = "InstructionID", prefix = "cbc")] + pub cbc_instruction_id: Option, +} + +#[derive(uniffi::Record, Debug)] +pub struct MoneyDecimal { + pub as_integer: i64, + pub scale: u32, +} +impl MoneyDecimal { + pub fn as_decimal(&self) -> f64 { + self.as_integer as f64 / 10f64.powi(self.scale as i32) + } +} + +uniffi::custom_type!(Decimal, MoneyDecimal); +impl UniffiCustomTypeConverter for Decimal { + type Builtin = MoneyDecimal; + + fn into_custom(val: Self::Builtin) -> uniffi::Result { + Ok(Decimal::new(val.as_integer, val.scale)) + } + + fn from_custom(obj: Self) -> Self::Builtin { + MoneyDecimal { + as_integer: obj.to_i64().unwrap(), + scale: obj.scale(), + } + } +} +#[derive(uniffi::Record, Debug)] +pub struct Amount { + pub value: Option, + pub currency_id: Option, +} + +impl YaSerialize for Amount { + fn serialize(&self, writer: &mut Serializer) -> Result<(), String> { + let start_event_name = writer + .get_start_event_name() + .ok_or("no start_event_name provided")?; + let el = self + .currency_id + .as_ref() + .map(|currency_id| { + let el = XmlEvent::start_element(start_event_name.as_str()); + el.attr("currencyID", currency_id.as_str()) + }) + .unwrap_or(XmlEvent::start_element(start_event_name.as_str())); + writer.write(el).map_err(|e| e.to_string())?; + if let Some(v) = self.value { + writer + .write(XmlEvent::characters(&v.to_string())) + .expect("unable to serialize Amount") + } + writer + .write(XmlEvent::end_element()) + .expect("unable to serialize Amount EndElement"); + Ok(()) + } + + fn serialize_attributes( + &self, + _: Vec, + namespace: Namespace, + ) -> Result<(Vec, Namespace), String> { + Ok(( + vec![OwnedAttribute { + name: OwnedName::local("currencyID"), + value: self + .currency_id + .as_ref() + .unwrap_or(&String::new()) + .to_string(), + }], + namespace, + )) + } +} + +impl YaDeserialize for Amount { + fn deserialize(reader: &mut Deserializer) -> Result { + let mut currency_id = None; + loop { + match reader.next_event()? { + ReaderXmlEvent::StartElement { attributes, .. } => { + for attr in attributes { + if attr.name.local_name == "currencyID" { + currency_id = Some(attr.value); + break; + } + } + } + ReaderXmlEvent::Characters(text) => { + let value = Decimal::from_str(&text) + .map_err(|e| format!("Couldnt parse amount value: {}", e))?; + return Ok(Amount { + value: Some(value), + currency_id, + }); + } + other_event => { + return Err(format!("Unexpected event {:?}", other_event)); + } + } + } + } +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Period { + #[yaserde(rename = "StartDate", prefix = "cbc")] + pub cbc_start_date: Option, + #[yaserde(rename = "StartTime", prefix = "cbc")] + pub cbc_start_time: Option, + #[yaserde(rename = "EndDate", prefix = "cbc")] + pub cbc_end_date: Option, + #[yaserde(rename = "EndTime", prefix = "cbc")] + pub cbc_end_time: Option, + #[yaserde(rename = "DurationMeasure", prefix = "cbc")] + pub cbc_duration_measure: Option, + #[yaserde(rename = "DescriptionCode", prefix = "cbc")] + pub cbc_description_code: Option, + #[yaserde(rename = "Description", prefix = "cbc")] + pub cbc_description: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Identifier { + #[yaserde(text = true)] + pub id: Option, + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(rename = "schemeName", attribute = true)] + pub scheme_name: Option, + #[yaserde(rename = "schemeAgencyID", attribute = true)] + pub scheme_agency_id: Option, + #[yaserde(rename = "schemeAgencyName", attribute = true)] + pub scheme_agency_name: Option, + #[yaserde(rename = "schemeVersionID", attribute = true)] + pub scheme_version_id: Option, + #[yaserde(rename = "schemeDataURI", attribute = true)] + pub scheme_data_uri: Option, + #[yaserde(rename = "schemeURI", attribute = true)] + pub scheme_uri: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Party { + #[yaserde(rename = "MarkCareIndicator", prefix = "cbc")] + pub cbc_mark_care_indicator: Option, + #[yaserde(rename = "MarkAttentionIndicator", prefix = "cbc")] + pub cbc_mark_attention_indicator: Option, + #[yaserde(rename = "WebsiteURI", prefix = "cbc")] + pub cbc_website_uri: Option, + #[yaserde(rename = "LogoReferenceID", prefix = "cbc")] + pub cbc_logo_reference_id: Option, + #[yaserde(rename = "EndpointID", prefix = "cbc")] + pub cbc_endpoint_id: Option, + #[yaserde(rename = "IndustryClassificationCode", prefix = "cbc")] + pub cbc_industry_classification_code: Option, + #[yaserde(rename = "PartyIdentification", prefix = "cac")] + pub cac_party_identification: Vec, + #[yaserde(rename = "PartyName", prefix = "cac")] + pub cac_party_name: Vec, + #[yaserde(rename = "Language", prefix = "cac")] + pub cac_language: Option, + #[yaserde(rename = "PostalAddress", prefix = "cac")] + pub cac_postal_address: Option
, + #[yaserde(rename = "PhysicalLocation", prefix = "cac")] + pub cac_physical_location: Option, + #[yaserde(rename = "PartyTaxScheme", prefix = "cac")] + pub cac_party_tax_scheme: Vec, + #[yaserde(rename = "PartyLegalEntity", prefix = "cac")] + pub cac_party_legal_entity: Vec, + #[yaserde(rename = "Contact", prefix = "cac")] + pub cac_contact: Option, + #[yaserde(rename = "Person", prefix = "cac")] + pub cac_person: Vec, + #[yaserde(rename = "PowerOfAttorney", prefix = "cac")] + pub cac_power_of_attorney: Vec, + #[yaserde(rename = "FinancialAccount", prefix = "cac")] + pub cac_financial_account: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacPerson { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "FirstName", prefix = "cbc")] + pub cbc_first_name: Option, + #[yaserde(rename = "FamilyName", prefix = "cbc")] + pub cbc_family_name: Option, + #[yaserde(rename = "Title", prefix = "cbc")] + pub cbc_title: Option, + #[yaserde(rename = "MiddleName", prefix = "cbc")] + pub cbc_middle_name: Option, + #[yaserde(rename = "OtherName", prefix = "cbc")] + pub cbc_other_name: Option, + #[yaserde(rename = "NameSuffix", prefix = "cbc")] + pub cbc_name_suffix: Option, + #[yaserde(rename = "JobTitle", prefix = "cbc")] + pub cbc_job_title: Option, + #[yaserde(rename = "NationalityID", prefix = "cbc")] + pub cbc_nationality_id: Option, + #[yaserde(rename = "GenderCode", prefix = "cbc")] + pub cbc_gender_code: Option, + #[yaserde(rename = "BirthDate", prefix = "cbc")] + pub cbc_birth_date: Option, + #[yaserde(rename = "BirthplaceName", prefix = "cbc")] + pub cbc_birthplace_name: Option, + #[yaserde(rename = "OrganizationDepartment", prefix = "cbc")] + pub cbc_organization_department: Option, + #[yaserde(rename = "Contact", prefix = "cac")] + pub cac_contact: Option, + #[yaserde(rename = "FinancialAccount", prefix = "cac")] + pub cac_financial_account: Option, + #[yaserde(rename = "IdentityDocumentReference", prefix = "cac")] + pub cac_identity_document_reference: Vec, + #[yaserde(rename = "ResidenceAddress", prefix = "cac")] + pub cac_residence_address: Option
, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacPowerOfAttorney { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "IssueDate", prefix = "cbc")] + pub cbc_issue_date: Option, + #[yaserde(rename = "IssueTime", prefix = "cbc")] + pub cbc_issue_time: Option, + #[yaserde(rename = "Description", prefix = "cbc")] + pub cbc_description: Vec, + #[yaserde(rename = "NotaryParty", prefix = "cac")] + pub cac_notary_party: Option, + #[yaserde(rename = "AgentParty", prefix = "cac")] + pub cac_agent_party: Option, + #[yaserde(rename = "WitnessParty", prefix = "cac")] + pub cac_witness_party: Vec, + #[yaserde(rename = "MandateDocumentReference", prefix = "cac")] + pub cac_mandate_document_reference: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct PartyTaxScheme { + #[yaserde(rename = "RegistrationName", prefix = "cbc")] + pub cbc_registration_name: Option, + #[yaserde(rename = "CompanyID", prefix = "cbc")] + pub cbc_company_id: Option, + #[yaserde(rename = "TaxLevelCode", prefix = "cbc")] + pub cbc_tax_level_code: Option, + #[yaserde(rename = "ExemptionReasonCode", prefix = "cbc")] + pub cbc_exemption_reason_code: Option, + #[yaserde(rename = "ExemptionReason", prefix = "cbc")] + pub cbc_exemption_reason: Vec, + #[yaserde(rename = "RegistrationAddress", prefix = "cac")] + pub cac_registration_address: Option
, + #[yaserde(rename = "TaxScheme", prefix = "cac")] + pub cac_tax_scheme: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Location { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Description", prefix = "cbc")] + pub cbc_description: Vec, + #[yaserde(rename = "Conditions", prefix = "cbc")] + pub cbc_conditions: Vec, + #[yaserde(rename = "CountrySubentity", prefix = "cbc")] + pub cbc_country_subentity: Option, + #[yaserde(rename = "CountrySubentityCode", prefix = "cbc")] + pub cbc_country_subentity_code: Option, + #[yaserde(rename = "LocationTypeCode", prefix = "cbc")] + pub cbc_location_type_code: Option, + #[yaserde(rename = "InformationURI", prefix = "cbc")] + pub cbc_information_uri: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "ValidityPeriod", prefix = "cac")] + pub cac_validity_period: Vec, + #[yaserde(rename = "Address", prefix = "cac")] + pub cac_address: Option
, + #[yaserde(rename = "SubsidiaryLocation", prefix = "cac")] + pub cac_subsidiary_location: Vec, + #[yaserde(rename = "LocationCoordinate", prefix = "cac")] + pub cac_location_coordinate: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Address { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Postbox", prefix = "cbc")] + pub cbc_postbox: Option, + #[yaserde(rename = "Floor", prefix = "cbc")] + pub cbc_floor: Option, + #[yaserde(rename = "Room", prefix = "cbc")] + pub cbc_room: Option, + #[yaserde(rename = "StreetName", prefix = "cbc")] + pub cbc_street_name: Option, + #[yaserde(rename = "AdditionalStreetName", prefix = "cbc")] + pub cbc_additional_street_name: Option, + #[yaserde(rename = "BlockName", prefix = "cbc")] + pub cbc_block_name: Option, + #[yaserde(rename = "BuildingName", prefix = "cbc")] + pub cbc_building_name: Option, + #[yaserde(rename = "BuildingNumber", prefix = "cbc")] + pub cbc_building_number: Option, + #[yaserde(rename = "InhouseMail", prefix = "cbc")] + pub cbc_inhouse_mail: Option, + #[yaserde(rename = "Department", prefix = "cbc")] + pub cbc_department: Option, + #[yaserde(rename = "MarkAttention", prefix = "cbc")] + pub cbc_mark_attention: Option, + #[yaserde(rename = "MarkCare", prefix = "cbc")] + pub cbc_mark_care: Option, + #[yaserde(rename = "PlotIdentification", prefix = "cbc")] + pub cbc_plot_identification: Option, + #[yaserde(rename = "CitySubdivisionName", prefix = "cbc")] + pub cbc_city_subdivision_name: Option, + #[yaserde(rename = "CityName", prefix = "cbc")] + pub cbc_city_name: Option, + #[yaserde(rename = "PostalZone", prefix = "cbc")] + pub cbc_postal_zone: Option, + #[yaserde(rename = "CountrySubentity", prefix = "cbc")] + pub cbc_country_subentity: Option, + #[yaserde(rename = "CountrySubentityCode", prefix = "cbc")] + pub cbc_country_subentity_code: Option, + #[yaserde(rename = "Region", prefix = "cbc")] + pub cbc_region: Option, + #[yaserde(rename = "District", prefix = "cbc")] + pub cbc_district: Option, + #[yaserde(rename = "TimezoneOffset", prefix = "cbc")] + pub cbc_timezone_offset: Option, + #[yaserde(rename = "AddressLine", prefix = "cac")] + pub cac_address_line: Vec, + #[yaserde(rename = "Country", prefix = "cac")] + pub cac_country: Option, + #[yaserde(rename = "LocationCoordinate", prefix = "cac")] + pub cac_location_coordinate: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct LocationCoordinate { + #[yaserde(rename = "CoordinateSystemCode", prefix = "cbc")] + pub cbc_coordinate_system_code: Option, + #[yaserde(rename = "LatitudeDegreesMeasure", prefix = "cbc")] + pub cbc_latitude_degrees_measure: Option, + #[yaserde(rename = "LatitudeMinutesMeasure", prefix = "cbc")] + pub cbc_latitude_minutes_measure: Option, + #[yaserde(rename = "LatitudeDirectionCode", prefix = "cbc")] + pub cbc_latitude_direction_code: Option, + #[yaserde(rename = "LongitudeDegreesMeasure", prefix = "cbc")] + pub cbc_longitude_degrees_measure: Option, + #[yaserde(rename = "LongitudeMinutesMeasure", prefix = "cbc")] + pub cbc_longitude_minutes_measure: Option, + #[yaserde(rename = "LongitudeDirectionCode", prefix = "cbc")] + pub cbc_longitude_direction_code: Option, + #[yaserde(rename = "AltitudeMeasure", prefix = "cbc")] + pub cbc_altitude_measure: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacCountry { + #[yaserde(rename = "IdentificationCode", prefix = "cbc")] + pub cbc_identification_code: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAddressLine { + #[yaserde(rename = "Line", prefix = "cbc")] + pub cbc_line: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct PartyIdentification { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Language { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct PartyName { + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacOrderReference { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "SalesOrderID", prefix = "cbc")] + pub cbc_sales_order_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacBillingReference { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "InvoiceDocumentReference", prefix = "cac")] + pub cac_invoice_document_reference: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAttachment { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "EmbeddedDocumentBinaryObject", prefix = "cbc")] + pub cbc_embedded_document_binary_object: Option, + #[yaserde(rename = "ExternalReference", prefix = "cac")] + pub cac_external_reference: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CbcEmbeddedDocumentBinaryObject { + #[yaserde(rename = "mimeCode", attribute = true)] + pub mime_code: Option, + #[yaserde(rename = "filename", attribute = true)] + pub filename: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacExternalReference { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "URI", prefix = "cbc")] + pub cbc_uri: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacProjectReference { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAccountingSupplierParty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Party", prefix = "cac")] + pub cac_party: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAccountingSupplierPartyCacPartyCacPostalAddressCacCountry { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IdentificationCode", prefix = "cbc")] + pub cbc_identification_code: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAccountingSupplierPartyCacPartyCacPartyTaxScheme { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "CompanyID", prefix = "cbc")] + pub cbc_company_id: Option, + #[yaserde(rename = "TaxScheme", prefix = "cac")] + pub cac_tax_scheme: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAccountingSupplierPartyCacPartyCacPartyTaxSchemeCacTaxScheme { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct PartyLegalEntity { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "RegistrationName", prefix = "cbc")] + pub cbc_registration_name: Option, + #[yaserde(rename = "CompanyID", prefix = "cbc")] + pub cbc_company_id: Option, + #[yaserde(rename = "CompanyLegalForm", prefix = "cbc")] + pub cbc_company_legal_form: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CompanyId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Contact { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "Telephone", prefix = "cbc")] + pub cbc_telephone: Option, + #[yaserde(rename = "ElectronicMail", prefix = "cbc")] + pub cbc_electronic_mail: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAccountingCustomerParty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Party", prefix = "cac")] + pub cac_party: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct InvoiceCacTaxRepresentativePartyCacPartyTaxSchemeCacTaxScheme { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacDelivery { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ActualDeliveryDate", prefix = "cbc")] + pub cbc_actual_delivery_date: Option, + #[yaserde(rename = "DeliveryLocation", prefix = "cac")] + pub cac_delivery_location: Option, + #[yaserde(rename = "DeliveryParty", prefix = "cac")] + pub cac_delivery_party: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacDeliveryLocation { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Address", prefix = "cac")] + pub cac_address: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAddress { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "StreetName", prefix = "cbc")] + pub cbc_street_name: Option, + #[yaserde(rename = "AdditionalStreetName", prefix = "cbc")] + pub cbc_additional_street_name: Option, + #[yaserde(rename = "CityName", prefix = "cbc")] + pub cbc_city_name: Option, + #[yaserde(rename = "PostalZone", prefix = "cbc")] + pub cbc_postal_zone: Option, + #[yaserde(rename = "CountrySubentity", prefix = "cbc")] + pub cbc_country_subentity: Option, + #[yaserde(rename = "AddressLine", prefix = "cac")] + pub cac_address_line: Option, + #[yaserde(rename = "Country", prefix = "cac")] + pub cac_country: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacDeliveryParty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PartyName", prefix = "cac")] + pub cac_party_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacDeliveryCacDeliveryPartyCacPartyName { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct PaymentMeans { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "PaymentMeansCode", prefix = "cbc")] + pub cbc_payment_means_code: Option, + #[yaserde(rename = "PaymentDueDate", prefix = "cbc")] + pub cbc_payment_due_date: Option, + #[yaserde(rename = "PaymentChannelCode", prefix = "cbc")] + pub cbc_payment_channel_code: Option, + #[yaserde(rename = "InstructionID", prefix = "cbc")] + pub cbc_instruction_id: Option, + #[yaserde(rename = "PaymentID", prefix = "cbc")] + pub cbc_payment_id: Option, + #[yaserde(rename = "CardAccount", prefix = "cac")] + pub cac_card_account: Option, + #[yaserde(rename = "PayerFinancialAccount", prefix = "cac")] + pub cac_payer_financial_account: Option, + #[yaserde(rename = "PayeeFinancialAccount", prefix = "cac")] + pub cac_payee_financial_account: Option, + #[yaserde(rename = "CreditAccount", prefix = "cac")] + pub cac_credit_account: Option, + #[yaserde(rename = "PaymentMandate", prefix = "cac")] + pub cac_payment_mandate: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct PaymentMandate { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "MandateTypeCode", prefix = "cbc")] + pub cbc_mandate_type_code: Option, + #[yaserde(rename = "MaximumPaymentInstructionsNumeric", prefix = "cbc")] + pub cbc_maximum_payment_instructions_numeric: Option, + #[yaserde(rename = "MaximumPaidAmount", prefix = "cbc")] + pub cbc_maximum_paid_amount: Option, + #[yaserde(rename = "SignatureID", prefix = "cbc")] + pub cbc_signature_id: Option, + #[yaserde(rename = "PayerParty", prefix = "cac")] + pub cac_payer_party: Option, + #[yaserde(rename = "PayerFinancialAccount", prefix = "cac")] + pub cac_payer_financial_account: Option, + #[yaserde(rename = "ValidityPeriod", prefix = "cac")] + pub cac_validity_period: Option, + #[yaserde(rename = "PaymentReversalPeriod", prefix = "cac")] + pub cac_payment_reversal_period: Option, + #[yaserde(rename = "Clause", prefix = "cac")] + pub cac_clause: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct Clause { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Content", prefix = "cbc")] + pub cbc_content: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CardAccount { + #[yaserde(rename = "PrimaryAccountNumberID", prefix = "cbc")] + pub primary_account_number_id: Option, + #[yaserde(rename = "NetworkID", prefix = "cbc")] + pub cbc_network_id: Option, + #[yaserde(rename = "CardTypeCode", prefix = "cbc")] + pub cbc_card_type_code: Option, + #[yaserde(rename = "ValidityStartDate", prefix = "cbc")] + pub cbc_validity_start_date: Option, + #[yaserde(rename = "ExpiryDate", prefix = "cbc")] + pub cbc_expiry_date: Option, + #[yaserde(rename = "IssuerID", prefix = "cbc")] + pub cbc_issuer_id: Option, + #[yaserde(rename = "IssueNumberID", prefix = "cbc")] + pub cbc_issue_number_id: Option, + #[yaserde(rename = "CV2ID", prefix = "cbc")] + pub cbc_cv2_id: Option, + #[yaserde(rename = "CardChipCode", prefix = "cbc")] + pub cbc_card_chip_code: Option, + #[yaserde(rename = "ChipApplicationID", prefix = "cbc")] + pub cbc_chip_application_id: Option, + #[yaserde(rename = "HolderName", prefix = "cbc")] + pub cbc_holder_name: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CbcPaymentMeansCode { + #[yaserde(rename = "name", attribute = true)] + pub name: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct FinancialAccount { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "FinancialInstitutionBranch", prefix = "cac")] + pub cac_financial_institution_branch: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacFinancialInstitutionBranch { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacPaymentTerms { + #[yaserde(rename = "Note", prefix = "cbc")] + pub cbc_note: Option, + #[yaserde(rename = "PaymentDueDate", prefix = "cbc")] + pub cbc_payment_due_date: Option, + #[yaserde(rename = "SettlementPeriod", prefix = "cac")] + pub cac_settlement_period: Option, + #[yaserde(rename = "PenaltyPeriod", prefix = "cac")] + pub cac_penalty_period: Option, + #[yaserde(rename = "ExchangeRate", prefix = "cac")] + pub cac_exchange_rate: Option, + #[yaserde(rename = "ValidityPeriod", prefix = "cac")] + pub cac_validity_period: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct ExchangeRate { + #[yaserde(rename = "SourceCurrencyCode", prefix = "cbc")] + pub cbc_source_currency_code: Option, + #[yaserde(rename = "SourceCurrencyBaseRate", prefix = "cbc")] + pub cbc_source_currency_base_rate: Option, + #[yaserde(rename = "TargetCurrencyCode", prefix = "cbc")] + pub cbc_target_currency_code: Option, + #[yaserde(rename = "TargetCurrencyBaseRate", prefix = "cbc")] + pub cbc_target_currency_base_rate: Option, + #[yaserde(rename = "ExchangeMarketID", prefix = "cbc")] + pub cbc_exchange_market_id: Option, + #[yaserde(rename = "CalculationRate", prefix = "cbc")] + pub cbc_calculation_rate: Option, + #[yaserde(rename = "MathematicOperatorCode", prefix = "cbc")] + pub cbc_mathematic_operator_code: Option, + #[yaserde(rename = "Date", prefix = "cbc")] + pub cbc_date: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAllowanceCharge { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "ChargeIndicator", prefix = "cbc")] + pub charge_indicator: Option, + #[yaserde(rename = "AllowanceChargeReasonCode", prefix = "cbc")] + pub cbc_allowance_charge_reason_code: Option, + #[yaserde(rename = "AllowanceChargeReason", prefix = "cbc")] + pub cbc_allowance_charge_reason: Option, + #[yaserde(rename = "MultiplierFactorNumeric", prefix = "cbc")] + pub cbc_multiplier_factor_numeric: Option, + #[yaserde(rename = "PrepaidIndicator", prefix = "cbc")] + pub cbc_prepaid_indicator: Option, + #[yaserde(rename = "SequenceNumeric", prefix = "cbc")] + pub cbc_sequence_numeric: Option, + #[yaserde(rename = "Amount", prefix = "cbc")] + pub amount: Option, + #[yaserde(rename = "BaseAmount", prefix = "cbc")] + pub cbc_base_amount: Option, + #[yaserde(rename = "AccountingCostCode", prefix = "cbc")] + pub cbc_accounting_cost_code: Option, + #[yaserde(rename = "AccountingCost", prefix = "cbc")] + pub cbc_accounting_cost: Option, + #[yaserde(rename = "PerUnitAmount", prefix = "cbc")] + pub cbc_per_unit_amount: Option, + #[yaserde(rename = "TaxCategory", prefix = "cac")] + pub cac_tax_category: Vec, + #[yaserde(rename = "TaxTotal", prefix = "cac")] + pub cac_tax_total: Option, + #[yaserde(rename = "PaymentMeans", prefix = "cac")] + pub cac_payment_means: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacTaxTotal { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "TaxAmount", prefix = "cbc")] + pub cbc_tax_amount: Option, + #[yaserde(rename = "TaxSubtotal", prefix = "cac")] + pub cac_tax_subtotal: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacTaxSubtotal { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "TaxableAmount", prefix = "cbc")] + pub cbc_taxable_amount: Option, + #[yaserde(rename = "TaxAmount", prefix = "cbc")] + pub cbc_tax_amount: Option, + #[yaserde(rename = "TaxCategory", prefix = "cac")] + pub cac_tax_category: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct TaxCategory { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "Percent", prefix = "cbc")] + pub cbc_percent: Option, + #[yaserde(rename = "BaseUnitMeasure", prefix = "cbc")] + pub cbc_base_unit_measure: Option, + #[yaserde(rename = "PerUnitAmount", prefix = "cbc")] + pub cbc_per_unit_amount: Option, + #[yaserde(rename = "TaxExemptionReasonCode", prefix = "cbc")] + pub cbc_tax_exemption_reason_code: Option, + #[yaserde(rename = "TaxExemptionReason", prefix = "cbc")] + pub cbc_tax_exemption_reason: Vec, + #[yaserde(rename = "TierRange", prefix = "cbc")] + pub cbc_tier_range: Option, + #[yaserde(rename = "TierRatePercent", prefix = "cbc")] + pub cbc_tier_rate_percent: Option, + #[yaserde(rename = "TaxScheme", prefix = "cac")] + pub cac_tax_scheme: Option, +} +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct TaxScheme { + #[yaserde(rename = "ID", prefix = "cbc")] + pub id: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "TaxTypeCode", prefix = "cbc")] + pub cbc_tax_type_code: Option, + #[yaserde(rename = "CurrencyCode", prefix = "cbc")] + pub cbc_currency_code: Option, + #[yaserde(rename = "JurisdictionRegionAddress", prefix = "cac")] + pub cac_jurisdiction_region_address: Vec
, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacTaxSubtotalCacTaxCategory { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Percent", prefix = "cbc")] + pub cbc_percent: Option, + #[yaserde(rename = "TaxExemptionReasonCode", prefix = "cbc")] + pub cbc_tax_exemption_reason_code: Option, + #[yaserde(rename = "TaxExemptionReason", prefix = "cbc")] + pub cbc_tax_exemption_reason: Option, + #[yaserde(rename = "TaxScheme", prefix = "cac")] + pub cac_tax_scheme: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacTaxTotalCacTaxSubtotalCacTaxCategoryCacTaxScheme { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct LegalMonetaryTotal { + #[yaserde(text = true)] + pub value: Option, + #[yaserde(rename = "LineExtensionAmount", prefix = "cbc")] + pub cbc_line_extension_amount: Option, + #[yaserde(rename = "TaxExclusiveAmount", prefix = "cbc")] + pub cbc_tax_exclusive_amount: Option, + #[yaserde(rename = "TaxInclusiveAmount", prefix = "cbc")] + pub cbc_tax_inclusive_amount: Option, + #[yaserde(rename = "AllowanceTotalAmount", prefix = "cbc")] + pub cbc_allowance_total_amount: Option, + #[yaserde(rename = "ChargeTotalAmount", prefix = "cbc")] + pub cbc_charge_total_amount: Option, + #[yaserde(rename = "PrepaidAmount", prefix = "cbc")] + pub cbc_prepaid_amount: Option, + #[yaserde(rename = "PayableRoundingAmount", prefix = "cbc")] + pub cbc_payable_rounding_amount: Option, + #[yaserde(rename = "PayableAmount", prefix = "cbc")] + pub payable_amount: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct InvoiceLine { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Note", prefix = "cbc")] + pub cbc_note: Option, + #[yaserde(rename = "InvoicedQuantity", prefix = "cbc")] + pub cbc_invoiced_quantity: Option, + #[yaserde(rename = "LineExtensionAmount", prefix = "cbc")] + pub cbc_line_extension_amount: Option, + #[yaserde(rename = "AccountingCost", prefix = "cbc")] + pub cbc_accounting_cost: Option, + #[yaserde(rename = "InvoicePeriod", prefix = "cac")] + pub cac_invoice_period: Option, + #[yaserde(rename = "OrderLineReference", prefix = "cac")] + pub cac_order_line_reference: Option, + #[yaserde(rename = "DocumentReference", prefix = "cac")] + pub cac_document_reference: Option, + #[yaserde(rename = "AllowanceCharge", prefix = "cac")] + pub cac_allowance_charge: Vec, + #[yaserde(rename = "Item", prefix = "cac")] + pub cac_item: Option, + #[yaserde(rename = "Price", prefix = "cac")] + pub cac_price: Option, + #[yaserde(rename = "SubInvoiceLine", prefix = "cac")] + pub cac_sub_invoice_line: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct SubInvoiceLine { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Note", prefix = "cbc")] + pub cbc_note: Option, + #[yaserde(rename = "InvoicedQuantity", prefix = "cbc")] + pub cbc_invoiced_quantity: Option, + #[yaserde(rename = "LineExtensionAmount", prefix = "cbc")] + pub cbc_line_extension_amount: Option, + #[yaserde(rename = "AccountingCost", prefix = "cbc")] + pub cbc_accounting_cost: Option, + #[yaserde(rename = "InvoicePeriod", prefix = "cac")] + pub cac_invoice_period: Option, + #[yaserde(rename = "OrderLineReference", prefix = "cac")] + pub cac_order_line_reference: Option, + #[yaserde(rename = "DocumentReference", prefix = "cac")] + pub cac_document_reference: Option, + #[yaserde(rename = "AllowanceCharge", prefix = "cac")] + pub cac_allowance_charge: Vec, + #[yaserde(rename = "Item", prefix = "cac")] + pub cac_item: Option, + #[yaserde(rename = "Price", prefix = "cac")] + pub cac_price: Option, + #[yaserde(rename = "SubInvoiceLine", prefix = "cac")] + pub cac_sub_invoice_line: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct SubSubInvoiceLine { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Note", prefix = "cbc")] + pub cbc_note: Option, + #[yaserde(rename = "InvoicedQuantity", prefix = "cbc")] + pub cbc_invoiced_quantity: Option, + #[yaserde(rename = "LineExtensionAmount", prefix = "cbc")] + pub cbc_line_extension_amount: Option, + #[yaserde(rename = "AccountingCost", prefix = "cbc")] + pub cbc_accounting_cost: Option, + #[yaserde(rename = "InvoicePeriod", prefix = "cac")] + pub cac_invoice_period: Option, + #[yaserde(rename = "OrderLineReference", prefix = "cac")] + pub cac_order_line_reference: Option, + #[yaserde(rename = "DocumentReference", prefix = "cac")] + pub cac_document_reference: Option, + #[yaserde(rename = "AllowanceCharge", prefix = "cac")] + pub cac_allowance_charge: Vec, + #[yaserde(rename = "Item", prefix = "cac")] + pub cac_item: Option, + #[yaserde(rename = "Price", prefix = "cac")] + pub cac_price: Option, + #[yaserde(rename = "SubInvoiceLine", prefix = "cac")] + pub cac_sub_invoice_line: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct SubSubSubInvoiceLine { + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Note", prefix = "cbc")] + pub cbc_note: Option, + #[yaserde(rename = "InvoicedQuantity", prefix = "cbc")] + pub cbc_invoiced_quantity: Option, + #[yaserde(rename = "LineExtensionAmount", prefix = "cbc")] + pub cbc_line_extension_amount: Option, + #[yaserde(rename = "AccountingCost", prefix = "cbc")] + pub cbc_accounting_cost: Option, + #[yaserde(rename = "InvoicePeriod", prefix = "cac")] + pub cac_invoice_period: Option, + #[yaserde(rename = "OrderLineReference", prefix = "cac")] + pub cac_order_line_reference: Option, + #[yaserde(rename = "DocumentReference", prefix = "cac")] + pub cac_document_reference: Option, + #[yaserde(rename = "AllowanceCharge", prefix = "cac")] + pub cac_allowance_charge: Vec, + #[yaserde(rename = "Item", prefix = "cac")] + pub cac_item: Option, + #[yaserde(rename = "Price", prefix = "cac")] + pub cac_price: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CbcInvoicedQuantity { + #[yaserde(rename = "unitCode", attribute = true)] + pub unit_code: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacItem { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Description", prefix = "cbc")] + pub cbc_description: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "BuyersItemIdentification", prefix = "cac")] + pub cac_buyers_item_identification: Option, + #[yaserde(rename = "SellersItemIdentification", prefix = "cac")] + pub cac_sellers_item_identification: Option, + #[yaserde(rename = "StandardItemIdentification", prefix = "cac")] + pub cac_standard_item_identification: Option, + #[yaserde(rename = "OriginCountry", prefix = "cac")] + pub cac_origin_country: Option, + #[yaserde(rename = "CommodityClassification", prefix = "cac")] + pub cac_commodity_classification: Vec, + #[yaserde(rename = "ClassifiedTaxCategory", prefix = "cac")] + pub cac_classified_tax_category: Option, + #[yaserde(rename = "AdditionalItemProperty", prefix = "cac")] + pub cac_additional_item_property: Vec, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacClassifiedTaxCategory { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, + #[yaserde(rename = "Percent", prefix = "cbc")] + pub cbc_percent: Option, + #[yaserde(rename = "TaxScheme", prefix = "cac")] + pub cac_tax_scheme: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacInvoiceLineCacItemCacClassifiedTaxCategoryCacTaxScheme { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacAdditionalItemProperty { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "Name", prefix = "cbc")] + pub cbc_name: Option, + #[yaserde(rename = "Value", prefix = "cbc")] + pub cbc_value: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacSellersItemIdentification { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacOriginCountry { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "IdentificationCode", prefix = "cbc")] + pub cbc_identification_code: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacStandardItemIdentification { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct InvoiceCacInvoiceLineCacItemCacStandardItemIdentificationCbcId { + #[yaserde(rename = "schemeID", attribute = true)] + pub scheme_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacBuyersItemIdentification { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub cbc_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacCommodityClassification { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ItemClassificationCode", prefix = "cbc")] + pub cbc_item_classification_code: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CbcItemClassificationCode { + #[yaserde(rename = "listID", attribute = true)] + pub list_id: Option, + #[yaserde(rename = "listVersionID", attribute = true)] + pub list_version_id: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacPrice { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "PriceAmount", prefix = "cbc")] + pub cbc_price_amount: Option, + #[yaserde(rename = "BaseQuantity", prefix = "cbc")] + pub cbc_base_quantity: Option, + #[yaserde(rename = "AllowanceCharge", prefix = "cac")] + pub cac_allowance_charge: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CbcBaseQuantity { + #[yaserde(rename = "unitCode", attribute = true)] + pub unit_code: Option, + #[yaserde(text = true)] + pub text: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacOrderLineReference { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "LineID", prefix = "cbc")] + pub cbc_line_id: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacDocumentReference { + #[yaserde(text = true)] + pub text: Option, + #[yaserde(rename = "ID", prefix = "cbc")] + pub id: Option, + #[yaserde(rename = "DocumentTypeCode", prefix = "cbc")] + pub cbc_document_type_code: Option, + #[yaserde(rename = "DocumentType", prefix = "cbc")] + pub cbc_document_type: Option, + #[yaserde(rename = "DocumentDescription", prefix = "cbc")] + pub cbc_document_description: Vec, + #[yaserde(rename = "IssueDate", prefix = "cbc")] + pub cbc_issue_date: Option, + #[yaserde(rename = "IssueTime", prefix = "cbc")] + pub cbc_issue_time: Option, + #[yaserde(rename = "Attachment", prefix = "cac")] + pub cac_attachment: Option, + #[yaserde(rename = "ValidityPeriod", prefix = "cac")] + pub cac_validity_period: Option, + #[yaserde(rename = "IssuerParty", prefix = "cac")] + pub cac_issuer_party: Option, + #[yaserde(rename = "ResultOfVerification", prefix = "cac")] + pub cac_result_of_verification: Option, +} + +#[derive(YaSerialize, YaDeserialize, uniffi::Record)] +#[yaserde( +namespaces = { + "" = "urn:oasis:names:specification:ubl:schema:xsd:Invoice-2", + "cac" = "urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2", + "cec" = "urn:oasis:names:specification:ubl:schema:xsd:CommonExtensionComponents-2", + "cbc" = "urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2", + } +)] +pub struct CacResultOfVerification { + #[yaserde(rename = "ValidatorID", prefix = "cbc")] + pub cbc_validator_id: Option, + #[yaserde(rename = "ValidationResultCode", prefix = "cbc")] + pub cbc_validation_result_code: Option, + #[yaserde(rename = "ValidationDate", prefix = "cbc")] + pub cbc_validation_date: Option, + #[yaserde(rename = "ValidationTime", prefix = "cbc")] + pub cbc_validation_time: Option, + #[yaserde(rename = "ValidateProcess", prefix = "cbc")] + pub cbc_validate_process: Option, + #[yaserde(rename = "ValidateTool", prefix = "cbc")] + pub cbc_validate_tool: Option, + #[yaserde(rename = "ValidateToolVersion", prefix = "cbc")] + pub cbc_validate_tool_version: Option, + #[yaserde(rename = "SignatoryParty", prefix = "cac")] + pub cac_signatory_party: Option, +} diff --git a/tests/inputs/cii/01.01_comprehensive_test_uncefact.xml b/tests/inputs/cii/01.01_comprehensive_test_uncefact.xml new file mode 100644 index 0000000..62cacd3 --- /dev/null +++ b/tests/inputs/cii/01.01_comprehensive_test_uncefact.xml @@ -0,0 +1,678 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + Invoice Note Description + + AAC + + + + Invoice Note Description 2 + + AAC + + + + + + + 1 + + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + + 123456789 + + 1034 + + 5034 + + Beratung + + Anforderungsmanagement + + + [Description] + + [Value] + + + + [Description 2] + + [Value 2] + + + + 0721-880X + + + + 0721-880XYZ + + + + DE + + + + + + 6171175.1 + + + + 168.1250000000 + + 1 + + + false + + + 10.000000000000000000 + + + + + 158.1250000000 + + + + + 30.00000000000 + + + + + VAT + + S + + 19 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 10 + + 200 + + 20 + + TAC + + Testing + + + + true + + + 10 + + 200 + + 20 + + TAC + + Testing 2 + + + + false + + + 10 + + 200 + + 20 + + 102 + + Fixed long term + + + + false + + + 10 + + 200 + + 20 + + 102 + + Fixed long term 2 + + + + 4743.75 + + + + ANG987654321 + 130 + + ABZ + + + + Konto 1 + + + + + + + 2 + + + + Beratung + + + + + 143.75 + + + + + 42 + + + + + VAT + + S + + 19 + + + + 6037.5 + + + + + + 90000000-03083-72 + + + 9876543217894897438 + + 748387437438 + + 987654321 + + [Seller name] + + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + 123456789 + + [Seller trading name] + + + + Tim Tester + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller address line 1] + + [Seller address line 2] + + [Seller address line 3] + + [Seller city] + + DE + + Bayern + + + + rechnungsausgang@test.com + + + + ATU123456789 + + + + 123/456/789 + + + + + 138 + + [Buyer name] + + + 90000000-03083-72 + + [Buyer trading name] + + + + Tina Tester + + + 0800 123456 + + + + tester@test.de + + + + + 98765 + + [Buyer address line 1] + + [Buyer address line 2] + + [Buyer address line 3] + + [Buyer city] + + DE + + Bayern + + + + rechnungseingang@test.de + + + + DE12345ABC + + + + + [Seller tax representative name] + + + 12345 + + [Seller tax representative address line 1] + + [Seller tax representative address line 2] + + [Seller tax representative address line 2] + + [Seller tax representative city] + + DE + + Bayern + + + + DE124567 + + + + + ABC123456789 + + + + 65002278 + + + + 0000000752 + + + + 01_15_Anhang_01.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + 01_15_Anhang_02.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + ANG987654321 + 50 + + + + OK987654321 + 130 + + + + PR12345678 + Project reference + + + + + + 68 + + [Deliver to party name] + + + 98765 + + [Deliver to street] + + 4. OG + + More Details + + [Deliver to city] + + DE + + Bayern + + + + + + 20180413 + + + + + DAR123456789 + + + + RAR123456789 + + + + + Deb. 12345 / Fact. 9876543 + + GBP + + EUR + + + 74 + + [Payee name] + + + 90000000-03083-72 + + + + + 58 + + [Payment means text] + + + + DE75512108001245126199 + + [Payment account name] + + + + [BIC] + + + + + 2048.44 + + VAT + + 10781.25 + + S + + + 20180413 + + + 19 + + + + 0 + + VAT + + [VAT exemption reason text] + + 0 + + E + + VATEX-EU-132-1A + + 0 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 10 + + 100 + + 10 + + TAC + + Testing + + + VAT + + E + + 0 + + + + + true + + + 10 + + 100 + + 10 + + TAC + + Testing 2 + + + VAT + + E + + 0 + + + + + false + + + 10 + + 100 + + 10 + + 102 + + Fixed long term + + + VAT + + E + + 0 + + + + + false + + + 10 + + 100 + + 10 + + 102 + + Fixed long term 2 + + + VAT + + E + + 0 + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + 20180413 + + + + + 10781.25 + + 20 + + 20 + + 10781.25 + + 2048.44 + + 2048.44 + + 0 + + 12829.69 + + 0 + + 12829.69 + + + + + PIR1234567890 + + + 20180204 + + + + + Buchungscode1 + + + + diff --git a/tests/inputs/cii/01.01a-INVOICE_uncefact.xml b/tests/inputs/cii/01.01a-INVOICE_uncefact.xml new file mode 100644 index 0000000..8587992 --- /dev/null +++ b/tests/inputs/cii/01.01a-INVOICE_uncefact.xml @@ -0,0 +1,171 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 123456XX + 380 + + 20160404 + + + Es gelten unsere Allgem. Geschäftsbedingungen, die Sie unter […] finden. + ADU + + + + + + Zeitschrift [...] + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + 246 + Zeitschrift [...] + Zeitschrift Inland + + 0721-880X + + + + + 6171175.1 + + + 288.79 + + + + 1 + + + + VAT + S + 7 + + + + 20160101 + + + 20161231 + + + + 288.79 + + + + + + Porto + Versandkosten + + + Porto + Versandkosten + + + + 26.07 + + + + 1 + + + + VAT + S + 7 + + + 26.07 + + + + + 04011000-12345-03 + + [Seller name] + 123/456/7890, HRA-Eintrag in […] + + [HRA-Eintrag] + [Seller trading name] + + + nicht vorhanden + + +49 1234-5678 + + + seller@email.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE 123456789 + + + + [Buyer identifier] + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 22.04 + VAT + 314.86 + S + 7 + + + Zahlbar sofort ohne Abzug. + + + 314.86 + 314.86 + 22.04 + 336.9 + 336.9 + + + + diff --git a/tests/inputs/cii/01.02_comprehensive_test_uncefact.xml b/tests/inputs/cii/01.02_comprehensive_test_uncefact.xml new file mode 100644 index 0000000..92ba130 --- /dev/null +++ b/tests/inputs/cii/01.02_comprehensive_test_uncefact.xml @@ -0,0 +1,566 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + Invoice Note Description + + AAC + + + + + + + 1 + + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + + 123456789 + + 1034 + + 5034 + + Beratung + + Anforderungmanagament + + + [Description] + + [Value] + + + + 0721-880X + + + + DE + + + + + + 6171175.1 + + + + 168.1250000000 + + 1 + + + false + + + 10.000000000000000000 + + + + + 158.1250000000 + + + + + 30.00000000000 + + + + + VAT + + S + + 19 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 0 + + 0 + + 0 + + TAC + + Testing + + + + false + + + 0 + + 0 + + 0 + + 102 + + Fixed long term + + + + 4743.75 + + + + ANG987654321 + 130 + + ABZ + + + + Konto 1 + + + + + + + 2 + + + + Beratung + + + + + 143.75 + + + + + 42 + + + + + VAT + + S + + 19 + + + + 6037.5 + + + + + + 90000000-03083-72 + + + 987654321 + + [Seller name] + + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + 123456789 + + [Seller trading name] + + + + Tim Tester + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller address line 1] + + [Seller address line 2] + + [Seller address line 3] + + [Seller city] + + DE + + Bayern + + + + rechnungsausgang@test.com + + + + ATU123456789 + + + + 123/456/789 + + + + + 138 + + [Buyer name] + + + 90000000-03083-72 + + [Buyer trading name] + + + + Tina Tester + + + 0800 123456 + + + + tester@test.de + + + + + 98765 + + [Buyer address line 1] + + [Buyer address line 2] + + [Buyer address line 3] + + [Buyer city] + + DE + + Bayern + + + + rechnungseingang@test.de + + + + DE12345ABC + + + + + [Seller tax representative name] + + + 12345 + + [Seller tax representative address line 1] + + [Seller tax representative address line 2] + + [Seller tax representative address line 2] + + [Seller tax representative city] + + DE + + Bayern + + + + DE124567 + + + + + ABC123456789 + + + + 65002278 + + + + 0000000752 + + + + 01_15_Anhang_01.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + ANG987654321 + 50 + + + + OK987654321 + 130 + + + + PR12345678 + Project reference + + + + + + 68 + + [Deliver to party name] + + + 98765 + + [Deliver to street] + + 4. OG + + More Details + + [Deliver to city] + + DE + + Bayern + + + + + + 20180413 + + + + + DAR123456789 + + + + RAR123456789 + + + + + Deb. 12345 / Fact. 9876543 + + GBP + + EUR + + + 74 + + [Payee name] + + + 90000000-03083-72 + + + + + 30 + + [Payment means text] + + + [Payment account name] + + DE75512108001245126199 + + + + [BIC] + + + + + 2048.44 + + VAT + + 10781.25 + + S + + 5 + + 19 + + + + 0 + + VAT + + [VAT exemption reason text] + + 0 + + E + + VATEX-EU-132-1A + + 0 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 0 + + 0 + + 0 + + TAC + + Testing + + + VAT + + E + + 0 + + + + + false + + + 0 + + 0 + + 0 + + 102 + + Fixed long term + + + VAT + + E + + 0 + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + 20180413 + + + + + 10781.25 + + 0 + + 0 + + 10781.25 + + 2048.44 + + 2048.44 + + 0 + + 12829.69 + + 0 + + 12829.69 + + + + PIR1234567890 + + + 20180204 + + + + + Buchungscode1 + + + + diff --git a/tests/inputs/cii/01.02a-INVOICE_uncefact.xml b/tests/inputs/cii/01.02a-INVOICE_uncefact.xml new file mode 100644 index 0000000..e009065 --- /dev/null +++ b/tests/inputs/cii/01.02a-INVOICE_uncefact.xml @@ -0,0 +1,155 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 123456 + 380 + + 20160621 + + + Bei Fragen zu Ihrer Rechnung wenden Sie sich bitte an unseren Kundenserivce. Sie erreichen uns per Email: […], Tel.: […] oder Fax: […] + ADU + + + Die Lieferung erfolgt aufgrund der AGB […] erhältlich unter […]. Auf Wunsch senden wir sie auch zu. + ADU + + + Hinweis gemäß § 33 BDSG: Kundendaten werden gespeichert. + ADU + + + Beschädigt eingehende Sendungen bitte sofort beim Spediteur bzw. Paketdienstleister reklamieren. Genehmigte Rücksendungen schicken Sie bitte mit den Unterlagen an: […] + ADU + + + + + + SZ300540 + + + SZ300540 + Denk doch, wie du willst + Einblicke v. Deutschlands wicht. Ökonomen + + + + 11.78 + + + + 1 + + + + VAT + S + 7 + + + 11.78 + + + + + 04011000-12346-97 + + [Seller name] + Geschäftsführer: […], Sitz der GmbH ist […], Amtsgericht […] + + [HRB-Eintrag] + [Seller trading name] + + + - + + [012-3456789] + + + Seller@email.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + BI12345678 + [Buyer name] + + [Buyer contact person] + + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + SO12345678 + + + + + + 20160621 + + + + + EUR + + VSB - Verlagsservice Braunschweig GmbH + + + 58 + + + DE75512108001245126199 + + + + 0.82 + VAT + 11.78 + S + 7 + + + Bitte überweisen Sie den Betrag innerhalb von 14 Tagen auf unten stehendes Konto. Das Rechnungsdatum entspricht dem Versanddatum. + + + 11.78 + 11.78 + 0.82 + 12.6 + 12.6 + + + + diff --git a/tests/inputs/cii/01.03_comprehensive_test_uncefact.xml b/tests/inputs/cii/01.03_comprehensive_test_uncefact.xml new file mode 100644 index 0000000..82e6214 --- /dev/null +++ b/tests/inputs/cii/01.03_comprehensive_test_uncefact.xml @@ -0,0 +1,564 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + Invoice Note Description + + AAC + + + + + + + 1 + + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + + 123456789 + + 1034 + + 5034 + + Beratung + + Anforderungmanagament + + + [Description] + + [Value] + + + + 0721-880X + + + + DE + + + + + + 6171175.1 + + + + 168.1250000000 + + 1 + + + false + + + 10.000000000000000000 + + + + + 158.1250000000 + + + + + 30.00000000000 + + + + + VAT + + S + + 19 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 0 + + 0 + + 0 + + TAC + + Testing + + + + false + + + 0 + + 0 + + 0 + + 102 + + Fixed long term + + + + 4743.75 + + + + ANG987654321 + 130 + + ABZ + + + + Konto 1 + + + + + + + 2 + + + + Beratung + + + + + 143.75 + + + + + 42 + + + + + VAT + + S + + 19 + + + + 6037.5 + + + + + + 90000000-03083-72 + + + 987654321 + + [Seller name] + + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + 123456789 + + [Seller trading name] + + + + Testorganisation + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller address line 1] + + [Seller address line 2] + + [Seller address line 3] + + [Seller city] + + DE + + Bayern + + + + rechnungsausgang@test.com + + + + ATU123456789 + + + + 123/456/789 + + + + + 138 + + [Buyer name] + + + 90000000-03083-72 + + [Buyer trading name] + + + + Tina Tester + + + 0800 123456 + + + + tester@test.de + + + + + 98765 + + [Buyer address line 1] + + [Buyer address line 2] + + [Buyer address line 3] + + [Buyer city] + + DE + + Bayern + + + + rechnungseingang@test.de + + + + DE12345ABC + + + + + [Seller tax representative name] + + + 12345 + + [Seller tax representative address line 1] + + [Seller tax representative address line 2] + + [Seller tax representative address line 2] + + [Seller tax representative city] + + DE + + Bayern + + + + DE124567 + + + + + ABC123456789 + + + + 65002278 + + + + 0000000752 + + + + 01_15_Anhang_01.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + ANG987654321 + 50 + + + + OK987654321 + 130 + + + + PR12345678 + Project reference + + + + + + 68 + + [Deliver to party name] + + + 98765 + + [Deliver to street] + + 4. OG + + More Details + + [Deliver to city] + + DE + + Bayern + + + + + + 20180413 + + + + + DAR123456789 + + + + RAR123456789 + + + + + Deb. 12345 / Fact. 9876543 + + GBP + + EUR + + + 74 + + [Payee name] + + + 90000000-03083-72 + + + + + 48 + + [Payment means text] + + + 6789 + + [Name Cardholder] + + + + + 2048.44 + + VAT + + 10781.25 + + S + + + 20180413 + + + 19 + + + + 0 + + VAT + + [VAT exemption reason text] + + 0 + + E + + VATEX-EU-132-1A + + 0 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 0 + + 0 + + 0 + + TAC + + Testing + + + VAT + + E + + 0 + + + + + false + + + 0 + + 0 + + 0 + + 102 + + Fixed long term + + + VAT + + E + + 0 + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + 20180413 + + + + + 10781.25 + + 0 + + 0 + + 10781.25 + + 2048.44 + + 2048.44 + + 0 + + 12829.69 + + 0 + + 12829.69 + + + + PIR1234567890 + + + 20180204 + + + + + Buchungscode1 + + + + diff --git a/tests/inputs/cii/01.03a-INVOICE_uncefact.xml b/tests/inputs/cii/01.03a-INVOICE_uncefact.xml new file mode 100644 index 0000000..64cd432 --- /dev/null +++ b/tests/inputs/cii/01.03a-INVOICE_uncefact.xml @@ -0,0 +1,174 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + RR123456 + 380 + + 20160624 + + + Bei Zahlung bitte unbedingt angeben: […] + ADU + + + Die Lieferung erfolgte im Monat 06/2016. Die nächsten Ausgaben werden zum jeweiligen Erscheinungstermin ausgeliefert. + ADU + + + Informationen zum Bankeinzug, einer Adressänderung und vieles mehr finden Sie auch in unseren FAQ. + ADU + + + + + + 558490000 + + + 55849000 + Deutsches Verwaltungsblatt + Heft 13 2016 bis 24 2016 + + + + 152.34 + + + + 1 + + + + VAT + S + 7 + + + 152.34 + + + + + + Versandkosten + + + Versandkosten + Abonnement-Nummer […] + + + + 17.94 + + + + 1 + + + + VAT + S + 7 + + + 17.94 + + + + + 04011000-12347-94 + + [Seller name] + Geschäftsführer: […] (Vorsitz), […], Amtsgericht […] + + HRB 12345 + [Seller trading name] + + + Kundenservice + + 012-3456789 + + + info@service.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + 123/4567/8901 + + + + BI123456 + [Buyer name] + + Pressestelle + + + 12345 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + buyer@info.de + + + + CR987654 + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 11.92 + VAT + 170.28 + S + 7 + + + Fällig sofort, ohne Abzug + + + 170.28 + 170.28 + 11.92 + 182.2 + 182.2 + + + + diff --git a/tests/inputs/cii/01.04_comprehensive_test_uncefact.xml b/tests/inputs/cii/01.04_comprehensive_test_uncefact.xml new file mode 100644 index 0000000..513f0e8 --- /dev/null +++ b/tests/inputs/cii/01.04_comprehensive_test_uncefact.xml @@ -0,0 +1,566 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + Invoice Note Description + + AAC + + + + + + + 1 + + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + + 123456789 + + 1034 + + 5034 + + Beratung + + Anforderungmanagament + + + [Description] + + [Value] + + + + 0721-880X + + + + DE + + + + + + 6171175.1 + + + + 168.1250000000 + + 1 + + + false + + + 10.000000000000000000 + + + + + 158.1250000000 + + + + + 30.00000000000 + + + + + VAT + + S + + 19 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 0 + + 0 + + 0 + + TAC + + Testing + + + + false + + + 0 + + 0 + + 0 + + 102 + + Fixed long term + + + + 4743.75 + + + + ANG987654321 + 130 + + ABZ + + + + Konto 1 + + + + + + + 2 + + + + Beratung + + + + + 143.75 + + + + + 42 + + + + + VAT + + S + + 19 + + + + 6037.5 + + + + + + 90000000-03083-72 + + + 987654321 + + [Seller name] + + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + 123456789 + + [Seller trading name] + + + + Testorganisation + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller address line 1] + + [Seller address line 2] + + [Seller address line 3] + + [Seller city] + + DE + + Bayern + + + + rechnungsausgang@test.com + + + + ATU123456789 + + + + 123/456/789 + + + + + 138 + + [Buyer name] + + + 90000000-03083-72 + + [Buyer trading name] + + + + Tina Tester + + + 0800 123456 + + + + tester@test.de + + + + + 98765 + + [Buyer address line 1] + + [Buyer address line 2] + + [Buyer address line 3] + + [Buyer city] + + DE + + Bayern + + + + rechnungseingang@test.de + + + + DE12345ABC + + + + + [Seller tax representative name] + + + 12345 + + [Seller tax representative address line 1] + + [Seller tax representative address line 2] + + [Seller tax representative address line 2] + + [Seller tax representative city] + + DE + + Bayern + + + + DE124567 + + + + + ABC123456789 + + + + 65002278 + + + + 0000000752 + + + + 01_15_Anhang_01.pdf + + https://xeinkauf.de/xrechnung/ + + 916 + + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + ANG987654321 + 50 + + + + OK987654321 + 130 + + + + PR12345678 + Project reference + + + + + + 68 + + [Deliver to party name] + + + 98765 + + [Deliver to street] + + 4. OG + + More Details + + [Deliver to city] + + DE + + Bayern + + + + + + 20180413 + + + + + DAR123456789 + + + + RAR123456789 + + + + + [Bank assigned creditor identifier] + + Deb. 12345 / Fact. 9876543 + + GBP + + EUR + + + 74 + + [Payee name] + + + 90000000-03083-72 + + + + + 59 + + [Payment means text] + + + DE75512108001245126199 + + + + + 2048.44 + + VAT + + 10781.25 + + S + + + 20180413 + + + 19 + + + + 0 + + VAT + + [VAT exemption reason text] + + 0 + + E + + VATEX-EU-132-1A + + 0 + + + + + 20180413 + + + + 20180413 + + + + + true + + + 0 + + 0 + + 0 + + TAC + + Testing + + + VAT + + E + + 0 + + + + + false + + + 0 + + 0 + + 0 + + 102 + + Fixed long term + + + VAT + + E + + 0 + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + 20180413 + + + [Mandate Reference Identifier] + + + + 10781.25 + + 0 + + 0 + + 10781.25 + + 2048.44 + + 2048.44 + + 0 + + 12829.69 + + 0 + + 12829.69 + + + + PIR1234567890 + + + 20180204 + + + + + Buchungscode1 + + + + diff --git a/tests/inputs/cii/01.04a-INVOICE_uncefact.xml b/tests/inputs/cii/01.04a-INVOICE_uncefact.xml new file mode 100644 index 0000000..1291522 --- /dev/null +++ b/tests/inputs/cii/01.04a-INVOICE_uncefact.xml @@ -0,0 +1,131 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234/78/901 + 380 + + 20160616 + + + Diese Leistung ist umsatzsteuerbefreit nach § 4 Nr. 22a UStG. + ADU + + + + + + Teilnahmegebühr + + + Teilnahmegebühr + Anmeldung von […] + + + + 120 + + + + 1 + + + + VAT + O + + + 120 + + + + + 04011000-12348-91 + + [Seller name] + Vorstand: [...] (Vorsitzender), […] (Stellvertreterin), Dr. […] (Schatzmeister); Beirat: […] (Vorsitzender); Geschäftsführung: […], AG […], FA für Körperschaften […] + + VR 12345 Nz + [Seller trading name] + + + […] + + +49 (0)12-345678-90 + + + mail@seller.eu + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + seller@email.de + + + 12/345/67890 + + + + [Buyer name] + + [Buyer contact person] + + + 12345 + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + DE + + + buyer@info.de + + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 0 + VAT + als gemeinnützig anerkannt + 120 + O + 0 + + + Wir möchten Sie bitten, die Teilnahmegebühr iHv. 120,00 € innerhalb von 14 Tagen auf das oben genannte Konto unter Angabe der Rechnungsnummer 1234/78/901 zu überweisen. + + + 120 + 120 + 0 + 120 + 120 + + + + diff --git a/tests/inputs/cii/01.05_minimal_test_uncefact.xml b/tests/inputs/cii/01.05_minimal_test_uncefact.xml new file mode 100644 index 0000000..7c25f25 --- /dev/null +++ b/tests/inputs/cii/01.05_minimal_test_uncefact.xml @@ -0,0 +1,153 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + + + + 1 + + + + Beratung + + + + + 158.1250000000 + + + + + 30.00000000000 + + + + + VAT + + O + + + + 4743.75 + + + + + + 90000000-03083-72 + + + 9876543217894897438 + + [Seller name] + + + Tim Tester + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller city] + + DE + + + + rechnungsausgang@test.com + + + + + [Buyer name] + + + 98765 + + [Buyer city] + + DE + + + + rechnungseingang@test.de + + + + + + + EUR + + + 58 + + + DE75512108001245126199 + + + + + 0.00 + + VAT + + 4743.75 + + O + + VATEX-EU-O + + 0 + + + + + 20180413 + + + + + 4743.75 + + 4743.75 + + 4743.75 + + 4743.75 + + + + diff --git a/tests/inputs/cii/01.05a-INVOICE_uncefact.xml b/tests/inputs/cii/01.05a-INVOICE_uncefact.xml new file mode 100644 index 0000000..48928ba --- /dev/null +++ b/tests/inputs/cii/01.05a-INVOICE_uncefact.xml @@ -0,0 +1,230 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + PRG1502112 + 380 + + 20150424 + + + Trainer: Herr […] + ADU + + + + + + Seminar: […] + + + Seminar + + + + 1340 + + + + 5 + + + + VAT + S + 19 + + + 6700 + + + + + + Raumkosten Schulungsort + + + Raumkosten + + + + 300 + + + + 5 + + + + VAT + S + 19 + + + 1500 + + + + + + Reisekostenpauschale + + + Reisekostenpauschale + + + + 90 + + + + 5 + + + + VAT + S + 19 + + + 450 + + + + + + Seminarunterlagen + + + Seminarunterlagen + + + + 20 + + + + 11 + + + + VAT + S + 19 + + + 220 + + + + + 99000000-18188-18 + + [Seller name] + Sitz der Gesellschaft […], Registergericht […], Amtsgericht […] + + HRB 123456 + + + [Seller contact person] + + +49 123456789 + + + xxx@schulung.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + BI123456 + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + PR456789 + Project reference + + + + + Schulungsanbieter + + 12345 + Schulungsort + DE + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 58 + + DE12500105170648489890 + + + + 1685.3 + VAT + 8870 + S + 19 + + + + 20150420 + + + 20150424 + + + + 14 Tage + + + 8870 + 8870 + 1685.3 + 10555.3 + 10555.3 + + + + diff --git a/tests/inputs/cii/01.06_minimal_test_uncefact.xml b/tests/inputs/cii/01.06_minimal_test_uncefact.xml new file mode 100644 index 0000000..138491c --- /dev/null +++ b/tests/inputs/cii/01.06_minimal_test_uncefact.xml @@ -0,0 +1,159 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + + 1234567 + + 380 + + + 20180413 + + + + + + + 1 + + + + Beratung + + + + + 132.8780000000 + + + + + 30.00000000000 + + + + + VAT + + S + + 19 + + + + 3986.34 + + + + + + 90000000-03083-72 + + + 9876543217894897438 + + [Seller name] + + + Tim Tester + + + 012 3456789 + + + + tim.tester@test.com + + + + + 12345 + + [Seller city] + + DE + + + + rechnungsausgang@test.com + + + + ATU123456789 + + + + + [Buyer name] + + + 98765 + + [Buyer city] + + DE + + + + rechnungseingang@test.de + + + + + + + EUR + + + 58 + + + DE75512108001245126199 + + + + + 757.41 + + VAT + + 3986.34 + + S + + 19 + + + + + 20180413 + + + + + 3986.34 + + 3986.34 + + 757.41 + + 4743.75 + + 4743.75 + + + + diff --git a/tests/inputs/cii/01.06a-INVOICE_uncefact.xml b/tests/inputs/cii/01.06a-INVOICE_uncefact.xml new file mode 100644 index 0000000..6d1d401 --- /dev/null +++ b/tests/inputs/cii/01.06a-INVOICE_uncefact.xml @@ -0,0 +1,305 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + R123456789 + 380 + + 20160706 + + + Die auf Transaktionsebene ausgewiesenen Händlerentgelte und Interchangewerte werden im Rahmen der Abrechnung addiert und kaufmännisch auf ganze Währungseinheiten gerundet. + ADU + + + + + + 8000593202 + + + Servicegebühren A + + + + 17.24 + + + + 1 + + + + VAT + S + 19 + + + 17.24 + + + + + + 8000612340 + + + Servicegebühren B + + + + 16704.07 + + + + 1 + + + + VAT + S + 19 + + + 16704.07 + + + + + + 8000619834 + + + Servicegebühren C + + + + 5.21 + + + + 1 + + + + VAT + S + 19 + + + 5.21 + + + + + + 8000619863 + + + Servicegebühren D + + + + 282.36 + + + + 1 + + + + VAT + S + 19 + + + 282.36 + + + + + + 8000613563 + + + Servicegebühren E + + + + 386.68 + + + + 1 + + + + VAT + S + 19 + + + 386.68 + + + + + + 8000648582 + + + Servicegebühren F + + + + 535.11 + + + + 1 + + + + VAT + S + 19 + + + 535.11 + + + + + + 8000648584 + + + Servicegebühren G + + + + 306.05 + + + + 1 + + + + VAT + S + 19 + + + 306.05 + + + + + 99000000-01944-98 + + [Seller name] + Amtsgericht […] + + HRB 123456 + + + Kundenservice - Vertriebspartner Direktkunden + + +49(0)12 3456-7890 + + + kundenservice@email.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + B123456789 + [Buyer name] + + Abteilung Buchhaltung + + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + CR987654321 + + + + + Leistungsempfänger + + 12345 + [Deliver to address line 1] + [Deliver to city] + DE + + + + + EUR + + 58 + + + DE12500105170648489890 + + + + 3464.98 + VAT + 18236.72 + S + 19 + + + + 20160601 + + + 20160630 + + + + Bitte überweisen Sie den Gesamtbetrag in Höhe von EUR […] innerhalb von […] Tagen ohne Abzug auf unser Konto IBAN […] bei […] BIC […]. + + + 18236.72 + 18236.72 + 3464.98 + 21701.7 + 21701.7 + + + + diff --git a/tests/inputs/cii/01.07a-INVOICE_uncefact.xml b/tests/inputs/cii/01.07a-INVOICE_uncefact.xml new file mode 100644 index 0000000..8475282 --- /dev/null +++ b/tests/inputs/cii/01.07a-INVOICE_uncefact.xml @@ -0,0 +1,154 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + R1234567 + 380 + + 20160630 + + + Bitte überweisen Sie den Gesamtbetrag in Höhe von EUR 45,22 auf unser Konto Nr. […], BIC […]. + ADU + + + Bei Fragen steht Ihnen unsere Kundenbetreuung gern unter der Rufnummer [...] zur Verfügung. Beanstandungen am Inhalt dieser Rechnung sind uns innerhalb von 28 Tagen nach Erhalt der Rechnung schriftlich mitzuteilen. Nach Ablauf dieser Frist gilt der Saldo endgültig. + ADU + + + Die Deutsche Kreditwirtschaft hat die Händlerbedingungen für die Teilnahme am electronic cash-System angepasst. Sie finden diese unter https://www…./de/agb. Die neuen Händlerbedingungen gelten ab sofort, wobei Sie binnen sechs Wochen nach Bekanntgabe der Änderung einen Widerspruch an Ihre Hausbank richten können. Bitte klären Sie sämtliche Fragen diese Bedingungen betreffend mit Ihrer Hausbank. + ADU + + + + + + 000040 + + + Miete X + + + + 38 + + + + 1 + + + + VAT + S + 19 + + + + 20160601 + + + 20160630 + + + + 38 + + + + + 99000000-05676-98 + + [Seller name] + + [Seller contact person] + + +49 (0)69… + + + seller@info.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + B123456789 + [Buyer name] + + [Buyer contact person] + + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + DE123456789 + + + + + + EUR + + 58 + + + DE12500105170648489890 + + + + 7.22 + VAT + 38 + S + 19 + + + + 20160601 + + + 20160630 + + + + Bis zum 14.08.2016 ohne Abzug + + 20160814 + + + + 38 + 38 + 7.22 + 45.22 + 45.22 + + + + diff --git a/tests/inputs/cii/01.08a-INVOICE_uncefact.xml b/tests/inputs/cii/01.08a-INVOICE_uncefact.xml new file mode 100644 index 0000000..0868435 --- /dev/null +++ b/tests/inputs/cii/01.08a-INVOICE_uncefact.xml @@ -0,0 +1,145 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + R123456789 + 380 + + 20160118 + + + + + + 0020 + + + 519304 + Zentrale Administrationslösung Bereitstellung von Werkzeugen zur Administration/Betreuung + + + + 197.89 + + + + 12 + + + + VAT + S + 19 + + + 2374.68 + + + + + 04011000-12349-88 + + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + HRB 123 + [Seller trading name] + + + Auskunft erteilt Ihnen + + 1234567890 + + + seller@test.de + + + + 12345 + Postfach 123456 + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + A123456789 + + + V876543210 + + + + + EUR + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 451.19 + VAT + 2374.68 + S + 19 + + + Die Zahlung wird als Teilleistung monatl. Erbracht und ist monatl. zum letzten Werktag fällig. … + + 20160201 + + + + 2374.68 + 2374.68 + 451.19 + 2825.87 + 2825.87 + + + + diff --git a/tests/inputs/cii/01.09a-INVOICE_uncefact.xml b/tests/inputs/cii/01.09a-INVOICE_uncefact.xml new file mode 100644 index 0000000..22167bd --- /dev/null +++ b/tests/inputs/cii/01.09a-INVOICE_uncefact.xml @@ -0,0 +1,145 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + R123456 + 380 + + 20160406 + + + + + + 0010 + + + 519306 + Paketierung der Anwendung "Kofax 10.2" für 180 Geräte + + + + 6048 + + + + 1 + + + + VAT + S + 19 + + + 6048 + + + + + 04011000-12350-85 + + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + HRB 123 + [Seller trading name] + + + Auskunft erteilt Ihnen + + 1234567890 + + + seller@test.de + + + + 12345 + Postfach 123456 + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + A123456789 + + + ANG987654321 + 50 + + + + + EUR + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 1149.12 + VAT + 6048 + S + 19 + + + + 20160420 + + + + 6048 + 6048 + 1149.12 + 7197.12 + 7197.12 + + + + diff --git a/tests/inputs/cii/01.10a-INVOICE_uncefact.xml b/tests/inputs/cii/01.10a-INVOICE_uncefact.xml new file mode 100644 index 0000000..1d88ab4 --- /dev/null +++ b/tests/inputs/cii/01.10a-INVOICE_uncefact.xml @@ -0,0 +1,155 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + Rechnungsnummer + 380 + + 20160627 + + + Wir liefern Ihnen ausschließlich zu unseren allgemeinen Geschäftsbedingungen (Stand Februar 2013). Diese werden Ihnen jederzeit auf Wunsch übersandt. Bei Aufträgen, basierend auf öffentlichen Vergaben, gelten die ggf. vereinbarten abweichenden Liefer- und Zahungsbedingungen des Auftraggebers. + ADU + + + + + + 1 + + + AL281982 + Drehstuhl + Sitz: 10-301 blau, Rücken: 10-301 blau, …. + + + + 218 + + + + 10 + + + + VAT + S + 19 + + + 2180 + + + + + 04011000-12350-85 + + [Seller name] + Sitz der Gesellschaft: […], Registergericht: […], Geschäftsführer: […] + + HRB 123456 + [Seller trading name] + + + Berater / Sachbearbeiter + + +49(0)1234-0 + + + info@seller.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + 123/456/789 + + + + [Buyer name] + + Ansprechpartner Käufer + + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + Auftragsnummer + + + + + Außenstelle XY + + 12345 + [Deliver to address line 1] + [Deliver to city] + DE + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 58 + + + DE12500105170648489890 + + + + 414.2 + VAT + 2180 + S + 19 + + + #SKONTO#TAGE=7#PROZENT=2.00# +#SKONTO#TAGE=14#PROZENT=1.00# +#SKONTO#TAGE=30#PROZENT=0.00# + + + 2180 + 2180 + 414.2 + 2594.2 + 2594.2 + + + + diff --git a/tests/inputs/cii/01.11a-INVOICE_uncefact.xml b/tests/inputs/cii/01.11a-INVOICE_uncefact.xml new file mode 100644 index 0000000..2c28875 --- /dev/null +++ b/tests/inputs/cii/01.11a-INVOICE_uncefact.xml @@ -0,0 +1,195 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + Rechnungsnummer + 380 + + 20160223 + + + + + + 0010 + + + CON-1401888 + Huawei E5573 Mobiler 4G Hotspot sw + + + + 71.42 + + + + 3 + + + + VAT + S + 19 + + + 214.26 + + + + + + 0020 + + + 51001 + Beschaffungspauschale + + + + 10.71 + + + + 1 + + + + VAT + S + 19 + + + 10.71 + + + + + + 0030 + + + 51010 + Lieferkosten + + + + 9.8 + + + + 1 + + + + VAT + S + 19 + + + 9.8 + + + + + 04011000-12352-79 + + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + HRB 123 + [Seller trading name] + + + Auskunft erteilt Ihnen + + 1234567890 + + + seller@test.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + Auftragsnummer + + + + + EUR + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 44.61 + VAT + 234.77 + S + 19 + + + + 20160308 + + + + 234.77 + 234.77 + 44.61 + 279.38 + 279.38 + + + + diff --git a/tests/inputs/cii/01.12a-INVOICE_uncefact.xml b/tests/inputs/cii/01.12a-INVOICE_uncefact.xml new file mode 100644 index 0000000..3b07b8e --- /dev/null +++ b/tests/inputs/cii/01.12a-INVOICE_uncefact.xml @@ -0,0 +1,249 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + Rechnungsnummer + 380 + + 20160302 + + + + + + 0010 + + + CUF-90541432 + Keyboard/Maus - weiß + + + + 12.52 + + + + 1 + + + + VAT + S + 19 + + + 12.52 + + + + + + 0020 + + + CUF-90597289 + MX Master + + + + 63.45 + + + + 2 + + + + VAT + S + 19 + + + 126.9 + + + + + + 0030 + + + CUF-90271291 + Tastatur Deutsch + + + + 47.82 + + + + 2 + + + + VAT + S + 19 + + + 95.64 + + + + + + 0040 + + + 51001 + Beschaffungspauschale + + + + 11.75 + + + + 1 + + + + VAT + S + 19 + + + 11.75 + + + + + + 0050 + + + 51010 + Lieferkosten + + + + 9.8 + + + + 1 + + + + VAT + S + 19 + + + 9.8 + + + + + 04011000-12353-76 + + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + HRB 123 + [Seller trading name] + + + Auskunft erteilt Ihnen + + 1234567890 + + + seller@test.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + Auftragsnummer + + + + + EUR + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 48.76 + VAT + 256.61 + S + 19 + + + + 20160316 + + + + 256.61 + 256.61 + 48.76 + 305.37 + 305.37 + + + + diff --git a/tests/inputs/cii/01.13a-INVOICE_uncefact.xml b/tests/inputs/cii/01.13a-INVOICE_uncefact.xml new file mode 100644 index 0000000..8c9a4fb --- /dev/null +++ b/tests/inputs/cii/01.13a-INVOICE_uncefact.xml @@ -0,0 +1,396 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + Rechnungsnummer + 380 + + 20150109 + + + Bearbeitungszeitraum: Dezember 2014/ 5.01.-09.01.2015 Abschlagsrechnung A 9 + ADU + + + + + + 7 + + + Aussetzen der Kanten Neorokokosofa laut N2 + + + + 400 + + + + 1 + + + + VAT + S + 19 + + + 400 + + + + + + 8 + + + Aussetzen der Kanten am Sofa um 1780 laut N2 + + + + 240 + + + + 1 + + + + VAT + S + 19 + + + 240 + + + + + + 9 + + + Analyse Pigment + + + + 120 + + + + 1 + + + + VAT + S + 19 + + + 120 + + + + + + 10 + + + Querschliff + + + + 70 + + + + 1 + + + + VAT + S + 19 + + + 70 + + + + + + 5.2 + + + Furnierniederlegung 50 % + + + + 140 + + + + 1 + + + + VAT + S + 19 + + + 140 + + + + + + 2 + + + Transport 25 % + + + + 400 + + + + 1 + + + + VAT + S + 19 + + + 400 + + + + + + 7.1 + + + Sofa um 1780 Reinigung der Oberfläche + + + + 280 + + + + 1 + + + + VAT + S + 19 + + + 280 + + + + + + 7.2 + + + Konstruktive Ertüchtigung, Ergänzung eines Beines + + + + 480 + + + + 1 + + + + VAT + S + 19 + + + 480 + + + + + + 7.3 + + + Abnahme der rotbraunen Fassung 50 % + + + + 1600 + + + + 1 + + + + VAT + S + 19 + + + 1600 + + + + + + 9.1 + + + Neorokokosofo konstruktive Ertüchtigung + + + + 400 + + + + 1 + + + + VAT + S + 19 + + + 400 + + + + + + 9.2 + + + Reinigung, Fassungssicherung 50 % + + + + 1200 + + + + 1 + + + + VAT + S + 19 + + + 1200 + + + + + 04011000-12354-73 + + [Seller name] + + HRB 123 + + + [Seller contact person] + + 1234567890 + + + info@seller.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + 123/456/789 + + + + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + Auftragsnummer + + + PR12345678 + Project reference + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 1012.7 + VAT + 5330 + S + 19 + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + 20150124 + + + + 5330 + 5330 + 1012.7 + 6342.7 + 6342.7 + + + + diff --git a/tests/inputs/cii/01.14a-INVOICE_uncefact.xml b/tests/inputs/cii/01.14a-INVOICE_uncefact.xml new file mode 100644 index 0000000..1a8c7bf --- /dev/null +++ b/tests/inputs/cii/01.14a-INVOICE_uncefact.xml @@ -0,0 +1,211 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20180413 + + + Invoice Note Description + AAC + + + + + + 1 + + + Beratung + + + + 143.75 + + + + 33 + + + + VAT + S + 19 + + + 4743.75 + + + + + + 2 + + + Beratung + + + + 143.75 + + + + 42 + + + + VAT + S + 19 + + + 6037.5 + + + + + 90000000-03083-72 + + [Seller name] + + HRB 123 + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller city] + DE + + + seller@email.de + + + ATU123456789 + + + + 138 + [Buyer name] + + HRB 3456 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer city] + DE + + + buyer@info.de + + + DE12345ABC + + + + [Seller tax representative name] + + DE + + + DE124567 + + + + ABC123456789 + + + 65002278 + + + + + 68 + [Deliver to party name] + + 98765 + [Deliver to street] + 4. OG + [Deliver to city] + DE + Bayern + + + + + 20180413 + + + + + Deb. 12345 / Fact. 9876543 + EUR + + 74 + [Payee name] + + + 58 + + + DE75512108001245126199 + + + + 2048.44 + VAT + 10781.25 + S + 19 + + + + 20180413 + + + 20180413 + + + + + 20180413 + + + + 10781.25 + 10781.25 + 2048.44 + 12829.69 + 12829.69 + + + + diff --git a/tests/inputs/cii/01.15a-INVOICE_uncefact.xml b/tests/inputs/cii/01.15a-INVOICE_uncefact.xml new file mode 100644 index 0000000..6c499fe --- /dev/null +++ b/tests/inputs/cii/01.15a-INVOICE_uncefact.xml @@ -0,0 +1,236 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 0000123456 + 380 + + 20171211 + + + [Invoice note] + ADU + + + + + + 0 + + + 1034 + Anforderungsaufnahme + Anforderungmanagament + + + + 850 + + + + 1 + + + + VAT + S + 19 + + + 850 + + + + + + 1 + + + 1035 + Lastenheft + Erstellung Lastenheft bis Abnahme + + + + 2986 + + + + 1 + + + + VAT + S + 19 + + + 2986 + + + + + + 2 + + + 1036 + Pflichtenheft + Erstellung Pflichtenheft bis Abnahme + + + + 2344 + + + + 1 + + + + VAT + S + 19 + + + 2344 + + + + + + 3 + + + 1037 + Entwicklung + Entwicklung System bis Implementierung + + + + 2800 + + + + 1 + + + + VAT + S + 19 + + + 2800 + + + + + 11002002-98765-14 + + [Seller name] + + [Seller contact person] + + 1234567890 + + + contact@seller.de + + + + 10623 + [Seller street] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + [Buyer contact person] + + buyer@contact.com + + + + 12345 + [Buyer street] + [Buyer city] + DE + + + buyer@info.de + + + + 10520 + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + Entwicklung System + Project reference + + + + + 0000123456 + EUR + + 58 + + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 1706.2 + VAT + 8980 + S + 19 + + + Bei Zahlungen binnen 14 Tagen, 2% Skonto + + 20180110 + + + + 8980 + 8980 + 1706.2 + 10686.2 + 10686.2 + + + + diff --git a/tests/inputs/cii/01.17a-INVOICE_uncefact.xml b/tests/inputs/cii/01.17a-INVOICE_uncefact.xml new file mode 100644 index 0000000..1bf3ebb --- /dev/null +++ b/tests/inputs/cii/01.17a-INVOICE_uncefact.xml @@ -0,0 +1,172 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 123456XX + 380 + + 20160404 + + + Es gelten unsere Allgem. Geschäftsbedingungen, die Sie unter […] finden. + ADU + + + + + + Zeitschrift [...] + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + 246 + Zeitschrift [...] + Zeitschrift Inland + + 0721-880X + + + + + 6171175.1 + + + 288.79 + + + + 1 + + + + VAT + S + 7 + + + + 20160101 + + + 20161231 + + + + 288.79 + + + + + + Porto + Versandkosten + + + Porto + Versandkosten + + + + 26.07 + + + + 1 + + + + VAT + S + 7 + + + 26.07 + + + + + 04011000-12345-03 + + [Seller name] + 123/456/7890, HRA-Eintrag in […] + + [HRA-Eintrag] + [Seller trading name] + + + nicht vorhanden + + +49 1234-5678 + + + seller@email.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE 123456789 + + + + [Buyer identifier] + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 22.04 + VAT + 314.86 + S + 7 + + + Zahlbar sofort ohne Abzug. + + + 314.86 + 314.86 + 22.04 + 0.01 + 336.9 + 336.91 + + + + diff --git a/tests/inputs/cii/01.18a-INVOICE_uncefact.xml b/tests/inputs/cii/01.18a-INVOICE_uncefact.xml new file mode 100644 index 0000000..11361a9 --- /dev/null +++ b/tests/inputs/cii/01.18a-INVOICE_uncefact.xml @@ -0,0 +1,233 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + PRG1502112 + 384 + + 20150424 + + + Trainer: Herr […] + ADU + + + + + + Seminar: […] + + + Seminar + + + + 1340 + + + + 5 + + + + VAT + S + 19 + + + 6700 + + + + + + Raumkosten Schulungsort + + + Raumkosten + + + + 300 + + + + 5 + + + + VAT + S + 19 + + + 1500 + + + + + + Reisekostenpauschale + + + Reisekostenpauschale + + + + 90 + + + + 5 + + + + VAT + S + 19 + + + 450 + + + + + + Seminarunterlagen + + + Seminarunterlagen + + + + 20 + + + + 11 + + + + VAT + S + 19 + + + 220 + + + + + 99000000-18188-18 + + [Seller name] + Sitz der Gesellschaft […], Registergericht […], Amtsgericht […] + + HRB 123456 + + + [Seller contact person] + + +49 123456789 + + + xxx@schulung.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + BI123456 + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + PR456789 + Project reference + + + + + Schulungsanbieter + + 12345 + Schulungsort + DE + + + + + EUR + + 58 + + + DE75512108001245126199 + + + + 58 + + DE12500105170648489890 + + + + 1685.3 + VAT + 8870 + S + 19 + + + + 20150420 + + + 20150424 + + + + 14 Tage + + + 8870 + 8870 + 1685.3 + 10555.3 + 10555.3 + + + PRG1502168 + + + + \ No newline at end of file diff --git a/tests/inputs/cii/01.19a-INVOICE_uncefact.xml b/tests/inputs/cii/01.19a-INVOICE_uncefact.xml new file mode 100644 index 0000000..94a4ff6 --- /dev/null +++ b/tests/inputs/cii/01.19a-INVOICE_uncefact.xml @@ -0,0 +1,220 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + PRG1502112 + 380 + + 20150424 + + + Trainer: Herr […] + ADU + + + + + + Seminar: […] + + + Seminar + + + + 1340 + + + + 5 + + + + VAT + S + 19 + + + 6700 + + + + + + Raumkosten Schulungsort + + + Raumkosten + + + + 300 + + + + 5 + + + + VAT + S + 19 + + + 1500 + + + + + + Reisekostenpauschale + + + Reisekostenpauschale + + + + 90 + + + + 5 + + + + VAT + S + 19 + + + 450 + + + + + + Seminarunterlagen + + + Seminarunterlagen + + + + 20 + + + + 11 + + + + VAT + S + 19 + + + 220 + + + + + 99000000-18188-18 + + [Seller name] + Sitz der Gesellschaft […], Registergericht […], Amtsgericht […] + + HRB 123456 + + + [Seller contact person] + + +49 123456789 + + + xxx@schulung.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + BI123456 + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + PR456789 + Project reference + + + + + Schulungsanbieter + + 12345 + Schulungsort + DE + + + + + EUR + + 68 + + + 1685.3 + VAT + 8870 + S + 19 + + + + 20150420 + + + 20150424 + + + + 14 Tage; bitte die Zahlung per PayPal über die angegebene Email-Adresse durchführen + + + 8870 + 8870 + 1685.3 + 10555.3 + 10555.3 + + + + diff --git a/tests/inputs/cii/01.20a-INVOICE_uncefact.xml b/tests/inputs/cii/01.20a-INVOICE_uncefact.xml new file mode 100644 index 0000000..2f4d5e4 --- /dev/null +++ b/tests/inputs/cii/01.20a-INVOICE_uncefact.xml @@ -0,0 +1,215 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567890 + 389 + + 20210125 + + + Betriebsstätte + REG + + + + + + 1 + + + Behältermiete + + + + 110.0000 + 1.0000 + + + false + + 10.000000000000000000 + + + + 100.0000 + 1.0000 + + + + -1.0000 + + + + VAT + S + 19.00 + + + + 20210125 + + + 20210125 + + + + -100.00 + + + + + + 2 + + + Entsorgung + Ersatztext bei Entsorgung + + + + 110.0000 + 1.0000 + + + false + + 10.0000 + + + + 100.0000 + 1.0000 + + + + 4.0000 + + + + VAT + S + 19.00 + + + + 20210125 + + + 20210125 + + + + 400.00 + + + + + 1234567890-54321-40 + + Betriebsstätte + + Reimund Kann + + 0123456789 + + + test@test.de + + + + 12345 + [Street] + [City] + DE + + + seller@email.de + + + DE123456789 + + + + Kunde 1 + + 12345 + [Street] + [City] + DE + + + buyer@info.de + + + DE987654321 + + + + Bestellung XRechnung + + + + + [ShipToTradeParty] + + 54321 + [Street] + [City] + DE + + + + + 20210125 + + + + + 1234567890 + EUR + + 42 + Bank transfer + + 1234 5678 9012 3456 789022 + Postbank Düsseldorf + + + PBNKDEFF + + + + 57.00 + VAT + 300.00 + S + 19.00 + + + Zahlbar unter Angabe der Rechungs- und Debitornummer sofort netto Kasse; fällig zum 04.02.2021 ohne Abzug + + 20210204 + + + + 300.00 + 0.00 + 0.00 + 300.00 + 57.00 + 357.00 + 0.00 + 357.00 + + + + diff --git a/tests/inputs/cii/01.21a-INVOICE_uncefact.xml b/tests/inputs/cii/01.21a-INVOICE_uncefact.xml new file mode 100644 index 0000000..b33c0f7 --- /dev/null +++ b/tests/inputs/cii/01.21a-INVOICE_uncefact.xml @@ -0,0 +1,166 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 18383 + 380 + + 20201127 + + + + + + 1 + + + 1 + Tür Instandsetzung + + + + 62.00 + + + false + + 10.00 + + + + 52.00 + + + + 4.00 + + + + VAT + Umkehrung der Steuerschuldnerschaft + AE + 0.00 + + + 208.00 + + + + + 04011000-12349-88 + + 116078 + Mustermann GmbH + + Wolfgang Muster + + 069-12335 + + + mail@muster.de + + + + 60388 + Musterstrasse 4 + Frankfurt am Main + DE + + + seller@email.de + + + 04523149435 + + + DE152338654 + + + + 10099 + DB Station&Service AG RB Mitte + + Klaus Koffer + + + 10115 + Musterweg 1 + Berlin + DE + + + buyer@info.de + + + DE152138634 + + + 04523249415 + + + + + + + 20201123 + + + + + EUR + + 1 + Rechnung + + DE54500800000192632400 + Mustermann GmbH + + + DRESDEFFXXX + + + + 0.00 + VAT + als gemeinnützig anerkannt + 233.00 + AE + 0.00 + + + + true + + 25.00 + Lieferpauschale + + VAT + AE + 0.00 + + + + 10 Tage 3% Skonto, 30 Tage netto + + 20201227 + + + + 208.00 + 25.00 + 0.00 + 233.00 + 0.00 + 233.00 + 233.00 + + + + \ No newline at end of file diff --git a/tests/inputs/cii/02.01a-INVOICE_uncefact.xml b/tests/inputs/cii/02.01a-INVOICE_uncefact.xml new file mode 100644 index 0000000..eb561bb --- /dev/null +++ b/tests/inputs/cii/02.01a-INVOICE_uncefact.xml @@ -0,0 +1,309 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20180413 + + + Invoice Note Description + AAC + + + + + + 1 + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + 1034 + Beratung + Anforderungmanagament + + 0721-880X + + + + + 6171175.1 + + + 143.75 + + + + 33 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 4743.75 + + + + + + 2 + + + Beratung + + + + 143.75 + + + + 42 + + + + VAT + S + 19 + + + 6037.5 + + + + + 90000000-03083-72 + + 987654321 + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + 123456789 + [Seller trading name] + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + rechnungsausgang@test.com + + + ATU123456789 + + + 123/456/789 + + + + 138 + [Buyer name] + + 90000000-03083-72 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + rechnungseingang@test.de + + + DE12345ABC + + + + [Seller tax representative name] + + DE + + + DE124567 + + + + ABC123456789 + + + 65002278 + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + ANG987654321 + 50 + + + PR12345678 + Project reference + + + + + 68 + [Deliver to party name] + + 98765 + [Deliver to street] + 4. OG + [Deliver to city] + DE + Bayern + + + + + 20180413 + + + + + Deb. 12345 / Fact. 9876543 + GBP + EUR + + 74 + [Payee name] + + + 58 + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 2048.44 + VAT + 10781.25 + S + + 20180413 + + 19 + + + 0 + VAT + 0 + E + VATEX-EU-132-1A + 0 + + + + 20160101 + + + 20161231 + + + + + true + + 0 + 0 + 0 + TAC + Testing + + VAT + E + 0 + + + + + false + + 0 + 0 + 0 + 102 + Fixed long term + + VAT + E + 0 + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + 20180413 + + + + 10781.25 + 0 + 0 + 10781.25 + 2048.44 + 2048.44 + 0 + 12829.69 + 0 + 12829.69 + + + + diff --git a/tests/inputs/cii/02.02a-INVOICE_uncefact.xml b/tests/inputs/cii/02.02a-INVOICE_uncefact.xml new file mode 100644 index 0000000..6f0840d --- /dev/null +++ b/tests/inputs/cii/02.02a-INVOICE_uncefact.xml @@ -0,0 +1,302 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20180413 + + + Invoice Note Description + AAC + + + + + + 1 + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + 1034 + Beratung + Anforderungmanagament + + 0721-880X + + + + + 6171175.1 + + + 143.75 + + + + 33 + + + + VAT + E + 0 + + + + 20160101 + + + 20161231 + + + + 4743.75 + + + + + + 2 + + + Beratung + + + + 143.75 + + + + 42 + + + + VAT + E + 0 + + + 6037.5 + + + + + 90000000-03083-72 + + 987654321 + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + 123456789 + [Seller trading name] + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + seller@email.de + + + ATU123456789 + + + 123/456/789 + + + + 138 + [Buyer name] + + 90000000-03083-72 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + buyer@info.de + + + DE12345ABC + + + + [Seller tax representative name] + + DE + + + DE124567 + + + + ABC123456789 + + + 65002278 + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + ANG987654321 + 50 + + + PR12345678 + Project reference + + + + + 68 + [Deliver to party name] + + 98765 + [Deliver to street] + 4. OG + [Deliver to city] + DE + Bayern + + + + + 20180413 + + + + + Deb. 12345 / Fact. 9876543 + GBP + EUR + + 74 + [Payee name] + + + 58 + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 0 + VAT + 10781.25 + E + VATEX-EU-132-1A + + 20180413 + + 0 + + + + 20160101 + + + 20161231 + + + + + true + + 0 + 0 + 0 + TAC + Testing + + VAT + E + 0 + + + + + false + + 0 + 0 + 0 + 102 + Fixed long term + + VAT + E + 0 + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + 20180413 + + + + 10781.25 + 0 + 0 + 10781.25 + 0 + 0 + 0 + 10781.25 + 0 + 10781.25 + + + + diff --git a/tests/inputs/cii/02.03a-INVOICE_uncefact.xml b/tests/inputs/cii/02.03a-INVOICE_uncefact.xml new file mode 100644 index 0000000..b605c66 --- /dev/null +++ b/tests/inputs/cii/02.03a-INVOICE_uncefact.xml @@ -0,0 +1,309 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20180413 + + + Invoice Note Description + AAC + + + + + + 1 + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + 1034 + Beratung + Anforderungmanagement + + 0721-880X + + + + + 6171175.1 + + + 143.75 + + + + 33 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 4743.75 + + + + + + 2 + + + Beratung + + + + 143.75 + + + + 42 + + + + VAT + S + 19 + + + 6037.5 + + + + + 90000000-03083-72 + + 987654321 + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + 123456789 + [Seller trading name] + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + rechnungsausgang@test.com + + + ATU123456789 + + + 123/456/789 + + + + 138 + [Buyer name] + + 90000000-03083-72 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + rechnungseingang@test.de + + + DE12345ABC + + + + [Seller tax representative name] + + DE + + + DE124567 + + + + ABC123456789 + + + 65002278 + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + JVBERi0xLjUNCiW1tbW1DQoxIDAgb2JqDQo8PC9UeXBlL0NhdGFsb2cvUGFnZXMgMiAwIFIvTGFuZyhkZS1ERSkgL1N0cnVjdFRyZWVSb290IDEwIDAgUi9NYXJrSW5mbzw8L01hcmtlZCB0cnVlPj4+Pg0KZW5kb2JqDQoyIDAgb2JqDQo8PC9UeXBlL1BhZ2VzL0NvdW50IDEvS2lkc1sgMyAwIFJdID4+DQplbmRvYmoNCjMgMCBvYmoNCjw8L1R5cGUvUGFnZS9QYXJlbnQgMiAwIFIvUmVzb3VyY2VzPDwvRm9udDw8L0YxIDUgMCBSPj4vRXh0R1N0YXRlPDwvR1M3IDcgMCBSL0dTOCA4IDAgUj4+L1Byb2NTZXRbL1BERi9UZXh0L0ltYWdlQi9JbWFnZUMvSW1hZ2VJXSA+Pi9NZWRpYUJveFsgMCAwIDU5NS4zMiA4NDEuOTJdIC9Db250ZW50cyA0IDAgUi9Hcm91cDw8L1R5cGUvR3JvdXAvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCPj4vVGFicy9TL1N0cnVjdFBhcmVudHMgMD4+DQplbmRvYmoNCjQgMCBvYmoNCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjEzPj4NCnN0cmVhbQ0KeJytj0FrwkAQhe8L+x/ecaaQzWyycTcgQk2sWBAsDXgQDx7WINpAm/72npsED8VzB+bwmDcz70O6w3yebqtNDVkssKwrfGolRsYKwVsIirIweYbgrCkzfEWt9k/otFo2WqUvFtYacWjOWo1ugYUXEzIHPxPjA5qPwbd+92j74TTaSYW7Wmt1oJoTR6ceVw70w0lBHedTf0f2hMhJTpeOC4pcEp47dnQ7tTyjiHHUxwtbmRYM+IjmVavVEO5Nq3+AycSaUP6FmRju0R/+YbWt8AtH80VUDQplbmRzdHJlYW0NCmVuZG9iag0KNSAwIG9iag0KPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvTmFtZS9GMS9CYXNlRm9udC9BQkNERUUrQ2FsaWJyaS9FbmNvZGluZy9XaW5BbnNpRW5jb2RpbmcvRm9udERlc2NyaXB0b3IgNiAwIFIvRmlyc3RDaGFyIDMyL0xhc3RDaGFyIDI0Ni9XaWR0aHMgMTcgMCBSPj4NCmVuZG9iag0KNiAwIG9iag0KPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250TmFtZS9BQkNERUUrQ2FsaWJyaS9GbGFncyAzMi9JdGFsaWNBbmdsZSAwL0FzY2VudCA3NTAvRGVzY2VudCAtMjUwL0NhcEhlaWdodCA3NTAvQXZnV2lkdGggNTIxL01heFdpZHRoIDE3NDMvRm9udFdlaWdodCA0MDAvWEhlaWdodCAyNTAvU3RlbVYgNTIvRm9udEJCb3hbIC01MDMgLTI1MCAxMjQwIDc1MF0gL0ZvbnRGaWxlMiAxOCAwIFI+Pg0KZW5kb2JqDQo3IDAgb2JqDQo8PC9UeXBlL0V4dEdTdGF0ZS9CTS9Ob3JtYWwvY2EgMT4+DQplbmRvYmoNCjggMCBvYmoNCjw8L1R5cGUvRXh0R1N0YXRlL0JNL05vcm1hbC9DQSAxPj4NCmVuZG9iag0KOSAwIG9iag0KPDwvQXV0aG9yKFdFSVNTTUFOTiBNYXJjZWwpIC9DcmVhdG9yKP7/AE0AaQBjAHIAbwBzAG8AZgB0AK4AIABXAG8AcgBkACAAMgAwADEANikgL0NyZWF0aW9uRGF0ZShEOjIwMTgwNzI1MTI1OTQyKzAyJzAwJykgL01vZERhdGUoRDoyMDE4MDcyNTEyNTk0MiswMicwMCcpIC9Qcm9kdWNlcij+/wBNAGkAYwByAG8AcwBvAGYAdACuACAAVwBvAHIAZAAgADIAMAAxADYpID4+DQplbmRvYmoNCjE2IDAgb2JqDQo8PC9UeXBlL09ialN0bS9OIDYvRmlyc3QgMzkvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyODQ+Pg0Kc3RyZWFtDQp4nG1RwYqDMBC9F/oP8wdjrMIulMKybdmlVESFPZQeUp3VUE1KGqH9+03UYg4LIZk3897LZMIiCICtIGbAbBDYw673EFgIUfgGLIbI1tZrTB0tgAxzTLF43ghzo/vS7Frq8HCC4AyY1jBwNpvlYpQELwnX5j8Vc/dnZ5gUHqPQRJlSBjPV0pHfXGPOyzqRHKquR5dxNqvRxqsm9DAHegKbrPfWSypDmLhtJ6sZFJZ6UQ/MqTT4RbwiPcZO84q/ZSsk5Q13HbrEh7QO3AglJ6yN+OU2GNCP0teLUlfcqrLvbE9D5t4QmXEYR15q5eHPxu4e3greqtpL5K2oyOOO91harXmHe1H3mqa3Jn13P7mPjefpzrNeLv4ATdCbvw0KZW5kc3RyZWFtDQplbmRvYmoNCjE3IDAgb2JqDQpbIDIyNiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDI1MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1NzkgMCAwIDYxNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDQ3OSAwIDAgMCA0OTggMCA0NzEgMCAyMzAgMCA0NTUgMjMwIDAgNTI1IDAgMCAwIDAgMzkxIDMzNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1MjddIA0KZW5kb2JqDQoxOCAwIG9iag0KPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAxNDY2NzUvTGVuZ3RoMSAzNDE5MzI+Pg0Kc3RyZWFtDQp4nOxcB3hUxdqeOWdbtiS7ySYk2SS7YUkoSwidgEiWNHoJsJhQE1KBUAQiiJRYAI2g2Lti94pls6AG7L1cxYa9cvVarmIFCyX7v3O+nVAE9bm/3vv7/Pvtvud9v2/KmZkzM2eCMYwzxpJw0bGKookjht2b9Gwd06e9xFjqu8UFRZPm5tj3MZ57NWOG1cUFowsT9lz1HOPddYyplw8rKi6Z/MMcD1N8dqTbh40fN7Gx6v0SpvRC7IvgsImBAuOn5yUz3n8FY3suHDcxt/cVj06/hzH+Ge5aUTWvcmH2ntxzGBsHV/2u6pQlnm0L3+zH2BorY/oHahfWzVv1vjqAsQl7GLP56ioXL2QZzMu4Dz6z1zWcWusbkNbIWPMzjA0J1ddUVu99yGhE/Q1I71+PgO1O+2L4N8HvVD9vybKvp6X0ZUwZztjo1rk1i+b3vXvg3Yzt34n0Aw0Lqip3zX35TsaeRXt7T55XuWxh97jsLiiP+plnXs2SyndvTBuH/qSJ9s+vnFfTedP63iiK8cpVFy5YvCTsYmvRPlGfZ+GimoUJdR1TkNWD23/BxFgbet50UeIN22fGDd7LUkxM2P1frHhe8M7tsR/t33ewKeZLU3+4MUxhZChnYG2MP2HetH/fvk0xX2o1HWa23iKS0o1dxOxsGdOjpJ3lsnWMxffHfRWkqjof34gUk/4KfR9UmUGsvsTWKszElDi9oig6VdF9yLqFH2GdTtNaABsz0eNhfsaynqc2GK9Vsj2Mh0Waep8+VvSUOXWxh1rDX8R0uh7P6Q803Zfsjj+yvj/bDG/8tdr7R5q6B7PvDzRdDbv+iPqbjvR/tewZrOHX0vmXv14X0h1Hx9RnqYzy4bHLGgzset0Fx07T3c5qf0/sWKbuPmocxrERx8xXztJ+T31/hqmvsWl/Zv26vqziiPvtZ9P/zPv9p0x9gvU7OnZ0X482/jpb81v1Is8Vx7zfjYfix8sTacPx0/LYlN8TO5Ypzx1Zr5rJSo+VT3/XkXHlLpb5i3s2/jJ2rDz6BMpneOu38/+ePH+WKXewonb9TzZcaWXDNH0Z6yaYV7HKiN/AZ9D+pnzCGoBiWY7/AL8nK+Af/bHv4X/H1E4RLvnP3hfzmvEd/9l7Ri1qUYva8Uy5ipuPm1bBdh83Tc8u+3Na9H/f1H7s3P92G6IWtahFLWr/vuke/X3/zvFrpuw99G8b6ih23m/ec95v54la1KIWtahFLWpRi1rUoha1qP3/tMN/xhQW/TkzalGLWtSiFrWoRS1qUYta1KIWtahF7a9v/Li/5R61qEUtalGLWtSiFrWoRS1qUYta1KIWtahFLWpRi1rU/oKmRpBGf1WNW+FBqQrTsW8Q6M08UPFQNtaR9WBDWREbwypZDatjs1kDW8CWsE3sNvYD75XePb1n+kBPjGd11vNh7S+koYznsDLVWpm5bD5bdJwyPLwX9+4Wfjy8M/yj9veePmd7qKHhKj6TrWf9vlgnPrs776r84MTIX4LrcVh/umjXbHC34/VYHalexlN5Bm/gC/gpfCVfzzfyK5mB/6Cl/3D035eDr0T+Gp3Cft34oTsc5+Zlv1EDmU67Jv8iXvSLyLGbobVT9BHX8cB08VcB+QJc0V8tjfr8hxk/47fzKMb/xQ3U/0XZ4xqv/X83y5l/yto1SxYvOnnhgvnzGubOmV1fV1tTPWvmjOnTpk4pLwtMmjihdPy4sWNGjxo5YviwkuKiwoKh/vwhJw4+YdDAvAH9++X2yOneJTurk7ejO9npsMfZLOYYk9Gg16kKZ92LvSUVnmB2RVCX7R0+PEf43koEKg8LVAQ9CJUcmSfoqdCyeY7M6UfO2qNy+imnvz0nt3sGs8E53T3FXk/whSKvp5VPKS2D3lDkLfcEd2t6jKZ12Zpjg5OZiRKe4uT6Ik+QV3iKgyWn1DcXVxShvhaLudBbWGPO6c5azBZIC1Swi3dhC+8yhGtC6VI8qEVhJpu4bVDNKq6sDo4vLSsucmVmlmsxVqjVFTQUBo1aXZ7Zos3sXE9L90ea17fa2awKn7XaW105rSyoVqJQs1rc3Lwu6PAFu3qLgl2Xf5yMLtcEu3uLioM+LyobNaH9Bjyoz7J7Pc17GRrv3f3lkZHKSMSQZd/LhBRdbB8mpEvN0Da0EP3LzBRtObfVz2bBCTaVlpHvYbNcIebP9ZUHlQqR8ohMSQyIlCaZ0l68wpspHlVxReR7Sn1ysGmWJ6c7Rl/7ZuGLdE9Qza6YVVUvuLKm2VtUROM2qSzoL4LwV0b6WtzSMxf5KyvQidliGErLgrnehUGnt4AyIOARz2D2xDKtSKRY0FkYZBVVkVLB3OIi0S5PcXNFETVQ1OUtLdvG+oQ/bOnrcW3pw/qyctGOYFIhHkp2cXNZdW3QXeGqxvys9ZS5MoP+cgxfubesplw8Ja892PVD3C5Tu6NWCn07KrfMLHpuzDJ5yhSXWi6eFgKeEly8BYORYMfj0lzxRAsGe8q4i8lsuEskh1BH1ANHzSocLpJUUbRwuCuzPJPsV5rkirRJnxU0HVaXHYH2NtF9jts0yi0a1NVTXFN0WAOPqFQfaWCktmO3UxFjEbkxSpjE4xwuk9QsrFzEFFSjhcRTTPYE2XhPmbfGW+7FHPKPLxN9E2OtPd9RE72jSqeUaU87MksmHeFReh55QZaJZOkohZiDJT6XfKyaP0zz293hRyWPkMle0a7m5uoWpmaJqexq4ZrQF55bHhznK/cGZ/m8maKdOd1bTMyaOamiEGu1BNudt6TS67F7SporW8NNs5pb/P7mhcUV9YOwLpq9I6qbvRPLBru0xk8oW+laLu4dz0bxUZMKUJXCClq8/OzSFj8/e+KUsm12xjxnTyoLKVwprCgob+mEtLJtHrwAtKgioiIoHI9wRE0T4Ji0/K5tfsaatFSdFtD8qlbOtJhJxjiralUoZqcbZWs38uOsVNWqoxS/zK1DzESxJsrdJZLbhBS7SNnO8CJhWiJZCxMD7Dfr/SZ/jN+q2BQMqQiFENmOvDGcbbFyG3e1oM4JWriVN7XE+F3btJomRHI2IaeINbXH0HKR7bCKcD/qeOBQDwJTyrZYGerXrshRIAyzMLkecwjvk2JPtZh/K8rrmyvKxe7BkjBX8eVB7h3Cgop3CFpssAbN3pqCoMVbIOL5Ip5PcYOIGzHzeRLHwxabbnOFFxsxVkwZc3Faa6qo0tMaDk8qy3zBtbs8E2tpGjClLBjjw8tNnzUS+YYJVCA8LNhUVSnawQJloqwxa0RVOdalrBBZRgRjUENMpAbkKNHKiPWGQlWYa5VeTSKMraOpPFjuEzctm12urVd7kA33DgoasqlOfba4UW55c7y3t7b5YK2bs9YJikHb2MQyirjg4mblNEhGK1pe5UVSVYWH5shErGV6WZhdFKnBnq/LrtFgdkUSmeiWmmWxmYMxPVAhvkJbeog9R59lLC+nxmveukgG3NsetKBF2YcNZaQARgdJI0Rb8F2Hpoqsj4pqSlvZBO8ybJ2i0VpNRiQHbVkjKvF2o/IWRLx5srBJbIKWSB1PUNQoem7FuGNLaA3f6j018zDD3iHefmL+Mdc2LFRW3nx0IDjVl9PddHTUpoWbm022Yxeg8TLZ2lkLKllV4q0AFhNOm2+eYvGq9I5sUcb6NOYaN4/04g2iZAngoKNi+WR6qstFLjR5vLaXHTcTPyyTeE1rlTfbT5Aej3j0MJuDdUe69e1uiQAOg1k96AyBroi9FnNljivYgJkps4gn4mn22L2DvOKiFR4mUIGH1L4sMP0x68SiaarylM3CZEeFJRXNJc3iiFpVGRm2yJ2C831HVIl1wTF5UJHoTrBpvKei3FOBoykvLcvMdGE1gj21OKd6K8WrYDz1Z/wU7ahS2SymOMNJpdwVNOLFVFtZ483EGyQodiAafdFGXWTZMFdzs7c5qK3bEmRG9dlYdiME4bvQ562sEUfoWnGCrtHKlqC52uiI2lzFXqzlGoS1scTAYeubJS5VzeKAPr3Ch5FwNMc3ewY2YwuejreHLrtqcgVeVeKN5NEedaULHgZhhPDKURFljMkSGWkJiNbM87VMN2YdimjfBT7KbNJqRcsmlAXHyyzaehLiZF9Q6ZCHRNF5PmFKmdynVJE8AsPrx6xyidKeoDKpLPJ4tPIjRFGXfGBUDBHtHRJZX+1vG/kemubCmB43jpeDOnSi8ozyFMtjbuXpCL/H8pS3WUB5C/wG+M0Ivw5+DbwT/Cr4FfDL4IfBD4EfBD/AAkynvMP6ApMAtV1VAzcBOwE9m4uaOLOgPGdO5TFWBFQDS4CLAT3yPoS0m1AjZx7lrK0xyXwkHuiZUpwhxelSNEmxWopVUqyUYoUUp0mxXIpTpVgmxVIpTpGiUYolUiyW4mQpFkqxQIr5UsyTokGKuVLMkWK2FPVS1ElRK0WNFNVSVEkxS4pKKSqkmCnFDCmmSzFNiqlSTJGiXIoyKU6SYrIUASkmSTFRiglSlEoxXopxUoyVYowUo6UYJcVIKUZIMVyKYVKUSFEsRZEUhVIUSDFUCr8U+VIMkeJEKQZLcYIUg6QYKEWeFAOk6C9FPyn6StFHit5S9JKipxS5UvSQIkeK7lL4pOgmRVcpukjRWYpsKbKk6CSFV4qOUmRK4ZHCLUWGFOlSpEnhkiJVihQpkqXoIEWSFIlSOKVIkCJeCocUdinipIiVwiaFVQqLFGYpYqQwSWGUwiCFXgqdFKoUihRcChYRPCxFmxQHpTggxX4p9knxsxQ/SfGjFD9IsVeKPVJ8L8V3UnwrxTdSfC3FV1LsluJLKb6Q4l9SfC7FZ1J8KsUnUvxTio+l+EiKf0ixS4oPpfhAiveleE+Kd6V4R4q3pXhLijeleEOK16V4TYqdUrwqxStSvCzFS1K8KMUOKV6Q4nkp/i7Fc1I8K8UzUjwtxVNSPCnFE1I8LsVjUjwqxSNSPCzFQ1I8KMUDUtwvxXYptknRKsV9UtwrxT1SbJViixQhKVqkCEpxtxR3SXGnFHdIsVmK26X4mxS3SXGrFLdIcbMUN0lxoxQ3SHG9FJukuE6Ka6W4RoqrpbhKiiuluEKKy6W4TIpLpbhEiouluEiKC6W4QIqNUpwvxXlSbJBivRTnStEsxTlSnC3FOinWSrFGCnns4fLYw+Wxh8tjD5fHHi6PPVwee7g89nB57OHy2MPlsYfLYw+Xxx4ujz1cHnu4PPZweezh8tjDF0khzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLs8/XJ5/uDz/cHn+4fL8w+X5h8vzD5fnHy7PP1yef7g8/3B5/uHy/MPl+YfL8w+X5x8uzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLo89XB57uDz2cHna4fK0w+Vph8vTDpenHS5PO1yedrg87XB52uGFW4RoVc4KZQxx48wcykgEnUHe6aGMQaAm8lYTrQplWEEryVtBdBrRcqJTQ+lDQctC6YWgpUSnEDVS2hLyFhMtouDJofQC0EKiBUTzKcs8ogaiuaG0YtAcotlE9UR1RLWhtCJQDXnVRFVEs4gqiSqIZhLNoHLTyZtGNJVoClE5URnRSUSTiQJEk4gmEk0gKiUaTzSOaCzRGKLRRKOIRoZcI0AjiIaHXCNBw4hKQq5RoOKQazSoiKiQqIDShlI5P1E+lRtCdCLRYMp5AtEgKj6QKI9oAFF/on5UWV+iPlRLb6JeRD2pslyiHlQuh6g7kY+oG1FXoi5EnanqbKIsqrMTkZeoI1WdSeShcm6iDKJ0ojQiF1FqKHUsKIUoOZQ6DtSBKImCiUROCiYQxRM5KM1OFEfBWCIbkZXSLERmohhKMxEZiQyhlPEgfSilFKQjUimokMeJmEY8TNSmZeEHyTtAtJ9oH6X9TN5PRD8S/UC0N5Q8CbQnlDwR9D153xF9S/QNpX1N3ldEu4m+pLQviP5Fwc+JPiP6lOgTyvJP8j4m7yPy/kG0i+hDSvuA6H0Kvkf0LtE7RG9TlrfIe5PojVCHk0CvhzpMBr1GtJOCrxK9QvQy0UuU5UWiHRR8geh5or8TPUdZniV6hoJPEz1F9CTRE0SPU87HyHuU6BGihyntIaIHKfgA0f1E24m2EbVSzvvIu5foHqKtRFtCSfmgUChpKqiFKEh0N9FdRHcS3UG0mej2UBL2a/43quU2olsp7Raim4luIrqR6Aai64k2EV1HlV1LtVxDdDWlXUV0JdEVRJdTgcvIu5ToEqKLKe0iquVCogsobSPR+UTnEW0gWk85zyWvmegcorOJ1hGtDSVWgtaEEmeBziI6M5RYCzqD6PRQYgDUFErEZsxXhxL7g1YRraTiK6jcaUTLQ4nVoFOp+DKipUSnEDUSLSFaTFUvouInEy0MJVaBFlBl8ynnPKIGorlEc4hmU7l6ojpqWS0VryGqppxVRLOIKokqiGYSzaBOT6eWTSOaSp2eQlWX043KiE6i5k6mGwWolklEE4kmEJWGnH7Q+JBT3GFcyCmm99iQ80zQmJAzBzSasowiGhly4lzAR5A3nGgYBUtCzlWg4pBzHago5FwNKgw5m0AFofgS0FAiP1E+0ZBQPN7v/ETyBocc5aATiAaFHGJqDCTKCzmGgQaEHGWg/iHHFFA/SutL1Cfk6A7qTTl7hRyiYz1DDrE2c4l6UPEcukN3Ih9V1o2oK1XWhagzUTZRVsghRqkTkZfq7Eh1ZlJlHqrFTZRB5dKJ0ohcRKlEKSH7dFByyD4D1CFknwlKIkokchIlEMVTAQcVsFMwjiiWyEZkpZwWymmmYAyRichIZKCcesqpo6BKpBBxIuYPx81yC7TFVbkPxlW7D0DvB/YBPyP2E2I/Aj8Ae4E9iH8PfIe0b+F/A3wNfAXsRvxL4Auk/Qv+58BnwKfAJ7F17n/G1rs/Bj4C/gHsQuxD8AfA+8B78N8FvwO8DbwFvGmb637D1sv9Ovg1W4N7py3b/SrwCvTLNp/7JeBFYAfSX0Dseds899+hn4N+FvoZ2xz307bZ7qds9e4nbXXuJ1D2cdT3GPAo4A8/guvDwEPAg9aT3Q9YF7nvty52b7cucW8DWoH7EL8XuAdpW5G2BbEQ0AIEgbstp7rvsix332lZ4b7DstK92bLKfTvwN+A24FbgFuBmS477JvCNwA0ocz14k2Wu+zroa6GvAa6Gvgp1XYm6rkBdlyN2GXApcAlwMXARcCHKXYD6NprHus83j3OfZ65zbzDf7F5vvtW9Rs1yn6Xmuc/kee4zAk2B0zc3BVYHVgZWbV4ZsKzklpWulaNWnrZy88p3VvrjDeYVgeWB0zYvD5waWBpYtnlpYLuyltUqa/yDA6dsbgzoGp2NSxrVPY18cyMvauQ9G7nCGu2NnkbVuiSwKLB486IAWzR+UdOi4CLdCcFFHy5S2CJubg0/smWRK6ME7F+xyGYvOTmwILBw84LA/Np5gTlo4Oy8ukD95rpAbV51oGZzdaAqb1agMq8iMDNvemDG5umBaXlTAlM3TwmU55UFTkL+yXmTAoHNkwIT80oDEzaXBsbljQ2MRXxM3qjA6M2jAiPzhgdGbB4eGJZXEihG51maPc2TptpFA8amoSXMxQt6uvyuD13fuHTMFXQ94lLj41LdqUrXuBReOC6FL0hZnXJ+ihqX/GKy4k/u2r0krsOLHT7o8HUHXYK/Q9ceJSzJnuRJUhNF35LGTCrROL+IuFc/ra/uJG92SVwij0t0JyrFXyfytUzlHs4Zt4NUE/Js5YnuEvVBLn7pTs8438gm+Ua1mtiEUUHT+KlBfnYwa6K4+kunBA1nB1lgytSyFs7PK9d+JyHoFL9UovlrNmxg6QWjgukTy0Lqpk3pBeWjgk1C+/2aDgvNkKXcN2Nx42Jfmf9E5vjQ8Y1DTXzY/qJdiYvjcXHhOMUfh8bHxbpjFXEJx6r+2F4DSuJsbpsiLmGbmuS3ISL619k6flJJnMVtUQL5lnEWxW/JLyzxW3J6lvyin1tEP+nOviUzcJmxeIlP+8Ir543C9Ymo+C5eAl98GjWf+X7VKBto5mLYEhlc8uul/q8b/2834K9v9Js8Q8PKWaxaORM4AzgdaAJWA6uAlcAK4DRgOXAqsAxYCpwCNAJLgMXAycBCYAEwH5gHNABzgTnAbKAeqANqgRqgGqgCZgGVQAUwE5gBTAemAVOBKUA5UAacBEwGAsAkYCIwASgFxgPjgLHAGGA0MAoYCYwAhgPDgBKgGCgCCoECYCjgB/KBIcCJwGDgBGAQMBDIAwYA/YF+QF+gD9Ab6AX0BHKBHkAO0B3wAd2ArkAXoDOQDWQBnQAv0BHIBDyAG8gA0oE0wAWkAilAMtABSAISASeQAMQDDsAOxAGxgA2wAhbADMQAJsAIGAA9oBsaxlUFFIADjFVzxHgbcBA4AOwH9gE/Az8BPwI/AHuBPcD3wHfAt8A3wNfAV8Bu4EvgC+BfwOfAZ8CnwCfAP4GPgY+AfwC7gA+BD4D3gfeAd4F3gLeBt4A3gTeA14HXgJ3Aq8ArwMvAS8CLwA7gBeB54O/Ac8CzwDPA08BTwJPAE8DjwGPAo8AjwMPAQ8CDwAPA/cB2YBvQCtwH3AvcA2wFtgAhoAUIAncDdwF3AncAm4Hbgb8BtwG3ArcANwM3ATcCNwDXA5uA64BrgWuAq4GrgCuBK4DLgcuAS4FLgIuBi4ALgQuAjcD5wHnABmA9cC7QDJwDnA2sA9YCa1j10CaO9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/vkiAHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARzrn2P9c6x/jrXPsfY51j7H2udY+xxrn2Ptc6x9jrXPsfb/2/vwX9zK/9sN+IsbW7z4sIOZsOSZMxhjxmsZa7voiP+LZDybwxazJnzWsg3sIvYwe4fNYmdCXcE2sVvY31iQPcqeZW/83v/j5vdY26n6ecyq3scMLIGx8L7w7rZbgFZ97GGRi+Al6DyHImF7+KujYl+1XRS2t7Ua4plZK2tTXkH0e34wvA+vXPjh/sJX1kHHaSW+NV7bdnfbrUeNQSmbwqayaWw6q2CV6H81q2ezMTJzWQObx+Zr3nyk1eFaC28mcmF70fShXAvYQmARW8Ia2Sn4LIReHPFE2sma38iW4rOMncqWs9PYCrYycl2qRVYgZbnmLwNWsdV4MqezMzQlmSJnsrPYGjy1dexsds6veue0q2Z2LluP53weO/+4esMR3kZ8LmAXYj5czC5hl7LLMS+uYlcfFb1Mi1/JrmXXYc6ItEsQuU5TIvUB9hS7h93F7mb3amNZhVGjEZHjUquN4UKMwQr08MzDWkzjt7R9tFah76JvzZGeLkP8jMNKnBIZR5HzTOSkWug5iFpWHjUSG9EH0od6RN4lWv8PRQ8flV+LyvG4+rCRuUrzhDo6ejx9KbsGK/B6XMWoCnUDNKnrNH14/Nr2vJs0/0Z2E7sZz+JWTUmmyC3Qt7LbsLZvZ5vZHfgc0ocr4rvYndqTC7IWFmJb2FY8yXvZfaxVi/9a2rHiWyLxUHtkG9vO7scMeYg9gp3mMXxk5EHEHo5En9Bi5D/GHocvcpH3FHsaO9Rz7O/sefYiexLeDu36DLyX2CvsVfYGt0G9zD7H9SB7Sf8xi2VD8eP/dozz1WwGm/FH7m5Hmz6VJbJN4Z/CS8M/qcNZLZ+EA+QdeEpb2Xr8xD7/UE7uZmbdP5iTbQ3/oE4Ddzn4tr6+7Ybw10yPXXOx+gp2OZUZ2UA2ho1llwXX+MoeYDacUpLYIH7PPYlFRaYc40M4gSjMgzOMiXFe6I/TKbb7UlPzvff1M2xQHSNaec7WfOMGnM7zD75/cEfuwfd3xw/M3c1z39v1/i77tzscA3P77Nq5q1dPl9+ZaruvAUX7ee9r6KcaNjSojnxR3h/TkO9XjBsaUElyvi91h29Hrm+HD9X4evYq545MhwZnrGI0Og3ejj2Ufp2z+/fp03uI0q9vtrdjrKLF+vYfMETt0ztDUZ0yMkQRPldfOTBFHXfQoKzy5k/uo89IjXPaDHolLTk+Z3CWfeLUrME90o2q0aDqTcYuAwo6jmoo7vi20ZGemJQebzLFpyclpjuMB9/Rx+77Th+7v1DXsP9i1XDCtPxO6uVmk6IzGFozklO6nZA5YnJcgl1nSbA7kkzGeIe1S9G0g2sT00QdaYmJVNfBMRhOb3ifbpXeyTqybPauGPdtrFP4s61WOx/tbY2I7NbwN1stEBYpzBD+VKGy7OJq065W7ervwrNEcncLH9PJm521x2qxJndM95ptPElnZVa7Vbnb+7D3Ra/qtXqt8ekT4gP6AMvPz48fODA3d/p0R4eBDkhHH/vu3o4+vXpy3/TI29/nc/kzUKU1a0/D4XUeXk+yrKi9Gh9qwcPLSkoyaE+ss5qpxqrejtnZ/QdwekwdjF41U9do4vYstzsrIUa34OAnc1RzgjctPSuOm3hIZ0vpnOHplhqrO41/wB87MckVq1ON1hh+QtuzMbYYnT7WlaQLWWJNqmqKs2w4eBpG9g7GdOdjXsczN7tcjKw/PT+TJyTb+ZgEexwuThsu8VZckjFUCffjB2PGUsOfbUGOVIzglrgI2zT+YYtV48+2IHfq/fgRNoYlc2sottTVyrNb9JNY/u58zPZd2mDtJOrVc7qrJTa5lVu3NsSW6kXOUAOyYnLna1NaTNDMjtn9HH3798nEUBj79lC8XoeY0brzJ9/8zS1tX3Xo2rUDz7rts2tK7+m74Pa1d7esuH3RQOXK2/bfPMHdWXdGZ/dJN352xex7zhp5wDGk6VHG2R3hfQYfej6Yva71214xZOEQxdazZ4fcXHOP5GStE7+nk62KAw+8l9VqFqNmFqNmtiOj2YxcZjFq5u0YBxZ+xJ8Ch3XqX2pJ7mDLTe7Vw+DuUuoOyKmVH4/Z0Cef5+700bhgTtjblWPgibl9+oi5Nh1bwzHrSD5UiZhLclk7vFxMJUwq7nW0B/uKHQGzivcR80vIRIPP5HSndMhMMCltfVRLYrozMcNpUdqGcZPTk5LsSTB2d9V7enZKjuFL9XytJdWdnTIvzpVgTTVZjXq90WrS1e2/2Gg2qjqj2YBlf0V7/JZunaypXVwHTlJvyeiWYolJSE/E7LOH96kf67JZJ9aFnSyewj3JHTpbs22tCvfHdMj2IG7JNrcqJ/jtLDsrvVvnn6xYQzXx9fp6Wou5u7F8eEpu8s5djoED4wem2t8jIfZPO0pYO//UcKgMrbtcHwodsdg6ZxqPXGw6bbGpbxtVe3ZmZpbTpJ7U5p+gMyd0Skv3xiomPltnTe6ckeJNjreY1JXK3bxucBIWnmqwxuz+IsZqUvWxaYnqk5ZYo8qxTVpNTW1m8fcNrmdMPYAztFhvQ+gNkqAMFEtKcfpjYpJ/jq12/ayvk6uEXgTW2OSfG2Kr9a6fG5B0xKrwHntVqAdGND+zYb+zUycndzQ/emZRsEtgXcMFG2vXlndX3OufXzs0PVO9KTO9+KyHV01YXzfowFe9ai4Tf19BtC8W7evOykTrWlI7t6JhzhhPgieBxaT+mJ1tSPnJVt35JwO1kd5dL4i9zL6rt2hsQnbqjw3IZkv5qcFWbcD4GyJtjrygso5ezYlawHGURDOMFsPBT0UflHijxaiDb2yr4HVGi9jBoK/gtxoQL4pPdRipP0a7Kz4+Jc7U9rzRnprgSLEb22422lNEzxrCX6lf6XozP1soerYlIyMuWfwuDusS16rk+c39vHtT9Pj0NIv/GDmo1tnK41t6zo70UvRPeyBPYH7lin5aUrx7G7QCg0SJrQ2DanuKMqEGFIr0F6XanxTmmXj1Jjoz8JLtP8DR/sbN7J2U6HAajLRGIy9hnfqV3hiji+s1et7oyc2VfQdUnVPao7Lzl3Ic+Mwkj92ROX7S5K6rn10/YtzGZ08rXBQY4DSr6xNcdlN6VvrgOZeUz7q0rl9SIs/AEIhhMaa726qc6cb41ATL6PVPLV+9Y+O4RLc7wa09+fA+PgprMZF1ojcsU5xbzfYabamh5+jzFs3DIjpid4mcGhL5KG2XyHSaYpye5BSP09RBtlb93kDKwMJh5sCdpunXKNk4jTJmULIdkfurG3D/PDaD7u9VKrbm5CTl9XlIORFvfovixEHLrFT5bSypS01HiyOtxtG+EQwU2ybOT7135WKaaavGcnimyBv38JZ35o5f9MERedeKeWjkPENVN5gSvClpnTrY9G2rZP9Mzkytf3yBIS7Jk5zaMSFGNVhi2m7lSw0mg5pstBrFi9ekOA5+bfrFELT1488hqoqowRLrsLQtbosxxdrMkfWnvIVRSGZ9aRQS8BSY0VaDqRXbotMWHdab9jRsNToRDTXoaIFpfTNElpbskFhKylv2uDa3s9OhdostubhTJhbN87JZB043Olz0HPQ12AHy2BzRgq3dE3M649Uc9sd0tOWac3I69jULz8E69qvOSbKo6dnV6fX2yIMQbx/tSfSOx+sKA45NAfuxeBxxR2eXb6uj31WRPfl/2PsS6Diqq81XVb3vi3rfqtXqTS11q1ut3ZZasiy1NsuWd2zZli3ZyJQ2S7bBGJKYJeEnCwYcfkjOTDgnk2TOTAI2BhzIxhmRdUyWn2EGAgST/IQlSkJyfkjmx9Lc9+qVuiUvccjk/OfkyNd69arq1Vu+e9+999163X01W2W3yUeUVt7h4i1Kdv5uWSgGXqOam3+QVVp4lytgUUacQqAiCIYqLmMyOlcw7t3vKivI49EPbtfpOIVawR3/4K7Fq98r5bGRuphlv+8vd2v5Ukkufw8caUK9RCMGLXhDl1dWdY75EYiit3ZEW+7ghx3XcweKRTFD1aG2+P4SKVRg5R1lIpFoqARz6pLRWu12R3WSKzCT+32pezoQMc2/GeuPMgzLKM1eu9OHR3vc7Ckxq+YTm+MsA/8UFq/D6TMr2kr5QJDV9jzUW9rd01168VvFY1UZnab5sg0PD8Q2b94SY/4NrJRMBgm2U/sXfitrB21pRVGUx+P+Niphm2C6+iHVIBdjPGPcHzrHGE/LR5cYq9NGF1w9Kxj3y/Ft8ONGl1qsooUGMViLOhF8ufbWj3zj2LEnb17V9tFvHDv8+PHcmWD3jdu23dQT4nvgeKw3yPpP/PjkuvaP//DOW8/fs679zu9+Ztt9wqrcxH0bdnx2rKlt8hToF9J3+W2gX34IHVayalgHE9sLnPw8SHY12IBhcXZpWNvZtClhzuJNq5EmMzZ2Rm/C/EZTk6PhPcw1Ua6JnWuAMWaevwAMfIEoGEuiyfyGACX5hvcEWhZzmBi6hmJNE01yoaXiLBk7pZ9zOOx2rsh0f15lC3s9QZuG22Isq2rNHpDUDthy9547dlT5anrTnspw0LRdo/yNraond+rTzesyLqsSxJlTG7R/KG9Puef7F1n9o6Av0nGgNbtlbcakDVblYm+5XeyroVUJ1/zXXCn8HQNdC79lPwBu96DbRVzaWMvjkWwka/DhPbrIAMKuz6kbmv/sWyNP7AcFYH6Ct1ZZWStoBj0RgYvPD85h2b74/BwWf2L7iDw0kGf1QkOi+c8CedyKn39MsMrxw5KAzCbw03AoyIlCkhNx5bp4rrAttacK9oOm/Z/eWL27t8aklLMs+Afayo6hVZW9dYFEx3WD13WWZ3cez5cPrEkbyH21Uh1fPVAdzVU4Kzqv23VdZwUT7Z7pr7B4vLA4tJlKfCVqX8hnjzdF4qtT4fLqtUOtudHuuMnuMmrNTpPVbVa5fW5buNqXaE5GY5n2XVhTeEG+mkG+eNRINAWSgTg9ZjfKTKClH/MMa7AozWWY1Oy7zwIyZ2QefOOsQO6A4CQyZOygwQuiEix4CeASNRsN8xfUlqDLHShRzV+QHCH2Tcxr7ufh4AcnFrl+q8oMvpDHrMRqHaR/58Ic18L9kEj/e2TFwxvbAm2pNk6rdmR1sFbJ4lVLFi9YsiYjrJGz55j3cwYUjRrx95bhdQ1qxIsgKNqIFz96etSKx7P4mcZzrCpXYnY8i7KmLNv0nSyDskw2m2wtP8eADfhJKVNaKvO9nexe/bKuT4ZS1IccxH58anBq16C0NpxN7BpsSInLnwwYkF2w6tFrHUzW8ayA6yslFdoFVAqLa6gz6XtbSHbrVr8s4HqdKepw7t41iL39VGJQ1LkK7OXX1Ig2hgBbXUO1EL0iI6pWKcqWHbtqXIvJ63EHDE0nN3ROb6hsnvnK6HF7el3D6qGutE6lU8uUnrYt+7NDn9gU+eKn2ofbAtvXt06sdup0CoVOd11LR7hjf2vvZHe4I7u+xgNypTK5jC6fO+SzVmy+ddOso7Il3rGxrR14tAd49Hn5GIqgBvQNwqNASxOj9TRgzjTg9WSDyYQT4EUDZlTD08yfQbelFl7D3EjRJWuKLllTlFspyqXUOVaT01iDHdqGqEdmKMcb5ZzdwGbZY4Y+eS+WTuAGseBL1ucYf4BfIz3oxE+eFZzdBvwsrNnxw1iAAfJl9rwY6YzdUTBlkUix5q/jPg+2rATHfjof3LHvk1tjmb0nd/ffllOWBMBlsai/tOaW9pZtdS5bdktrcHWuI+qCpSUIuk51tG9L322n9848fXvn2jWsVqnHK0698uLajVtX7T2eaz8xstpSviYN6A4Cug/CDEigLHqboFueqm2pnajlrDyOcvA43mENVpgAsgqMbgWGvYLMhYpzzJ8fb098McEmANTHoWQiKzsnwg7H32KYybmWHMXJIMN4B4MV3/uo7B4Z+x0Z8xMZI5N5Uy9Hup1v7zFMGliD+m1vH1WeZB5MHZImQOaVxCDJYOklIZJcqazie8IRUkck9bIQ6TY43xaQwWRgjZzBq35bgLqwKsVCT6R/MCFpFIoz9W0VxVbYFq0lvFByD0ZdF8/4OyY35Ia7UjrwCTmWU2prt0zlJr58qHHV1Bf2HTy1p/JL3E1HV+9sLmVZNhrsuXFL0ua2KQ0ui95q1GldTmvzsXPHZr7+sbXt05/bZj1xf7J3pA5/v1zN/H3cXdz3UTNah3YzdoK/zVLZiWW5UwXwdfImK9PbWd1ybuFPGM4WKsVwfO0JfKtF2Q/ZnN5oYXr7PTJjFVetVGLMQeQ9eH+WHjKV1UqPR1ldKUO4bBYHXLbhJrbxJnhsW3k4p4Vj2Fil5Oq7X9JtfNNm21PPvbUqX863vVjfveNFvp8u+VqITpp7Ac8IJpWoPo+VkgPMGizqQKc4GkznE/A/ISXYJYiSenXdLwk6m23jmwKufBX3loCrr297Uajv5ne8KEATdIHYIion03fxxKG8CtntooGLRBVg6uwOh5+zFXlOdaDAsrUkFScVLCCZbGRRYTWz1mwkGjVw9Iy7y2r8WMibGfzourp9HoujtfadNZMDyewNX5oae3BvhSmY5tOpTDhQlt35sd54Z4Axmc3z8yODVZ0px8iOdD7l2Lh7w1t83Km+/UjPSLOHmwkFyram1t24scJntyT9oSSrYYOrtzc1T25Oh3Pbs8Hm+mqXq7di9Z5IeLCt79imSrUqOP/uzgN8fVds+/5AXf7irsYWVuWqjMdsrWt8Vc3YPu0B+fg8zM7VaD36OJaOMxn/evz5ZGQwoA48k/QxHxqo78o0r/fLQq14X29ldw8cHg/1Ot+Ri2wT9Ze5uhpm0Sy2Hxmy+NAXPVmJHz0rVHaH8MM5tRDqlTvfEeSUKaIOgxoKamypI1KzZKHOOmqurNPqhIeF9L6NtSUqjpXBakNd2TXanhtq4+PdnZ1RSc3FO9d2xlUWrP7MyksUXXjswT0VWotNbzSV6EqghNVlda8e6R2JN5QZ+257ZO/0U7d1msNN8TG16A6o598nqq9l7YnhVZY4qD5A9w5Yc2+Qp2B1H0Rfxug+2RLqD02EODu15HYa1iTnVnIkE8tOZ6Gd2hD70+wU8iKbGAy10ads9K4Nx96x6rOdY/70hCaQgyfx9vizLlMXMTAvzCWofqO2RQz+unChxwWxFFiS7yYuG2Kw4tcZWPpB7JlmlUUMSsJKENsIlbWiqTGB/1wqLV7JABy3K8U1jZKpaiyPN8Af+GkPAhbN3DeKIh3Mn85qaAelSAftyOUjHZc0XdQiMAC8cK0KiS1xx+VTYG8eI/pO11LLxNNMOmdh+tLnFn5CoEpTMwLHtzGWaWpG0k+zUVSKdBRRHY0/6yjkOgq5DpDOue2VlQiDjXJwC9lLtfJYl7fD3EvGRBad4HYmEjAj3iXG5TUJezAr2uLSTlr8mgMlCiXDwALmuMpa6vaEnEbF/O3L0WE2qSyuUqer1KbWG+efYsb1WjdebHJKvZr5w7xeAk9eLy1BP/gZc0SjByCVWrUOVqlPzYfNNiTxDhC1oQ2iFDv6HRMODlFwEAUHUXCQJI/oHOFxh8RjSfIeI5c+BKMLfaV8/gLorgw6R/hstJjwyxKctGSZcivuHX6jQueSlfbWSntrpb21YlZ6/Frs42mx76HFlkuL/T4t9ke0cP9JkcN+WDoocprK7nJXWZeLshnbLAaskziz6KsD7Lvhl1KnK8kjWqHoGTEe0bJssmF3WKG8lOe22lpRz30BUCFoOJNdVc3H2yWQcNTB7jMpex/ou+7m3uAiVqyxb1d72bbNF+++dJoc3dy/ev9de7COug78s1cBRRxz+AHB0dsSZ2IWJm5mInomomMiKiaiZMo5Js4yfurs+imofjqN/NQb81NQ/dh0+FMaRlOC38+UYEhLsL9Xgt9qlWBcS55iNfj9zJNG1DcJ7HThT4kYu0PnGPa0vI+GNwYprKnBxZdW0j8x6MGcFYzdOOjBwpq275qDHtyrjdNfPTTxX8ZrG6b/+zQc677maT7YD4Yi6Gk52J8/2M4z/zr+9Tt72m49ewiO3XA83nVib0N294m+7hNDDdldJ3BUlaAn97MR8g3ESlaJ7kZ0xrBfJuu+O0k8b7KGiRip4BkpRkZpmhipZBqxJFpQzoo1ihkSDBhyw8I9nFMnuiNGG99lwzKHo1lzRLWI8JCVwukEKagRCiWdYtHl0fDLSRlRLAr2y6xCrVI5fGU2V1VNY2i5jIVbGxt8+mCZTyfjGG6v3W9Wq9WqkmRv3cVHL5Wy22rbo0ZOpdGoDTjGuWFhjn0OMOliTKJeTvW09PT3fKTnkR55K4WglWLUSuWrFe/qt9JzEz1q8ZF5ORcoy5RldB48Zz14unrwFPbg+e/B8uZ5Cn/5NXioGqyidTmituE0AvW16B7RsbrkK3Wad8zrzXvMk2auzlxntq/6eatHHu+2vylKIKA3Zybvnk1zJiKOCek1oRhrKVjTXLgu+Ypg1rwjILPJzJs5g1hjfNXPBVKn3P6mJKE45kKqxWuGIu7Irjn28lz1rhPrqraurbJrZAqtUpto2VJf3p7xRHPrN2/IReMDNw+U5RvjNiUH2lyjUJfWdqXKc3FbLDeweWMuyhjWCiAlDldJWcDqNik9vMcSqg1HsrFAaaJ5y6qaoa4KncVm0hntJvw+x+6yW0NV3mhNjC8tX7UJidyUj8kn0L3oj2Kksp55GY2gnYB5K5pkXjtbFrfefAe4krlGo8s41jrSajUara0jsr6Pob6b84G5wx31Ow929LwzsH5gz8DkAJccSA5srf5B5GD31jc7+u4wzrnyd8FC97Ra1AUZSKoXmWEmUwDHfGct4urAgrcFXMiYXn3+ggkI+5/Zm/OHA3OC2NBAD3BmwDTADwBnSFsHq38gQGsdW98UoD2XcU5w5dW4yTOCmmqSDCTVBVaRVmnIny7nzMQ1Ko5oYBWznF+2q/LX7pCWFXgmUgOPQ5d2afUoH2Nh1R2Ipeydwzn/zUaLXKVXHXMl2+KxNVXukE/F4fBaaU13MZOvLiKV629odiUsdkfVzts2DRzfVP6GSq+WWYy/rs3bw94SpUKlkO0w281arVGtCPdMr2MNfJnVbVZ2r9pa5/GmO+K5bi/vv4x0NF5dthqH1kYUCmc+0jaxIZnc8rHNu5Rmt7WMn9cM7lZr1HKDE6QruPA7dkz2VdSI7iL6M47MoUqqEyqprqikuqKS2qRKqlcrsRrVOfSVc6G8Tz/nyKexGClFMTqPFWc1jbCcnyVvC6DqOQHKOnIO/ZzgyCvTRAiUVAjcpvOSsZZdwvOrcY0dU5n4eNLRMZzz3Sry7BbJpfk1DmEB2nWdjjJviUqulst2+EpNhqVYv6CEUjK1DjLLMALbAxhxv5OnwPZ8hdieMPufiO3B118G7FrR9WRFl2o1YT8s4fcnjHg+6riaRGvelJhrqsmX4DBUuE8thqHOwyxjUplXLljIIo68cdVD0ZrEnNCUq8mHS0jkiZQnkSf3eZgiWH+Rt6mL4dMiDGxXA437it+uIm+UrKr5VBEUV8aNe9Lj/uCBRVtjKyBi8QXNV4SP4iL7qez/gJL6EsXFgL9ZIbFuG0YloG/Te4FQTWITWpdvzTc18fmqPJvfZkjM1eQtWCTCfTuLRAl0UmZ2sCGFXdvZVLW4tYjoIAqdS6wG5U15Vsvla7YZMJAAo4XCqNy5RNBA32RMOI6E61wicMsQvVT1SIgGC2uFy0mk7Kcqsz+OtUiLf761CHCWUxr9sctDznwbeOQEN0D1BhFaw69rO0FF2EBFYKENmgwainoRM8wlZr1efyV2MIy0R2V+4fKSrdhIJPusKNlyVpJsRStw8KC4sjsTaO4nAn0wc9BwcHDwoIHzrMPfmdGWxiuPM2HPRsA35xjuy/c259P5RIKvr6pn6/uRZy6cl2FW2qhxoYxsEbUDngHEqhB2Yl6eHiZV+YVCXajeVA9srQ/3o7BnTgjnbTLCTZtkOwq8bBFdsGudFsHiF8l/eWIxI8Uzxxy4wswpsJFd43NA3uXgS5TzqSJmFoSDSxZPrKvopWJOXnlmFlWA1xzt7LNsTu5BlaDfP0k4qbQ14q9WQqEQyp5jtud8xvApnvfYTvJJpiqZS7LJpMZzKjZVd59mhpumMXMcuQWPAO+FKQ47hfnwKQEeTtpOCihpSv4+yek4eD7mOSXEpjR19wmkDho6p28r6DZOMdRxhTcVBSNd/KKChcVj0B0ebKzoqQ3EeoQ1m/SB6kh4VaVfpbcYmoZXtw82uO8ciDVFLJmKipYy9pc6nVZfFY7bK1rKk2sr7SFPuVdvsZlDXmuJ3+mr7Ut9VGfn7dFoWRSwygNWxxRmVIZq0HUEK7Wr5mkG/+RKJXNXzmQOjLnUXOxR+1Tmc7oibMj7hOcpJFZSyB57VLBP6TKfE3TFAJB3Bwzds3pNrw5g0MdcQbPdqEgNrWrb0eDmW3e3pAdiSqO7pMRtUnwi1hkrywaMOn8mUtaVZH+l0+NAXGsqneofXdUx3Z+IRJikXCXjOJlKPr8xmeSza0JlHTXBRA2Wj04Y8zjIRxgl0XHyVi8pw1+Z5jGbPZFzzNacA3ms9xsM6uRJHgfmnfF7+Sn1KeeMtDtqanF7r2jJMAYBg/V+AZ6RJUEsZIyHg+f4+L0CP+VUnxLgWWeRPFgK8lCI4tvFORe5JIbPjrut8yct8bZ0pCUT1GhUhtJEuo4/dSrafUN7B0ynj8vWtoeyZVZWhtyu6Opyu9aos7q9LoNOLb/3VMfUuvJYx65ac0ePI5b147h9OfM+OyJ3oVWoF+1Ab4ge9gamHcWQhRlACbSW2fhkOgEU9qzGX86hRH1PM1uRB21ituRiYdn9DROxDffnbOttrC1/0phUcrW8jtHp+NzJ2il+K7P1ZI5nePzZcJU2zx9BLYnBuSkRO1B9cy8MzjXQ7QXPv3zBLG7FArf6FeJYpxtk9wvQgG3D/QKymaAJnS5/UiCtvEZaqc2dFHA7ADXP6LmihgDlwpsSaCph+u5gQlqj/qU4fO0lYXj4U14ahieP4jN2RK/usRiCzVtqAvUWjT7C35fszXpDXRM9+f2t/oqolw+57a7S5q3V3pTtCa32m411nrhH35j1Jjz6ZE3q4yFnT3uiMWSU/Ry83IQzmc+49TqNw2RxsgrWFqkvja3J+uyRGj7W6ten3KEmh70hkcpXexRy53+uqjP7oiVVWZOvbP6gH+yvJ2oP8UYnj6V8iP0Rw8r/nUSHcyKH7cxLyAuWbivSoADjPusyTcrxjH61sNMDB23dTwiuHLkFc9j9HMbOesmSvq4obPtvcqPbhmemwuQusbmNcn1pVTJYmqwKsr+CiSnDs5N1gsvPspA8We73x8sDfrx/j/0RO6Sw4p8QwT1s1aI0czfeFwZdtKMQ8zjocA1zDu8Ow/HMSe+YeZr0mEY/QXzI/jCyKae4RFHEUwpNRLnLRDzrChFPpdVuZ4eUFq/d7jWr5T+Tm0RtoxCP8rMyjQVG57Eo1YYv/kirKgyNqZz/FynPeeV4OwIk86UvKjQKDo9YVWJ5dP4di1EcMfojjLgoTr31rMY0RkYlxanHxBFcFvc/Lu9XoR+FthHF9mbQchVoHdFxZWY8g72A7bacAXkNj0anyhz8pIMCKsYZ8eqWqHRD1PCoUFSiKKrIFPoUWRZUxMKwGFJkb8ZdtHqMytr6UGcMTqy4365Q0JXZU900kLYXQVjf1ZmqnL+/IC06+NdWnSxbPVCPpXkt6OyHYTRW0Np0j20JcxfeuwRWSq1xfdY4Ffpn+cyyPbZG12cF45Q89M+CfOYag3e17MPx/kP5/smu0mjv4XXd413hTxnDq5Plq2Ml+LhuM/f+msmBymjvWOeaiQ0V8Z6xrlhnjd+b7awo78j6dlHsmZ8SD6SD7EstdSMjNiw6t2Y2OlVqtPknbdOFSNu7s+LmZn1UMysU7l9DfE0EXNzezPwUVvFyldZoMxtB79glQXGFQg5neSRkNQTtSrBnPzM7DUq5Qq51xnzzX1mKeGcg5lDJVAqDA0bRxj7LzMEoWtAnRFltYDY9zlfwFTrXOWZzzod05SdfS/8+zaZr73U1yMNTmpPfMf/EzJrt92JOFHYPDS7dPpQLp8tPCny6Cp4M194rkGfNmpMktAW+gFluv5cyTHztTTYRDV4+klULDpR0KisERkBDAyJzZS3ba/imZECn4ORKmcYXqw1XNpc3d7XE+YYNGX911K2Vwx25wl6WCmQSiZbulnLuaKKt0qk1GnUOm96qk5ssxtKoN+hwxHI10VUJu1qn18Ads06uN+njbn/IaQ83Y66HAK9H5A+jDNpCuI5CgSjmuslq1AYmog+4tA9YJxIPKkUpPU82fc6+++z/msWY2AIT1ugDgsuas2ofEKwTysSDgnJmMUSQEL0o0UEwU827JEBgL6zGyPxjHlFo7P6gcc+mdVqtVtenoN7T3XCmvZsvd0cUMoWc5Ux2p1alkO3cxUScPq/zFjl46jJIbnF6fc7536YzRpnWgn9LjnuS/YLcj7TIgZyoTZyDOrYXWZCC7T2DbOpzzOrHjJwzj1pezeAtURfIlrozNg7feVwwcjm45wSLklncFSVZEHnxS0CmOVZbG4mCHWb2SrmLe2TP1MWiNfWxWA09zj+DeyXj2Wfkty3v1RDp1ZDYq1bcq+HL9apV7NXwNfWqLV5XF43V1cWYj8TramPx2vroxRZ5uC4eq62PRevocX4W/+Ih9yR5M6tFOhSTdl5PnVWoOR1G57yo6M+quZyOIPLq+WUtM8wG6cXn/COy8/Q95/xpXLeMZ3rkdyyt+yipe3hZ3cNXqLunoqG+PNFQn5h/HPqfiNfVQ93Qb0az8B7zsnwXWKc4CpPPbsjDnj5TB6iqV56DWp+Qh3PkHDsGrzxXrEy5yOL73GWfPPumEn/yy2tRmhmVLeT1hGwqg9oVCwTiTrXaGQ8EYi41c1h688Y9pbPo5AqdWffvDcGER6v1JILBSpdW66rEdmBuYY55RLab9LBe5LadHUY8srENT2hN5dDfUQSdNc1KVuAJfDHnwRsS3fj6Epcge6VOn1IaPTa7x6RgzAprmddTalWq1fYynzfiUKsdEa+vzK5mavDHYjhI2AWdSSOXg9v9Ae+LOrVaZ9Tni7k0GlcM9MIDC+8z4+g14Fhc3EOoAH/1CR3TBzzrRS3AscQz2O6rcxwOfLnP063EiwwbTzWvSuK/sc5Uci38YSTu5vazD8kPF/PKE+k0dQKvzmcIrzw5co55dT6zhFeS5Vt2xW5jb1OYHBaL06hwaEqCDmewRM3Mf3zJtaoId6fELObHUm4+vfSayYSQCe1H18l2yNYhJTLC/AygKEqhOrAnnagfbUW70QE0gY6ijzBkF3ZufP31wiah/sbjq47HJmcqZvg9w2XDqnyvrhfl2mXtpqpsSVY4PjPc257NtvcOzxwXlN5tO53e7kNH1h1pO3Zrx62Zg+O14+7rdvl3WQa22Lewjc2KZk150pA8cuv4ri3NyWTzll3jtx5RRvbvLY2g1PnUebMY3heDMeczV08Y/ITlr3kCa/b6D9e/XAQ5U+6/touEzaHSmmx1JkqPVnp00KN0X7nsfPlx+X2lfel5eFn9Unvc81XZbNX9OHm/Ol2dLsO5+boM/PtqdTpdzQ7g9KIbX2BvWyx78WtV2UymjElns2nme/jm/E6cvo9L349z3GchqYKz+f9dXZ3+BZwwD0BmC67tZkiYb2ZSNRfzkDtVVZVleVpoXgmZN/FjL2arsknILCwgL3uefV7+FnjnjyH8pvXT7E/Zd+W/gvMn6fmPuV/I34Tz75B95rQ8rE3CqJ3sUiibDfnwp9DOsXc8Zll0olOWhjnMdI2ubFZYVsAplSCezJU/qMY6lFw1+5yc0fqdTq9JIWubf2MVqzJ7nc6AlpEzGlZtBuXkN2vYTfufY98zmNQsI1cqHjsthyUWpzLr2VeUahnLyjSKh+Z/DL2noyOfUKM20sr8E/6EGrP9MbVrVo/76J5VHKL+89zzeBBn9a5ZAd96XOGeFeDmZT+ltuhCi1vd2Xez++8b+YrB4zGc3f+ZPelPexq3te/Y0bq1yS87sP/BkYzVyX7Taa0Z/tTOun352MULpWuvBx1J8UZNaA/RkZUu/LWhIfzBrW1nUKgG9yLp0HL+GM75pwvrQPHDKXMZ0xyebV9HNZcrWfy5lML6haMfoeRC1mKXWvygRrVV+ggl9wulyWWzegzKtxi10W402Q1q5mWGUZqcNry88Vs7HLzLpPgB9y9Ki81l6dZYdWr2l+Bwwj9YkeUufoPDnpZMIYP8/1i8/oLbBlWYL/6B1VvcRoVcZ9Yv+R1lHUbCQ5Lt26vEa98WiRGukd76+xD73/4jiSu7RpqhdOFyJJtaRl9aRqclkmeBDhfRRcWNRfTCIr1+KSknRFJZimjobyF19V9Jr4ukefjvT9rTEun2LKM3lpPeU0SzmAzGJXSmmIwbFmnwMvRrkUzPFch8USTLZxbpc8vJGrV+YP2gRHUJ/eZvIdsJQh/Yb7Hf4pgAesbxjLPROQH0gquS0D3umPuBv5led7/uqfyQtMNz1wqt0P8HeqmYvNkltPs/lE6v0Ar9Y5Nv/i+RX0HIcAnZV2iFVmiFVmiFVqiIDlP67nIK9KzQCq3QCq3QCq3QCv2D0fYVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEV+kcg8YcS4e9PkEbRd5AclSMZ89DC/0QybhvSISeSLbyOnNy2hZ8wLFyfY/yQ/huznmEXXoLUDVfWM/6F30G6HlkhvWXhD5CeIOlDCxcYAUq+Aql74fuQ+he+BektC09DeoKk90ANApR8jzlC6v8klH8BUvfCryD1L/wrpOtJ/paFX0B6gqT3QJ2fhF5lmHvgqbeYh+CpX0PqJnn/wtuQ3rLwG0hPkPShhV/CeGRIx22DftohfWjhefxFN2wpwt+Kgj/oZSJocAQRAznjyOe/DLJHaZ5DZbJv0bysqIwcOWWv07yi6LoSHZH9X5pXAbIGmlcjXj5J8xr2C4vltWiL/B6a16Fy+Rs0rzcoFFIZAxJK7NJnhRhVyQmaZ5DS9k80zyKl/SWa55DTfoHmZUVl5Ehn/zPNK4quK1GTQ07zKmQruYvm1cjkyNG8hlm/WF6LEo71NK9DNsfNNK9Xco57aN6Aav33QU8YmRrOhkmvcF7EWcyLOIt5EWcxLysqI+Is5hVF10WcxbyIs5gXcRbzIs5iXsRZzIs4i3m9wen/Ac2LOP9XxKMMqkJpVAe5PvJru4fQBJqGv/1oBq6tIb9SLP5W8RBcGYXcOErCnVYkAPFoAK4dQNfDvWlyNgLHESh9BNJhKKlHecjthSsj6CiU6IfaRqCOTegmkuNRL9R8E9R7mLQoQO4A6QkPfxPkd34PLbbBL/a5ClVDLrJ4VocqSPtDUMMklOWh3SFoB9exD91Ay3bD2fVwFd89DP2bXhzPJvJrw9OkB1fqz36CA4/a4Hwv3MFXhwgKS8co1jNBR8qTVg7D3X1kvBK6R+HZQ+TKYSg1TFDj4fr15Fof6oI+YXRGyXPjBNcm8vwIKTGCxqBNjPIwSXnaI6ksT65PE56OQl8k7hXGge/PQC9G4clpQGENGc0oGcno4jiG4G8MnhB7KI5niLTBU16PQo241iEoh+u6Cc6OQm6G8AH/jvVeyAukT4cIFni8+HeyD1CkxFpnyJjENsfJiPaRno6TVqYJn7oIV/bDlSHyO82HyBh5chR5MUrGJGIxTaRiGmodovKKOTZJr0utjEE9AsFnkvZyHK6MkVbFOqcJUoUe4BYnyVik3/EWsRX7LhCpwZJwPZVc3Cv8m9X4t8BnyNk44bUk1yJmYisiH8fpuCYItntJyUKPi0eEUbuRPCeO+gY4T5K5W8zNKKltjNRwE8HhMJ2lxXhL0jdOJRmPX+TLISINkoyOEF5jyZ1cHI3YxwO0zDScHaO1z8AoRA4dWeTSEJERPAPGloxL0jz7oCdDpP19tP0k0S4HCK/wnUv1VeMlo95CJUeS/FqoJY0ariLpM6TNYSKJuJUbFnlQmJmX6skDVK4nF0tjyRU5Pg7lR4js9EKJfShGMI3T+cejTvLsBKl/BmgSxpECOkooSebU0vaStPYU5G8iEniA9BrrvZvgKkZsPxkxltSltQqkD7gHhRJSfZcb2TQZ1SRBS9Qy0nNYxraTUYtydRORB1HzzCxqU6m0JAX76EzFPK0gGOByk1TrFs/KScKbcSoNYi0j9HyIzsARIj+jZIRi7/aSfki8Wq4RZ+gT4sw6dMmV/YtjqLgmvos6YJhgOkN1jWj9xHYrFttZPgJxzhylv3F//RUwO0pHOkosmUBslmhXL8UePyPqkRiUjy+xEJevXezDh8W22P6Iupyn2niGcG7fEq24fAQFHbi8X01FMoBHIo5FtA2SJ3Jo0c4ME007TjTu0BVHKsre0BKpEvXUBE3FUYn5w2S+iPZ/mGitUWq7xXpwSYHM9SvLqOgjjVPOFGqXZshokQ25nmiiUYoz9pn0xB8ZoWOQ7ImE8lKpriCcGSL5YSRZ0+V+xPKZEFumF0aIH3SU2I9Rwn3M1SG4hhE6QPSReC9F69y9zDeJ09lb0BYF3S/15q/x/q7R2+K9y+rolergfYvSfBCuiXySpEa0RQL10grSfTUPUpLKK3uRmHPrF2fOdJHlEfktSsEIbUvU2uOU7xVkzIeodydZEdEKHqB8luRYlKtJat3EFiaIlzVExilJyhAqeNHL9dnfgReLCA2RsWPcRqmuH6ZzdR/1rMZJX4t90lHie00T2aR9vDJvIb9xqR8N3I4XYTRc5A8Wz4drrg8VfFip9OW1W8Uy7SZhv/xpgfiAo8vGLfWrsMYpzJqCJZJ4WIEkXxz73NL5SJGETBJvWyDydn2RhRV7vZf0ZYRaqsOLvCzWJSIPU5Tj02SWCIt9kOb1Ulm6dlSLLbw4ymJLs1SmC0gcJTiOfUg+StbgMFlLiMiMFPVgmKS4zQIuB6HEviLbMXMVfSxq/mEyAsniNS7R4kNQ4wTROJdf1Y4TGyFZmWJvXLITl9MpS5+aJrpC5NVeOu7L29yhK3D00OLop4mUjpPaxVl06Trnw0qAZN/yaC2524864GwrWMsBcqULrvGgRQfgzhY4a4er7XAlCiU20vtRwqmtxA7lodz/Y+9boKMosv5vd/VMZiaTIk9ERLZFxKAxICIiskggCQmGJCbhoQKbyWRCBiczcWbygMUwsgEjIiIiIGIMLiIqi4iIiIoRMKIisoiK6CLrg1VURHx8fKyL3607FUi36EF395z//xx64Hf7dj1u1a9u3aqaTmA0rXHROooQ81G/jmJcNuikC+0azJ+PdYmyWTCObGRhbcWUs4jqHoVP81BmyXyixHB8Mhp1cT+ComDUXj6Wip7Rc+WaGG1pCT7XT/TQ2KpcstjeslGoFWH9OTI1A+vOpfpE+4X9bLrPP9HObNnSDOJI1CzqHI4tyiNNPB2NshDzFZP9DOpztLX51IdsTI/2JYtaICyny75G8wl+xsgUMUaifXn4OdmrDOIgh1pzkr/hKAux5aL+EZhaQitEAZbMpJ4WE3tZkjPR2zzSTvYqOlLDqTeCVcFBJt6Pwr8jTnBXRBhtS1GH2ozcjaX0k7mi/cuQOJyYKyAtOhrDSSuhsRKpaXIsi6gfZqtjyROzKFcG9bj4hIdkk/dGW9/unVEbBR1aErUnxrZjW9q9Wv+FORKtpT19tBzpn/IiWM8gTkS7ik9Y/rmaxdz8T51CT54v+1D8Ed8PRb9nSaf9QTXUP6L363vpFfoorzsYCAUqwvrwQLA6EHSFvQF/up7h8+lF3kmV4ZBe5Al5grWe8vS4HE9Z0FOnF1R7/CVTqj16nmtKoCas+wKTvG7dHaieEhQldFFz38v0XkJckaYXuXzVlXqOy+8OuG/EpyMDlX49p6Y8JOyUVHpDuq9jPRWBoD7MW+bzul0+XVrEPAE0qocCNUG3RxfNrXMFPXqNv9wT1MOVHn1Ubome53V7/CHPVXrI49E9VWWe8nJPue6LPtXLPSF30Fstukc2yj1hl9cXSh/u8nnLgl5hw6VXBbBCtOPyh7CWoLdCr3BVeX1T9DpvuFIP1ZSFfR49GEC7Xv8kbBRmDXuqsKS/HAkI+j3BULqeG9YrPK5wTdAT0oMe7IU3jDbcoTQ9VOVCXt2uarwXRapqfGFvNVbpr6nyBDFnyBOmCkJ6dTCAoyFai7X7fIE6vRLJ1b1V1S53WPf69bDgGluGRbCPfrQVqNDLvJOo4qihsKc+jIW9N3rSddnNC0N6lcs/RXfX4JBG2y3o8yPJQRf2JegNCUY9riq9plqYwRon4ZOQdypmDwewQ7WiSy4dB6Aqaks4j7vSFcSGeYLpRZ5JNT5X8IRfDWo3PUj4w+VjkCIxBAPSL73SQH046Cr3VLmCN4p+0JCe8MxJyHi1eOwOYPf9Xk8oPa/GneoK9cZR1EcEA4FwZThcPahPn7q6uvSq9nLpmL1PeEp1YFLQVV05pY87XBHwh0Myq6/G7QrRA5HvpLFQTXW1z4uOI9LS9esCNcjYFL0GXSgsnFU8FkS4cWjDnjS93BuqRgeODmh10IupbsziQenCYfQEq7zhMFZXNoV61e6OSBX6TSDYflMhLKT9tO/oB+U17nCacMdaLJsmyrQbwPGpq/S6Kzu0rA6Nev1uXw36/snWB/zoKane3tFp0SE71vBLrY3OIvR1HPdQOOh1Rx2y3QD5YXtdVxEDqV60gnNChJKgmDnlgTq/L+AqN7LnilKFnoXdweETNzXhaowC5R7RTZGn0uOrNjKKcQl9N5pdDIiX5kmlt8wbFvEprgSbXBEQs0U0WVKdppe5QtjWgP9EpGgfhFTpCx5/ep33Rm+1p9zrSg8EJ/URWh/M+QcZU3rj8JJb0BwQ1Zw6CJ4qeO2SOfJEjjcFzZMD2CdBDc4lHwY2otsYJgWVhkAZF1coBidEkwf7jRR4sBS6NjJTnqZXBDHoiSmCE3ES9llwjFzhiGJxPVCGwc4vSHFRoG73s9PvhWiQKxQKuL0u4R/lATeGLH/YFY2nXh8ykypqNPRWL5aR+s3e1KJyiobRcThlPoqz4nEHd0uT7iZa357s86KfRm2LuoLRlQot0CQSPUwTsdxbIaSHCKmuwQ6FKmnCYtVlNWLyhsRD6SXYwz7Y8ZBHhOhAtTcaUX+2qdEJjyajk0YyTY2oqwxU/UIfxTSoCfqxMR6qoDyAMZTaMtnjDrc72Ek/Rucv99LEGxR1cVdZoNbTYcH1B8JiykSDuVdO46inyKRQpVgPyjyGmevq0NGgMB8KozN5cYhOrDy/RICYbzlZenFBdsnYjKIsPbdYLywqGJObmZWpX5hRjPqFafrY3JKcgtElOuYoysgvuU4vyNYz8q/Tr8nNz0zTs8YVFmUVF+sFRXruqMK83Cx8lps/PG90Zm7+CH0YlssvwHU9F2ciVlpSoAuDsqrcrGJR2aisouE5qGYMy83LLbkuTc/OLckXdWZjpRl6YUZRSe7w0XkZRXrh6KLCguIsNJ+J1ebn5mcXoZWsUVn5Jbjk5uMzPWsMKnpxTkZeHpnKGI2tL6L2DS8ovK4od0ROiZ5TkJeZhQ+HZWHLMoblZUVNYaeG52XkjkrTMzNGZYzIolIFWEsRZZOtG5uTRY/QXgb+GV6SW5AvujG8IL+kCNU07GVRyYmiY3OLs9L0jKLcYkFIdlEBVi/oxBIFVAmWy8+K1iKo1g0jglmEPro462RbMrMy8rCuYlG4Y+b0uNNZQmm97FPuqXDhziXdFaquP/Pi4syLi1/B7ZkXF/+9FxcO+nvm5cX/ny8voqN35gXGmRcYZ15gnHmBYY7mZ15iGF9itLNz5kXGmRcZZ15k/L/3IsMhf/Yd4McuMAtOdSmYw44ZUyDmxx+hk/hfqOgnxkFJRVkpf3/g5y+NLXI6FcyjzDvd/HFxlP/o6ebv1EnkV0tPN398POXfdrr5ExJEftb3dPMnJWF+lCB+gl6j/Br+TSbsgrRnQldFhQuVrtBP6Q5XK4UwUpkAYxUflCsBuEmphQblZrhNmQELlDmwDJlbpSyBp9UY2MJGwitsHLyNtb+PtX1ssvPpKez0QTuD0E4O2ilGO6Vopwrt/BHt3IZ2FqCdB9DOKrTzNNrZjHbeQDtvoZ2PsPbPsLavjXaUdzvYOQvtXIB2BqOdHLQzFu240U4Q7UTQzp1opxntPIp21qOdrWhnJ9p5H+0cRDuH0c6PbJEifKqT0Y7asT9no51UtJOBdkahnQlox4t26tHOLLSzEO2sQDtr0c4mtPM62nkX7XyCdr5BO8fYOMWBdhLQTlejHU3tYOcctHMx2snGXMVopxzt3IR2bkE789DOMrSzFu28gHa2o5330c5naOd7NUaxsJGK+B2Tc9FOT7RzidGOpU8HO+einUFoZyza8aCdOrQzE+0sRDsr0c5GtLMd7exFO5+inWPKPMWmLFE6o51eaOcStHM12slGO4ViXtpi8E98fGpq5rQZM2xWxWY73NSIV9Nhm02xObZseQive++1WhRrzGFbfVNTvc2i2GJs4hYVel7ddDQSEc+t1vp580oj1VhYUWxaBCJ02TTFZo1E5rW0trTMi6bIi4qv2SaqkjXhVU0WCiGqWJli1fZHc2tooTrS2jd+f4wGMdrQw0Px6qswxWZp6VAvehBeLMIooaXlF/poV2yxL0ZejDyInwX4acJPh77aLYod+9reWWG/dN7hSKT65ztr1xQ7dlb21q4o9hO9Pa3uog3LmlZTd20a2LShhv52rLlDh+2iw3Y72O02dJpk6IGfDJhOjbPHKHb70cYZ4mo8ancodmcrXsuGLhs6nz5z8BNjUWKwYdjlxZUOq+KwaZoWnoNszQnHWJUYW31j4w+RyDRMiomZJlocwSf10dZICiIOi+KIQdkkSJjX5FAUx0kSIlTNhq1iBBrbq2wUdVgVuy0VpBajKTGSiIi4RyYipfHx++0a2C2SCuLCbm1xKKrDcoKLiKooKtrTNMVhnYeXA9cipOMkIdOREmqnTXE4fphxC10zfnDEKo641tLWUqSw5S79Ln02fhrxI1upTUMSYq2K+E/lT01KDN43iNZH0NOmGUmJtSixgpR2VmIVJbYDKz9LCw1C6ql5EWNVL9zRdtjIi8qw7y0tsYoa206MkZlYYibWAbEOJyTS5zzxPz9HpkeGRvDP0FibEus4OitKzoxZR2PjlNhOrV1au7SktqTOy5mXI9x1pm2mbYaNphTRg3w4YxSnXcVrULbws+xBlDowUxCUOTA2BpUTDM2YFnWNdooiTqvitHXgqBF3Ac6OJEVsWIF9w1by4RmkDMwUt1R1rB15atcp6kiiIjTHqpvQg2xN1cI9rUOHHiWqhg5UmRob09LiVFSn9YQdA1nOGEGWMxacsRw4BnvxuTRyaaS0dTr6i3AZp0NxOo/DFowlrR2uFyNbIsfByRVn/P5u+7sdHrwzbY9vj29b3vbtW+e8PGeLc4uTZuW0Nqu1oa1tR22cTYlzMLyumrRFXJOustswfXBFW9vx1taywU6hTW/Da1prA6Y3xKlKnNbaCnDCZlyMEmcXN23b9xw+vGf79jaZp8MlKnW8f2BL9CJtcAXdVwymJlRUAJx4QmFwz/72smKe1m9t3V/fzTmnXri1tbT0aGn0GqhalbiY7dvjVDXOetIetk74hKW11YLptu3igg77IrEvVMt9/knyvlsoep8p7jOCrrI0ffiUoC9NHxH03JhGby7T9DxX2P9LaVS7Q10ffwgsLswHuhvzwYFJmE+ZVYn5lI0+zKfsh26gZWcU6TBkVN51OpQW52fqMGN0EeKD9P/7ceiJu1lxEKuABrgd5sFIWAVPwxbcTQ2QOS6AztjeG/BwOx3mwF14nPwLbICt8AlcIXP0wn1PFozHHWEE7oD5uPFeDc/AS3AABlKOODy4dsEN9wQ8Ht8Cc+FuPCJshDb4B1xJ6Z2Qm7Nxo54LE2EyzIA7YQFu1x+HZ+Fl3MUNgqGgDiso1iG+uGiYOJaLMiloNwY37lcB7kzgD3AjHtD/BM3wEHKzCN6Gv8EaeA62wRtiz0b5O2Gk7AOD0cVLoJR+sqgRHoAVyOZieAf2wRPwPLwCO+GgzB+Pe/2+8HvkcDS46Le+ZkILPIy7i3thD3wAa2ETvAp/hc9pDxMtk4Cng0thCO5nxkAZ+KEWTxLLYCWeG5bAu7AfnoQX4DXYBV9gPiV3LI5MFyqpQW/oDm64R2oXwe+gHBYi8yy3sDAHRhYVjNKhrKToGh1bK/KchZEtFvrBxXA1HZ7EFzR/hFtxXB/B8gVwH+yFv8M6aIXt8CZ8SWXscBlyeR6MEz9NBU14ZD1Ez7tAEjihPx7bMnAVuQ48cBNMgWlwG/wZHgULXAtL4T34EJ6CF+F12A1fyRYk48heDpfgAfR8uB6CMBVuhtmwHB7DM1ER3I+78o9gPWyGHfAWHIav3f1CbstKwjWEGwhbCbcR7iTc43b5wpb9hAcJvyU8LtBqI0wk7OZ2hTzWXoRphP0IBxIOIcwkHOl2V1VbCwnLCH2EtYQRwvmELYSrCZ8jfJXwmMCYiwgHEmYTlpT7vJNiSgknE4YJGwibCOcTLiZsJlxO+Gi5P1AVs4ZwPeFzhJsJtxHuINxNuLfC63fF7Cc8QPgF4RHCoxVBlzvmuECbjTCRsBthL8K+hIMIM71+b9iWT1hCeD1hKWGFNxTw2XyEQWysy1ZP+CBhG+FBgXZOOJBwCGEm4Uifv6bKXkg4hnA8YRlhJaGfMEw41Rdw++wRwlmEcwjnEy4mbCFcQbiacB3hRsLWKk+5195GuJ1wN+Fewv1oJGg/QPgF4RHCo4THBTo0QgdhfACFozNhN8IehKmE6YT9CQcRDg0Ey/2ObMI8wqJq8Xwc4UTCcsLJhNWEtYTTCGcQNhHOJVxAuISwJej2hR0rCN8XGKsRphGWiEGKbSJcQNhCuIpwA+FWwldDOHdidxLuIdxHeIDwC8IjhMdCXn+FEwithE7CRMIuhN0Je4aq3NXOiwj7Ew4hzCEsIhxPWBEK9b3UWU1YSziNcAZhE+E8wsWELYQrCdcQbkDs52wlbCPcTriLcA/hPsIDhIcIvyc8LjDOSsgRL4vrTNiNsAdhKmE6YX/CwYSZhHmEJYTjCcsR+8f5CIOE9YQNhI2EswnniZ9ZiVtIuJTwQcKVhKsJ1xFuDNVUh+JaCdsItxPuItxDuI/w4zD6RtxBwsOE3xP+IJCrhDZCTphM2JVQJ+xFmEbYT+xYcD1I/g2S4Vp8Dq6X/96dAvbTxBj68nM4fd2XjfsHUUv0yanvfprfgmulRfybD7g3+DVaZ1x303DlS8cdhfgXEfrhytof18IBuCcaiLuaQbgvGYx7hyG4Og/9DflPvyUaadF7hvuvGbgLOv07BfcdJ/F3P8G4X4nX/AIy3PPgUeM/dqfgHvGXcOQJTKLXRtW4qwnSa54a3JfV4Q5oCu5Y/oj7nJtx7zud+Ig35DyZ77+R5/RbpeDe8NSY+CuxgLCQ8FrCIpq/qvy3XlSDphCmdsDo2SaPcuXhLr5dM6LjV2LCr8Rzf4I5v4jxvwrPxt30ONwFX49nnvF4ZpmIp4tSep3plr+ZMIleUk7GM4cPzwVT8UwDyG97qZ/mb8/738jX5Ve1NtpWDU9MJXiqGfMb7hU8m7Sj8BOdNP0nWvszMDzjp4kMz1KdxdnoN96dRXcKnvBOhSqegXr8BqngCfDnUcVTUM/fIBU5j06NKp6/e/0GKf4Nq9PF0x0VBefG6WLuL2KnX4EfKK3KTmW/chgDU7yqq33VoWqhWqpWqxF1ntqirlFb1Z3qfvUwAxbPdNaXDWWFrJRNZSvZ2+wA+16zap21XtoALVsbo1VotdosbaG2QluvfWx1WrtZ06yDrXnW8VafdZp1jnWpdZX1Oet26/sxu2I+jDlia7XttR20T7T77Q32B+077QftxxzJjp6O/o5MR4mj3BF2NDoWOJY71jm2OnY7PnZ8G6vFJsf2jO0fOzt2eeym2B2xnzo7O3s5Rzr9zqXOVufeuL5xwbgZcfPjVsU9F7c/7hh38K68P8/nq/kmvoPv44f48U68U/dO6Z2GdJrdaUmnXfEQ3zX+ovgF8avjN8XviN8Xfyj+eAJP6J6QnjAkIT9hYoI/oSFhbkJzwuqETQk7EvYlHEo4nsgTuyemJw5JzE+cmOhPbEicm9icuDpxU+KOxH2JhxKPJ/Gk7knpSUOS8pMmJvmTGpLmJjUnrU7alLQjaV/SoaTjyTy5e3J68pDk/OSJyf7khuS5yc3Jq5M3Je9I3pd8KPl4Ck/pnpKeMiQlP2Viij+lIWVuSnPK6pRNKTtS9qUcSjnemXfu3jm985DO+bg3EeNoi64nyQtN+qMmfbdJf7uDrpnSrbix0iFG6aCfM82on3vQWF4fYqz/ggeNeq8cY/29xpt0vyn/PJO+3KSb+nNhD5NebdIXm/RWY/sv+dSY3kcz6gOmmfSGDjpG4wERU/ou0lVciROjPRzYEpVXllOKhjO/M+42ekWfDtKlvEjK/lIOPVXuqxqlnCvlYilNLF2119jLwbOM+lCTFw1dadSHmVgbPsOkNxr1TN2km0Ylc7BJN3lNZhnqysn2Zc436UtIN7GR2SzlSinXSdlKuc/FnX8O7s3G4fpdSd/QRaAJ5sFiaIGVsAY2QCtsg52wB/bDp3AYjqJBmxKvdFHkmGTJEcxq1/tKOVTKIiknSumTcqqUs6VcIuUqKZ+TcoeUe6X8VMqjUZkt50h2Zyllv7MHSjlSynFSVkpZL2WTlNJ+trSf3SrlLuMo5HQxsp7T2aT3MOnZJr26g471j7QZ00cOMen5Rv26rib9OaN+wziT3tBBx/bfMIv0LngKHILn0XzcX03E/Zr41rgBZsFcWAjNsAJWw3rYBG2wA96GfXAADkVbe8MYKcukrJYyIuV8KeV8vmGNlJulfFvKD6U8HJXjQUrpTeOlN41Pl3KIlPlSlkoZlHKWlHIUx6+QUnr7+FYj6xM2G1masJ/0ZDwrnx4v0VpelVL65gTpmxOkb060Sil9c2JPKWX8mjhMSjlHJspeTZSsTmyQUkayiUullD46caOUsh0T90j5KfWmQ3z9w/dRWQrGfpfOJT0WuuGuMA36w2DIxPNUCQ5IOciZWiqtl8pIUrpaSjlDS6X1Umm99ICU30alS5UyXsruxjaUjUHdftJD3X7SGZ63k7FdVMY9TUo5zu75lMcU69ybpNwm5W4pPzTzUd5dylSjX5SXUb0dcy6Xcq0xDpSb1liP09gLz0CTnmnUJ80w6l7VpINRnxwx6XNM+lyTvqeDjixPPthBx/7cONSkjzfmv7HRlL7fqPuyjcz51pFuk+Nxch5FU6WP+OSI+N6X8mMpZXzxy6jrl/n9u83jUR2WssGccpOcRTeNN7Y0iHNfNYx+SHpVKJVSTF4UPiLl8aiskf5c862x3rrtP/XTehkH6+WqUj/3p3mmyPkzZV9UTk0+lS9PHSCljHx/zJQy76c1TsuWMk/K5WZupkk+p+2kHv/MKN0s49PNcp91s4xTN8u1vEFG1wYZ3RselXI9xDBxlwhd8cx6EfSDQdGUyE4p5XhHJJcRyXFEcnyL08ht4yCTPt7co8YFUi415pyZ+VN+Zsod4EwZwWauMMeDWTLizlpvjE1NecZZ0bTA3I4mucI17TOn3JYqZTml2HHNFb920RcGnthzRdOlr9wmo9dsuWrMlqvDbLlTmS39ZrZcM2+XnnK7yd9vj5j0FpO+waR/YdTnaCb9OSMHd2CM1DrM/HkbjZHgLiv5WAzxf3JViaY5pEyWUq7z8/tJKXdt82Xf5+Pux9Kh7rvfJ0+zQPwJNqPPpV/dLf3q7h+icoEst+CUc2yR3B0skswvkrNk0dtm/2iWntScauSmeSrldHTw+2EwEorgepA7pGbpe81yHWmWLW2We4QHyqWUq2yLZKBFekeL7NGybuY2LZN7qmXbjJF/2W6TfsS4Ui37tsNpFW+Wf2/UH+pizP9QV5NuTk8z6ekmva/xNLgyzbgjfSTepHOT7jTOyUccJl3voGP9j6Sa9FVG/dE8Iz+r3zfqj6cb8z8eMepr5nfIj/oTy036ZqO+NtVY/9pa43xaGzb2d+00kz7VqD9p2i89ucuk7zTq69JpPp5oz7qcDrpIzzPpI03lc0x6mbF/T60y6fuN+tM+Y/kN6436M4NM+iaT/qFR36ga27ux1qg/25NixEl9nbH8s5tNuomv5zca9U21Rv2FfkZ/eOGQUW8FY/9b+5r0YUZ9s2rS1xn1Ldykh436S/2Nets4kz7XqL9sM+rbTPZfyTHpDSZ9hkmfZ9IXGPVXu5t0v1F/TeuwniC/r3U8QQvdNL6vhU16bYc1QuhNxvF/bbZx/F77whg/tvcwpm9PN6WnmfSBJn2kSW826fuM/vF6P/Fv7WOKW7kHKpSl9A6jDD+gLFBwV2OJtyTQ+7BEsDpzeZszh2/lrXwzPrEqXypfYr7DCu4BlCPKEVCV75TvgPEMngEaH86H49oo1giVZbEcYU9NVFPwCdpmXLSCxWHJdNoB9oUgLMWz7H44piRjG2zYqmTntaA6c5xFiLnOYkTRu5Or7QAYzD8FpsZjmz4j2cYPokxB/XOSbfxtUFHbg9jG9yJuw746ontDvh/b2oqpfyfZxj9EuRn1j0i2dcj5scz5icx5QOb8h8zZ3t5rqL151N5R1N72lHxKKaCUwo4p/FVq4XZq4Q5qYXvKTkrZRSm7KUVEG/wAqLFqLChqvBqPrKYgq8yZ7RyBrLfyVrBim0RcYSDeeios+uYGN5RYfgb2agaqnZROMF3pqpwLESVVSYVG5XplPMxUfEoVNCkBJQCzlZuUMNyuzFZmw53KYuVemKd8rXwN85Xvle/hbuWfyj9hgXANuEe1qlZYqDpVJyxSE9QEWKx2VjvDveo56jmwRD1fPR/uU3urvWGp2lcthPvVsFoDm9Q6tQ5a1anqVHhRvVltwODTqDbCVvVW9VZ4SV2gLoA2dZG6CF5Wl6vvwDYWh17zA+vP+sNxNoxlwo8sl+UqKruf3a8wLawtUzSL2+JW+lk8Fo9ymWWSZZLS3+K1eJXLLSFLSBlgqbHUKFdY6ix1ykDLm9Ym5UpHscOlfOW4NVZRjjvjnVnqFOcNzmb18bjyuMnqN3HT4+aox7jKbczGz+PnsU78fH4+i+cX8AtYAr+QX8gSeW/emyXxi/nFLJlfwi9hKbwP78M680v5pews3p/3Z134AD6Anc0H8oGsKx/EB7Fz+GA+mHXjQ/gQdi4fyoey7nwYH8Z+xzN5JtN5Ds9h5/GJfCLrwct5OTufV/AK1pNX8kp2Aa/iVawXD/AAu5DfxG9iqbyG17DevI7XsYv4FD6FXcyn8+ksjd/Cb2GX8Jl8JkvnTbyJ9eGz+WzWl9/B72CX8jv5nawfn8/ns8v4Ar6A9ecL+UJ2OV/MF7MBfAlfwq7gS/lSNpA382Z2JW/hLWwQf5A/yK7iy/lyNpiv4CvY7/lKvpIN4Y/yR9nVfBVfxYby1Xw1y+BP8CfYMP4kf5IN50/xp1gmf5o/zbL4M/wZls2f5c+yEXwT38Ry+Iv8RZbLt/AtbCR/ib/EruEv85dZHn+Fv8JG8df4ayyfv85fZwX8Df4GK+R/5X9l1/I3+ZusiL/F32LF/B3+Divh7/J32Wj+Hn+PjeEf8A/YWP4l/5KN44f5YXYdP8KPsOv5t/xbdgP/nv8PG4/O66L4BRS5FOWYcgyj2I/Kjxg9LKoFNJpnFppnVppnMWpXtSvY1B5qD7CrqWoqOFgORrdYS5mlDJyWcks5xFkqLBXALZWWSuhkCVqCEG8JW8KQYKm11EIi17kOSbwH74FzvCfvCSm8F+8FnXkqT4Wz+EX8IujC03ganM3TeTp05X15XziHX8Yvg278cn45nMuv4FdAd34lvxJ+x6/iV4HOf89/D+fxq/nVGK1E/D2f4m9PPoKPgAv4BD4BenE3d8OF3MM9kMon8UnQm/u4Dy7ifu6Hi3k1r4Y0HuZhuITX8lpI5/W8HvrwBt4AfXmER+BS3sgboR+/ld8Kl/Hb+G3Qn8/hc+ByPpfPhQH8Ln4XXMHv5nfDQH4Pvweu5Iv4IhjE7+X3wlX8Pn4fxuv7+f3we/4AfwCG8GV8GVzN/8z/DEP5Q/whyOAP84dhGH+EPwLD+WP8Mcjkf+F/gSy+hq+BbL6Wr4URfB1fBzl8PV8PuXwD3wAj+Ua+Ea7hz/PnIY/i3yiKf/kYO7dCAcbONijk2zB6XstfxWhbxLdjtC3mOzDalvCdGGVH810YZcfw3Rhlx/K3cc0Yx/fgmnEd34trxvV8H98HN/Av+Bcwnn/Fv4IJ/Gv+NUzk3/Bv4A/8O/4dlMqfFxGnof4Ua29F37IoE5QJ+NijeEDRntaeBtX6L+u/gNmG2IZgHP7PeB/GwDPed8b7pPd1Je8T3+Koitf63hkfO+Nj/yEfUyyTxXddSg+1P8vWxkE3w/dLk+m3H2bAbJgPS+BBeBTWwkbYDK/CLtgLH8JBOII7e1CsitNeD8wesoftU0jW2KeSrLX/kWSd/WaUYbxrIBm2TydZY4+QrLXfQrLO/ieUNZivkWTYPpNkjX0WyVr7rSTr7LehrMV8s0mG7beTrLHPIVlrv4Nknf1OlHWYbx7JsP0ukjX2+SRr7XeTrLNPAxVTZyDW2JsQa+1zEev+DUbuoZ6H7AslM4skM4slM/dKZpZIZu6TjCyVjNwvGXlAMtIiGVkmGXlQMvJnychDkpEVkpGHJSMrJSOPSEYek4yskoz8RTKyWjLyuGRkAfY/ZG8mRpYTI4/+m4w8IRlZKxl5UjKyTjLylGTkacnIBukrz0hmNkpmnpXMPCeZeV4ys0ky8oJk5EXJyGbJyBbJyFbJyEuSkZclI9skI69IRl6VjLwmGVlDjKwnT2klRtr+TUZel4zskIy8IRnZKRn5q2TkTcnIbsnIW5KRtyUj70hG3pWM7JWMvCd95X3JzN8kM/skMx9IZvZLZv4uGflIMvKxZOQTycgBycg/JCPbiZFdxMge8pQP/01GPpOMHJSMfC4Z+UIy8qVk5CvJyGHJyNeSkSOSkW8kI99JRr6XjPyPZOSoZOR/JSP/lIz8IBn5l2TkuPSVH6PMiH9PQzDjUKLMONQoMw4mmfmUGDlEjHxLjBwTnoJrtiLaTT+VNA56K7vUB1geK2AVbBKbzG5kIVbD6tgUdjNrYrex2ex2NofdgafgD9lH7GP2CTvA/sE+ZZ+xg+xz9gX7kh1iX7HD7Gt2hH3DvmXfxQ3AejspO5WdaKBZbQaFXcOuAZXls3xgrJx5QGOVzAtWFmRBsLEwC4Od1bJa3AnUs3qIZdPYNHCyBvYniGP3sfsgiW1kr0Ny3OVxl0Mq1t4VHFp37Xearp2n9dDO13pqF2i9tAtFz7BF3wG0fzchf98B4DaRhmWiP4+pMN+JHO0/dz1bfDfFfJgCWrJ2LuZO1VIhtkO5qN1kLUXrrJ2lddHO1rpq52jdMO9Juyr0hE5aopakWTSrFqPZNLvm0GI1pxanca2TFq+J77s07Nt0bKQoo2q/14aAU8vQMoBj2gDowlawlWwVe5xtZS+xNvYy28ZeYa+y19h29vqpGBfflrGH2ENY48PsYWzLY+wx5Hs1wziKzG1Bex+yz0/U/hDmegxTN7Jn2XPsebaJvcBa2YtsM9tyqjGm2lewFVj7SrYSa1/FVmHtjzOMztjC17F20Q9Rezokn7LWU/SDOPtQcibKnaZ3UTnhDVjO4lfXwZ+gEWbCLDwRNeEoz4bbYQ7cAXPhTpgHd+EsvxsWwD2wEBbBYrgX5/x9sBTuh2Z4AFpgGUaAP8NyeAhWwMOwEh7BePAYrIK/wGp4HNbAExgdnoR18BSsh6dhAzyDseJZeA6eh03wArTCixg5tsBWeAna4GXYBq9gHHkNtsPrsAPegJ3wV4wqb8JueAvehndgD7yLMeY9eB/+BvvgA9gPf8eI8xF8DJ/AAfgHfAqfYfz5HL6AL+EQfCV+oxOj0TfwLXwH38P/wFH4XzgG/4Qf4F9wHH5EN1bUa9UitVgt+T/uzgNMimLr+1XVPVOz3T1DT3fPssCKiMQlB5EkOYNIFFxyUkCQICCCRBFRAZF0cclBMohIEskgonLRa0AyKFFExASIAt+p/w7L9PW+7/XeNzzv89HPVPWe33RVVzqnTlVPI1qKR0Ur0Vo8JtJFG9FWtBPtRQfRUXQSnUUX0VV0E4+LJ0R30UP0FE+KXqK3eEr0EX1FPzFPHBKHxRFxVBwTx8UJcVKcEl+Jr8VpcUacFefEeXFBfCMuim/FJc0Q34nLmim+F1fED+JH8ZP4Wfwiropr4rr4VdwQv4nfxU1xS9wmFcQ1oWmargW0oCa1kJakNdWaac21FlpbrZ3WUeuk9db6aWO0F7Sx2ovaFO11bZa2RntLe1tbp23S3tEOaB9rn2h/0z7VPtM+177QDmpfaoe0w9oR7ah2TDuundBOaqe0r/RKemX9U/0z/XP9C/2g/qV+SD+sH9GP6sf04/oJ/aR+Sv9K/1o/rZ/Rz+rn9PP6Bf0b/aL+rX5J/06/rH+vX9F/0H/Uf9J/1n/Rr+rX9Ov6r/oN/Tf9d/2mfku/HQgHHFld1pA1ZS1ZW9aRdWU9WV82kA1lI/mwbCwfkU1kU9lMNpctZEv5qGwlW8vHZLpsI9vKdrK97CA7yk6ys+xCRzc6nqCjh+wpn5S9ZG/5lOwj+8p+sr98Wg6QA+Ug+YwcLJ+VQ+h4Tg6Tw+UIOVKOkqPl83KMfEGOlS/KcfIl+bJ8RY6XE+RE+aqcJF+Tk+UUOVVOk9PlX+QM+brMkDPlLDlbzpFz5Tw5Xy6QC+UiuUKulKvkavmmXCPfkmvl23KdXC83yI1yk3xHbpbvyi1yq9wmt8sdcqfcJXfLPfI9uVe+L/fJD+SH8iO5X/5VHpAfy0/k3+Sn8jP5ufxCHpRfykPysDwij8pj8rg8IU/KU/Ir+bU8Lc/Is/KcPC8vyG/kRfmtvCS/k5fl9/KK/EH+KK/LX+UN+Zv8Xd6Ut+TtEAtx+YZcLJfIpXKZXC5/kj/LX+RVec0YbDxrDDGGGs8Zw4zhxghjpDHKGG08b4wxXjDGmkPN58xh5nBzhDnSHGWONp83x5hjzRfNceZL5svmK+Z4c4I50XzVnGRmmDPNWeZsc44515xnzjcXmAvNReYb5mJzibnUXGYuN1eYq8zV5pvmGvMtc635trnOXG9uN3eYO81d5m5zj/meudf80PzI/Kt5wPzY/MT8m/mp+Zn5ufmFedA8ZH5lnjbPmufNb8xvze/NH8yfzJ/NX8yr5jXzuvmrecP8zfzdvGXetpjFLWFplm4FrKB12jpjnbXOWeetC9Y31kXrW+uS9Z112freumL9YP1o/WT9bP1iXbWuWdetX60b1m/W79ZN65Z1O8zCPCzCWlgPB8LBsAyHwklhI2yGrXA4HAlnC9vhaNgJu2EvHAsnh7OHU8I5wjnDucKp4XvCucP3hvOE7wvnDd8fzhfOHy4QnhmeFZ4dnhOeG54Xnh9eEF4YXhR+I7w4vCS8FL/RwNo+1thHiLmCNChWzudrDci+f6E9TPb9Sy1da8MOa+21DuworOlxra/Wl50gizeKndQma5PZaW2GNoOdgWU/C7t1DnbrPOzWBditb7QN2kZ2ERbikl5Br8gZVuBFwAgYvGTADti8FNbYSwe/Cp7jF2RJWZZfxnr7T8aLxkwhjDeM7SK78YFxXZTGqntnrLerpyV/xBMqeVlR1phmQBlkAbaRdqYszBeYiHyAs5U4U3s0Nktmqeb79PeX5j4KD5sfUHjU3J/13S/pbCcL0XwiheWmGUBa5u6ReVjJzaMUfmQep/Cv5kkKPza/U1dGYirFSLJKMZJdpYi0biLVO3s0SfTXexGDwvcjpo9kA7FBoj6SApIDJCeIYEnUaiWp7cqL8oyLSqISE6KOqMM0UV/UZ7p4RDzCAsYUYwoLGhuNjUwaV4wrlJ4ILBef/g/ZWL+F/f/bvv7vWFhlQ/+s3fyftJmO7Cofl93lULJAynLWJpvZCNasKVmmibCTrclGKuuYaRu7/Umr+Nw/sYd/tIavkx28awETrcv/NWuYZe3ILs4g+51oFavT7EPNPTJnHmre0YRmHr/G5x2/0azjMZpxzMGcYy7NOG5Qr32UemoH1S/v2E7R2283LduKWo7lWp4Vs5Kt7FaKlcPKaeWyUq17rNzWvVYe6z4rr3W/lc/KbxWwClqFrMJW2j+0ti/8Y3sbSYoYEfNPWd2Vf7S7kWwROxL9g/V939xnfgAbvP8fWuEvyQ4fNo+ax82Td+xxJDmSHTb5u//QKt/8o12OpERyRHL+W9bZZ5utm/8d1tne/U/s8yNc8Bg5szl5IebxJrwFux+77oV4e96NFeFP8CdYGd6D92Bl+ZO8N3uA9+FDWHn+HJ/GavEMPpu15+v5x6yz6C8GsGFikBjGRooRYhQbJ54XL7JXxEtiApskXhWT2TTsn78upgvS9/Dy52iW5rC5mqd5bLGWrKWxJVpRrQTbopXSarEdsPmfw+Z/Af/toL5A/5hdDEQDUZ4SuBq4ynMErgeu85yBG4EbPFeQKoynBl8KTuD3BF8NTuF5g9OCM3jBYEZwNi8SnBtczksEVwbX8UrBDcG9vFZwX/AT3jJ4MHiQtw8eDh7lHYLHgyd5Z5od3OTdgrdpdjBalpOV+Cb5kKzKt4UKh9L4zlDRUAm+O1QqVIq/HyoXKsf3hSqEKvAP1A4a/zBULVSNfxSqEarB94fqhOrwv4bqh+rzA6FGoUb841CLUAv+SahVqBX/Wyg9lM4/DXUIdeGfhXqEevBDSeT488NGZ6MLP2J0M7rzY0ZPYwA/ZQwyBvFvydLO5JfI0m7nv5Clvc5vmcJsI6TZzhwiOllzra/FiHDDcEOxOzwhnCH2ZD7nQl7pauy8tOOPxyUbEiScVcRzySl46lM9iyrI6r6BcDXNDt5ArP7aGv9rK/11nA71tE0RXoT6TnFenMxeeV6e0qzL65KRacgbMp3P4DPwtM0+1imQM5ArkBq4J5A7cG8gT+C+QN7A/YF8gfyBAoGCgUKBwoG0QJFA0UCxQPFAiUDJQKlA6UAZ/hn/nH/BD/Iv+SF+mB/hR/kxfpyf4Cf5Kf4V/5qf5mf4WX6On+cX+Df8Iv+WX9I1Xdeuate069qv2g3tN+137aZ2S7v9X5HpVBRdYMVBx1ulolgDSqFDY6nqbV5UcwWppEWZehJK/WcGIarVijRfrEyHwarQYeL9FhZrSEeEtaIjG34fbrP2dDj4jyxc1p0OD+8diOGNA9nZCDpy0BgVLCfPxm2Wi0ZqTnYPz81zs9x4SuZeGrVNWB4atensPuzu5sV4vZ/34r1YPjw3k58P5INYAT6MD6OR/RJ/iRXmr/DxLI1P4pNYURrHGawYjeP1rDjfwXeyEnwvf5+V4vv5flYG605lMf7KYW7dAKtP7bH61DFrTWxPfE3sFaqpe0QpUYpmjuVEOZo51hK1aObYQDSgmWMz0Yxmjq1EKxag+U83FqSZz5M0cxxnvMxCxnhjEjONxcYSZhvLjJXMMQ4aX7Jk47BxjKUYJ43TNKd+zhzO7iMrMoblUxaCFSYLMZ8VUfqclSB9fpCVIi1+nD1AmvwkK0e6/DR7kPT5WVaefKzzrALp9G9YRdLr37JKpNu/ozZSz4FVEm2zyvJhvCzjqSy5fWWpICrQd1WJNNGEfBodJQqgREGa56UziXKFaBbXjyWhXAbKFUa5HJTLM1Yba6hEa40NLBfKmAdlzGucN75hBYxvje+pXKqkxVHSUihpOZS0PNnBN8hPWELeRlWUujZKXZfs01XWkKzTTfxeQdAsvWd8F7YRjc+uKNEEVUbeDOOeZUkY1jQF786rZckEb8GLMo53yGTKaAT8g7qoLCpTXaga0dHGAdRLEPUiUS8h1EsSzX/bMQO1Y6LVLdRR2HjMeIxFyEMfzrKRFzaZ2n6qMZOlki+2geUzNhnbWTnyyL5nVYwfjOusG80lXmS9adYwiQ2hWcJKNprmAOvZNLL5h9lstP0mtP07ZMm/YpvRA95FD9iCHrAVPWAbesB29IAdZOG/ZzvJyv/AdpGlv8l2k10PsgM010lhB2l+cx87QXOaNHaOZicmu0yzjCj7gWx9TvIESBOSp9SPMeVJshpqtYE1Vc9vsebmUKs2O0DX3MNfxzOO2t0WwRPwjDwi1euaJLTIxLstwlqwKlkywaqxtIQWmahWn41ZxiLKeYexj3rbr6bqvySFv515P/fhTkrGcxeUS85/R7PSlTHoIQY9xKGHNOghHXooAD0UhB6S0EMh6KEk6CEDesiEHrKghyLQQ9mgh2zoIQd6yIUe8qCHYtBD2aGHcjCu7VK/WxH1tM1UE/9sP0Zwgzt0l3l5Gi/NK/IavAFvRnfXmffkffkgmsGM5uP4RD6Vcp3HF/OVfC3fxLfxPfxD/gnVzTGqhwv8Mv+Z3yDlHxSWcESKyC3yiTSq3XI8jUpfiOqiGOJ0sn4qbscrIG7PKyLuwCsh7sgrI+7EH0LcmVdB3IVXRdyVRp6Ku/HqiB/ntRD34HUQ9yKLquI+/BHEGYHsKtY3BFIQbwzkUHHkt5Cp4oAbslQcXBQKI94aiiDeFsqG+GbIRnwrFEV8O+SomOYwLuKq2Tjy6ckLkybIRnZe0F9FKUwna6/mDiUobM9LUtiBl6KwIy9NYSdehsLOnOYRVLYHKOzKy1HYjT9I4eO8hnoGhNek8Elem8JeNF8QVKp6FPbl9SnsxxtQ2J83ojCDP0zhLN6YwpkBjwkqb4zCjQG1AvJbiBqGSkq9msqpU7g1RPMNKmNQPdUUkhTeCoUovB1KYoLKRrOfUFVWOOv3mwPYc2wMafmpbBZbxFaydWwL2bH97HN2jJ0hn//nO/t61JNSqK/no75Ukpfjlak31eONSUOmU7kfp1Isp9rKoBpagbgdX4m4PV+FuANfjbgjfxNxZ74GcRf+FuJOfC3irvxtxN34OsSPh+5RMZUxt4qplPci3hrKg3hb6D7EN0N5Ed8K3Y/4diifiqnE+RFX5XPQfnPRcvPQcvPRcgvQcgvRZovQZm+gFRej5Zag5Zai5Zap9gh5qPEYajwZNZ4dNZ6CGs+BGs+JGs+FGk9FjXOmZ2N4uluDrmAY6Tybep2I+vVrY/zyqBArTbY4viLFk9HXsqOPpKi8VSo8R9ZZd9WTlO4lfTIdfQWh2injNmkoxmPk2XBoIgH9omxaCnuJt+St+GO8NX+Udzdak/VJz1wfFgPFcDFOTNMytGXa2sjvkZuRW5HbpF9nG3OMucY8Y76xwFhoLCJdu9PYZew29hjvGXuN9419kWsREdEieiQQCUZkJGT8atwwfjN+N24at4zbJqk98zVzsjnFnGpOM6ebfzFnmK+bG8yN5ibzHXOz+a65xdxqbjOPmMfME+Yp82vzjHnOvGBeNC+Zl80r5o+WtEJWkmVYpmVZYStiZbOKWEWtYlZxq4RV0ipllbbKWGWtB6xy1oNWeauCVdGqZFW2HrKqWFWtalZ1q4ZV06pl1Y5YkXAkEnEibsSLXI/8GrkRyRVJjai9yALw/Rj8vQDNHBqSTespepHVHkB+nSWGkV8XxlPQEXhx2eCb2ViDjWpvaW8xJ/hmcA1zgxuDG1kseC14jeZt5LGw7MpjofnNCeMsK6z8FprNjCPbXZF89/WsJnndh1kj8ryPsodhuxvDdj8C290EtrspbHcz2O7msN0tYLtbwnY/CtvdCra7tXmLrPZjlk2WujMs9TBY6pGRGFnq56mcm1n6n2nRf68F/0fa6U4LGahNhtpMQj06qMdcqMd8KHkxlLwcSt4UJW+BOUqrTM8vYATCGIUNmFrfrcFyJ/b/v+/F/3F/zOw7lEIUPYWhp2ho4SDaM4L2zIb2tNGeUbSng/Z00Z4e2jOG9kxGe2ZHe6agPXOgPXNSu2VnueJ3bwYiCXcfoflmfMSqMY9+ytBPOfqpQD/V4tdagWwJ16bQrCRLC9wZ6dAcGAXoyQH0ZImeTDaEZlCxP7tOau9Wv0/J3HFWHjnz4n4FfvFi72TCVr+n5XZHzObuyrVw2SySOQdUM/kWmO29GpdUxi8mxvlkaqb4FM2EEmWkqcm/nBqXqTQHq7qw89n5GLML24VJUtwmW24/YNNcxX7Ifogl2TXthvSdxnZj5trN7ebMs9vYbVjM7mB3YMlIpZH6xcc/SUVdaeBKE9dUQ1hMtYbYIi5SC12hz1Xcm9LLmlhMx+ckO0KfUwnyiVpRsYVku+izL0uui0FikOaJRSRdTp81WYRrZE/EJIpDWTIh6onLJH2OPj/f/aY4RJ/HqZ3qidIJ301FXk1IXlqkJnxb5UNzPC2nlkcrcPf7/JKYTITssSa0EH5DdOeKwfQJUhkuiMvqPOuKzYLanV8m8ok4qM6zrqASclULjRJk60i2g+5rAc2T70rnkJTmHGK8mOy7y7Ekn0zyAWKIGJmQZx3xFJEh6ldRCdKSojU8QyHq8JIJ8hRBLUYzME0UF2X5truE3RJUdprpacITOUWehHqj2TER9cl9t/347/yKEGpThD6hBPkh8jCoHzD1uXJXzubQXP9T+lt9Dt1tbzaWjeXruHqfh/rsSCC9yPJP5OoX9+qzOIsE1H90xUfyAVy9E0N9xidcVY5GflfekyTq0zfhqlSWyquQr9Ak7pU9GmeZvb4R9Xo1OgrbzaiPp9kt7ZasqJ1ut2PFMEZK2ePt8aw0+nvmSKY5M7MDSYEkurKjGvF2Z7sbjZcn7J4saPeye9NI6WP3Y5b9tP00y2YPtJ9ltj3UHkqjbpg9giXbo+zRLIc9xh7Dctlj7XEs1Z5gT2f32hn2IrqPxaQ31PP9gu6oZdYIjcZzVHlx5BVAXknIy0ReEeSVDXl5yCuGvFKQV07klct+xX6F5c7KcSFyXMHK2Kso3wpZWozyQNgM4cMIWyMcnfnrOtIL6q8HKEzO0ngTmE4ar5fdAEy9TyUNbyZIZnnAH6FSNcdZk6yzpjij/mTXsutA05XENSksX/wapUXvXHX3vGn8POFKvgB3Ugb/meYANoSNpH4ynrzKGWwO+QPL2Rq2gTyCXWwfO0A+wRF2ip0jr+BHdp3d4jr5lzZP5qnkYRbixXlZ8jGr8Tq8EXmZrWl+3fXv/UzSmIJ6UH4K89sFKCxgF6SwoE3a2y5EmlSQPk2jMM0mb8suonqOXZS0prCLQcMWt8nnskvY5HPZJW3yuexSNvlcdmmbfC67jE0+l12WaljpYvK57HI2+Vz2g3Z5CsvbFSisQDpa2BXtShRWssmS2JWpXQRp7SoUVrGrUliVtLWwq9nVKaxuk79m17DJXyPLUIvCWjZ5bXZtqj9h17HJd7Pr2uS72fVs8t3s+tSSwm5ANkTYDVU/tBvRWBE0YpqhfzZXbUe9VNC4SacwnSyEIDvRlsK2NIaE3Y7GkKCRNJ5CNV55ICnhlwQpGIuvZa1l/GsjMidaGx6D3Z7mBC+oMFwWfW8Q45F09jx5egWoFdNJa0zkS/kufoxfFTZ5/LVEezGYdO1KsVecEjc0Tyuu1dM6a89p07U12ofaGe2WnqKX1hvpj+sj9Qx9nX5AvxAQgdRAuUCTQM/AmMCcwKbAp4FLwWAwT7BisEXwqeC44ILgluDB4BVpyHyyimwt+8vxcrHcIY/In0ORUKFQjVDb0KDQpNDy0J7QidD1JCepaFKdpI5JQ5KmJq1O2pf0ddLvRrJR0mhgdKUZ3AxjrbHfOEez1ZxmWbOx2d0cbc6iWeon5kVLt3LTjLOZ1csaa82zNlufW5fDoXDecOXwo+G+4ZfDi8LbwofCP9LMs0Ck2h0fjOqeakmF4bIIy9whqi9T/eVTBOFdkh8kP0h+HykAUgCkgI8UBCkIUtBHCoEUAinkI4VBCoMU9pE0kDSQNB8pAlIEpIiPFAUpClLUR4qBFAMp5iPFQYqDFPeREiAlQEr4SEmQkiAlfaQUSCmQUj5SGqQ0SGkfKQNSBqSMj5QFKQtS1kceAHkA5AEfKQdSDqScjzwI8iDIgz5SHqQ8SHkfqQBSAaSCj1QEqQhS0UcqgVQCqeQjlUEqg1T2kYdAHgJ5yEeqgFQBqeIjVUGqglT1kWog1UCq+Uh1kOog1X2kBkgNkBo+UhOkJkhNH6kFUguklo/UBqkNUttH6oDUAanjI3VB6oLU9ZF6IPVA6vlIfZD6IPV9pAFIA5AGPtIQpCFIQx9pBNIIpJGPNAZpDNLYR5qBNANp5iPNQZqDNPeRliAtQVr6SDpIOki6j7QBaQPSxkfagrQFaesj7UDagbTzkQ4gHUA6+EhHkI4gHX2kM0hnkM4+0gWkC0gXH+kK0hWkq490A+kG0s1HngB5AuQJH+kO0h2ku4/0AOkB0sNHeoL0BOnpI71AeoH08pHeIL1BevtIH5A+IH18pC9IX5C+PtIPpB9IPx95GuRpkKd9ZCDIQJCBPjIIZBDIIB95BuQZkGd8ZDDIYJDBPvIsyLMgz/rIUJChIEN9ZBjIMJBhPjIcZDjIcB8ZATICZISPjAIZBTLKR0aDjAYZ7SNjQMaAjPGRsSBjQcb6yIsgL4K86CPjQMaBjPOR8SDjQcb7yASQCSATfGQiyESQiT7yKsirIK/6yCSQSSCTfOQ1kNdAXvORySCTQSb7yBSQKSBTfGQqyFSQqT4yDWQayDQfmQ4yHWS6j2SAZIBk+MhMkJkgM31kFsgskFk+MhtkNshsH5kDMgdkjo/MBZkLMtdH5oHMA5nnI/NB5oPM95EFIAtAFvjIQpCFIAt9ZBHIIpBFPrIYZDHIYh9ZArIEZImPLAVZCrLUR5aBLANZ5iPLQZaDLPeRFSArQFb4yEqQlSArfWQVyCqQVT6yGmQ1yGofeRPkTZA3fWQNyBqQNT7yFshbIG/5yFqQtSBrfeRtkLdB3vaRdSDrQNb5yHqQ9SDrfWQDyAaQDT6yEWQjyEYf2QSyCWSTj7wD8g7IOz6yGWQzyGYfeRfkXZB3fWQLyBaQLT6yFWQryFYf2QayDWSbj2wH2Q6y3Ud2gOwA2eEjO0F2guwEESwWX41R3iqHt5oGb7UIvNVi8FaLk7fakZXGik1ZrNiUx4pNZazYVMGKTXWs2NTAik1drNjUw4pNQ6zYPIwVm8bk705nTbE61BarQ2plZgELszwsjZVlVVg91oy1ZY+zvmwIG8MmshlYH4GPjzP4+TiDr48z+Ps4g8+PM/j9OIPvjzP4/zjDGgDOsA6As4fp7GGcYVUAZ/D31Xq5XZMkDD67xThPZ8nYD2zMOrL+8ftcwFayDWwf+5QdY+fYFXaD/PVknoen8cz7yFCrDHEPfyZWHGaptYa4ZDYkcxIkcyGZlyCZD8kCSFSKC5GiOlucdbYk62xp1tmyhJxXIo1VWWmszvrWW1lna7PO3s46W5eQxnqksSErjY1Z39qUdfYOzjL7XbIaIXTFVqbZrSjeRnHrrNS2g+2IlzOMdci7a4PdWcDuSf1Nor+FqL/1ZQb6m2UPovlQ2H42a53QtodTr4ui17nodTG6l+LYZUmN50Yjku6BRp/dOi7ZCsk2SNRK5Wh7s29HZFG8h6hVxMzVwkbxdUS19iNEebUeLepg9WdyXJZPkJ8uZsXX7u9IIyKZaWIsHamJcn6V32K6eAqH7iPH+Bm6rq8Y5JPu5QconSoiPb4+f0e+mm+gdArQUUPU85GpfBYLqPdN0VFIFPexwXwk3X8hn6wr76VyF55P2pg/yjTKfS+/5ZOX41WYTrmr45yPpPJ8FK7BqvldaZBHsCe+K1Gq3k9PqXfnY/hin1y9vV7jTXgvPtUnV++219WTnbwF99UP3vStq6d/eEXe2UfU0xQBruPIw2v4mHp/foBdUAfRoj6mnsngPNknU++BFTykdg8SpOo9opzn8cnUW0sFO8GtuFT1sr726v/19XBBvTmfXYNyUntg99ptSLPnwQrk/fG1ckEjs2bWqqUBfZe5S5aBcBHChVl7B//qrkN1pqE+1GjMm/VL5SlgNREOj6+rqvO6f7cuuhx6eEVcd3OqIbUftJ9fwI6V2h3rjvSws8rX8U9IfhD7aHelc0T/zD0rfllUTJCPFekkX4p9tLvSvqIB9qwE3yGsBHlrNbLVjpUwEqQ1RN7MHSs+mZ9IkKepb3H1nOOxBKnHb5CkHEbbmrty9jv/OnOfiq9OkJ5TY4iHMNpGJ8gPYN9JvVFwZIJ0E1dvdz6C/tkiQT6Pq963K/6U5R3py0iRLAM7wgskyPtjD4pGHc+XIG1L1o8z8gPpiusJ8loYT6quryZIi3PV8k3obDj7MEGezFXLqrreF5eq3om9D7seta+GPiXRg/BuR7UC8S/t7QrqMV3srvRtZUUEjahelMMw8m0D9ggaP0EaP6Moxdlke0P2XLK3SfZC6tsGjZnFNOqWkgW17E1kycLxcdEw3tOTcFfqafWA3Zt6IaOxOZDuR1kiYS+jHqrZ68hiBnHfs9ndHajMkdML4dI7a/sUrkXYHeFiqh+NFaBD1eUgpv6pGvOwG981Pmam/Zf3ywVs3Wi6frOtdlEFXfHP0qtJ6TWgOZSJ9Cykp57aSGV33m2s222xA6Jjx6QtdF263ZZl7pNcJb08mK+lI3Ond3pcfoLkHdVzV/yUT76XNH89fiBuKe5I1fNppfkmvtYnzSBpKl/Kp/ukY0gapPE41id9iuIrfDT6911pa4qPkJ1J90lrULyHt41bkjvSohSv5nXi4+iOlOw7m8FLxi3L9P8Ds2vVql1o7GSOAo5RoFFag6iFZtN8M4g+H0KfT0KfN+y11B/N/5bnMe48W6HCpggfQdgEYXOEtRHWQkizKO7gf7QoTva1GfX2QWwc6av97CqPWwGH+pWT3aFZuZMzLmkFSacESWtISBM7ueKSxyBpn/CddEg6JkjaQNIFV8nMX8nCShVnZZGHg3RdpOXh+hiuSXbaUlgAdxZVfd/pjFQD5CvEf0GLnD3cdRR5xnC/Dr6ZEs+/C9JSd+0iFZVqdqV76JoUxpycdF8hyqcAdI/FNK2peueA+obWQGtAakL9Ppnj98nqvbQcvx6oEdcYf4EWaYSntEsmyDTSwuXRXqlZUmqL6CilkTPfAhLtHx3KjOiY6ATmRTdEN2I+w6Pno7dZ5ptJWiRophnI5ymmxkCzBJnG0ulQc88qCVKd1cKhdk8LZclJN0XbRdtRzh2jnaCb/vM7ORA9F78TZb+Kx9N5HXdSHneSmiWj1KLtox3+ZJr0bYc7Iq6BS8JmZaaU8YcUxkVfjqeQHbl0dgL/aS6ZOqM4xVVwqFRnxqUpVDOF4kem/I91cuceBc2ukqObou9EN0ffjW6Jbo1ui26P7ojujO6K7o7uib4X3Rt9P7ov+kH0w+hH0f1R9a4SDffDcD8G7seLp9M/+nR0QHRgdFD0mejg6LPRIdGh9K0XomOjL1IJX4q+HH0lOj46Adeoe9gUxbtLVH/0tntbvW3qTr1V3irGvF3ebnWnfB370unj9HX6Of2dp50BzkBnkPOMM9jZ5LzjbHbedbY4W51tznZnh7PT2eXsdvY47zl7nfedfc4HzofOR85+V3N1N+AGXemG3CTXcE3XcsNuxM3m2m7UdVzX9dx8bn63gFvQLeQWdtPcIm5Rt5hb3C3hlnRLuaXd2m4dt65bz63vNnAbuo3ch93G7iNuE7ep28xt7rZwW7qPuoPdZ90h7lD3OXeYO9wd4Y50R7mj3WnudPcv7gz3dTfDXeIudZe5y93d7h73PXev+767z/3A/dD9xr3ofutecr9zL7vfu1fcH9wfPeFpnu4FvKBX06vl1fbqeHW9el59r4HX0GvkPew19h7xmnhNvWZec6+F19J71Ev3+nr9vP7e094Ab6A3yHveG+O94I31FngLvUXeG95ib4m31FvmLfc2epu8d7zN3g5vp7eHPju8g96X3iHvsHfEO+od8457J7yT3invK+9r77R3xjvrnYvljOWKpcbuieWO3RvLE7svljd2fyxfLH+sQKxgrFCscCwtVjRWIlYy9mCsPLVhDqeb8xRpnWcd6iHOX50T7F435t7PSrll3FqsmtvK7cSauc+741g7d6Y7h3VxV7hr2RPuR+7nrI/7k3uNPetJLycb7rXyWrHJXhuvE5viPeMNYRnei96rbI63wlvNlnjvelvYCuo529kq9JfV3nveF2yNd967xnbGisSKsE9jxWLF2WexUrHS7AvqTUXZFGehs8h5w1nsLHGWOsuc5c4KZ6WzylntvOmscd5y1jpvO+uc9c4GZ6Pzg/Oj85Pzs/OLc9W55lx3fnVuOL85vzs3nVvObZe53BVub/cpt4/b1+3n9nefdge4A91B7jPuq+4k9zV3sjvFneoudBe5b7iL3XfdLe5Wd5u73d3h7nR3uSfdU+5X7tfuafeMe9Y95553L7g33VvubZquca+EV9Ir5ZX2ynhlvQe8ct6DXnmvglfRq+RV9h7yqnhVvWpeda+G95jXw+vpPen18np7T3l9vBHeSG+UN9p73cvwZnqzvNneHG+uN8+b773trfPWextiSTEjZsasWDgWiWWL2bFozIm5MS8WiyXHssdSYjliD8TUe6tstB9D+8XQZgXRZqXRZuXRZpXRZrXQZo3RZs3RZk+gzbqjzfqgzZ5Gmz2HthmJ9ngtc00kpYOyGd7b8daZ6LzqTHJecyY7U5ypzjRnuvMXZ4bzupPhzHRmObOdOc5cZ54z31ngnHROOV85XzunnTPOWeecc9654HzjXHS+dS453zmXne+dK25nt4vb1e3mPu4+4XZ3e7g93SfdXu5L7svuK+54d4I70Z3rznPnuwvc/8fed8BZUWTrn+47d/IUc7u7qmtmYJgZchpyzkFARXIWEMkgkgRkFRDDM/B2zYsKKAoCSlCSgCCKYX2uATGRRBQDJiSDgIR36rs9wyWuuvv87f/9H/3jdN+a6gqnzjn1ndPV1cvdFe4L7kp3lbvafdFd437ibnI3u1vcre4291N3u/uZu8M96h5zj7u/uCe8LK+oV8zL9op7OV6ul+eV8Ep6pbzSXhmvrFfOK+9V8Cp6lbx8r7vXz+vvDfAGeoO8wd4Q72ZvojfJm+zd7z3gPeg95D3s/dWb5j3iPeo97y2RE71l3lHvmHfc+8U74Z30TnmnJUlL2jIk42RYxssEmSiryxp/0OiwXdZ99bW6H2aQYZFhbPUnRSZT9Hsktu6vB2C2Ghq5nrAjmEmJrGL7PkGOluPYyqySfzJ5OcdQvvd6zmfxvMBpPB/czTPJVJ734rgdN1KYLdbtFM/WaRUl8J0vUqKsL+vj2zrcjmipmH3M/YT7Ldxvoih90KIasbhJduT5d6TsxHSU7Mx0tH+CbP9x2YWvx5yVsytydkPO7sh5Ejl7ICf3kEdxKJ1Zr5WHeXUmZqv+3hCerYZ5IxmHcUt4rppAZ/ZcK8Alj5uWcyn9OO9QLsuSI+RIc7+p2RnN43gD32fu6op3RnJ4Pm0RxXZ6jWmFXku2HB6kvIyUV2JSXkLKupiU9Uh5NUi5UN0FbRwVtPEJTivClpvbz9a6K3kYi64Yi25sa1+l7jxf7KJr2LJWo9vY1telqbKBbEV/kW2ZV4/JwVzXXDlHLqSF/kP+dFqh1+h36CW9N6MUbYCWLwziWh6iM9FY1yz85XkgR4NIi6BtxAi1A9mhbiH2rRirXk/h0GhGrPGhm0I3UQLe3k2M9Ir0gnQNoxRIV1pkZGQUCUhpemRKZAo5kbmReeTqXro3yZgxjK65e7Kw1jgn3knmcUhljBx2KjlNKMdpxYi6RjAq0biF+RZm1KfehW8bDQ987Ohe1MZn3RD8Nl86bBNw9qmg3nrso4wKUniUjO1hXvP8wHKU5WWxJlT2KrMmmLGKx1glmBhfYcuKcMsijkNJ7A9ISmGPI5PSnGJOLucp4ZQkBYSvufVVeQ6u7tSkbKe2U4dynfpOAyrhNHIaUynuVWsq41zptKFyTlunHVVwOrIvUQl41XOAP7mc2uDJ1eylkE7X6Wyn2+v2rPMddUf0PzOQlJlsbTy2obPJ53luHmUyyllAxbw0rxnlMGLpyRLUj7VjiDrtP0jjta3jrWSdqFOsIjpNC8vl0iOW1K5Wlq8zdDErSxfXOVaOztN5Vp4upytZJXRlXdUqq6vrGlYFXVvXsSrperq+VVk30o2tqrqZbm5V15fpllZNfbnuYd7Jo4ipidvONVHY1ERJpiZKMTVRmqmJ83BNpExNpE1NlGFqomxTE+WamqiEqYlKmZqojKmJypmaqIKpiSphrGthrG1agBE3KSvozHuvs6ngbQYriKjNNhLOWKgra+TfWKNK6tdYT1pC/9KddB5r1/hx7NEp41E6RdmPy3PyePRLOaUo3qnmVKMEp5ZTi326uk49loeGTkOWhyYstanO5c4VLBVXOVdxae2dDjxT9Gc5djCeQxy24c5wRmfGIgxkKeNZCT5hMcwkxGjZ4+qr83xSkjHt3dSJMex0GoD5ZBhj17dpDGPKBXQTt/xnup2RYTVaCdz3vrxJ3kwfyFvlbPrIf8Q/Tod1qk61eugiuojVUzvasa7WvtZWL52ts60+OlfnWtfofJ1v9dXVdDXrWl1T17L66bq6rjVAN9ANrIG6iW5qDdItdAtriG6lW1tDdU99tXWd4ZUpnUeYS2fp5NJZOrl0nrO4dB5zLp3iTemUYEqnRFM6SwGXzlLApbOV5NJZFrh0Lo1Lp3RTOvMqOmKlEa0xIzaHzrx9MjOIRiIiJyeaSI3xUJivY3i2sNlHGcujW9ItHehzAmO32pTIqK0hJTGeb07JjOKvpBTG7x0o1eA3SmPsNoKKGAxP6Yzfx5HDiDuLDTHjbfIYb+eRYoxdkXyDs0mD45myK9tdE0FLYFQ7n1uwyFnE9uMx7zEe2RneDEpgrJfMMykjPUpipBdBdCbOeDQ81m3dtmx5ZnssoewjPM0zTygqp+xR2ng2GZVmBT6YZyAT0fOnz5Lfj6kkexDfYI+NFMZvfJdBbiy/jziPcMkPew8zJ6Z507hlS72l3LKj3lHmyinvFLeMjTK3zJbxlAxkY6y/xbhtOOYJG72lwK+wqTT3cxGX/4LzAnsW+51DXOMR5zhL+imXR4dt6VzSBmlTFuPrnVSM0fVXlMO4+jTlYjRKMp6uQaV4TOpRaYxJecbQPagCxqEixiGfUfQtVBl8rAI+VmUc/ThVYyT9FFU3SJpqGRxNdcDZeuBsA0bRPjUEem6mrlNjqYWapCZRWzVFTaF26jZ1G7VXd6g7qIO6U02ljupedR91Uw+oB6iHekg9Qj3VdDWDrgHPPcRfDLIxHDc7lyQwx5vxqLVwO1M6e5xduUeG+3ngfjXoXTO2JG/SAIxxppvJuXPdXOZnObcc2ezNVoHttuEVEXBeND5RHrH6PYHFisaRFR9TOHVbYeofNxfZVNf4AVwT+wGsU+wHsPV61HmUrd8Mh+XaeAJs/Z50nmQ5mO3M5hawV8fWj706EsarY7u32FlMDnt1S8g1fh15kBvFnt0q8hmDP0ya5fJxnq3MuJZi5H2CynqnvdNUkVG3RZUM6qZ8g7qpCmtSGnM5Xabz2DvSodrGY2IJYI+JJaA6j3oDuUVuoSZyu9xOTeUO+Tk1k1/Kr6mF3CV3USv5nfyBWsuf5E90pdwn91MbeVAeobbymDxGHeVJeZI6ydOKqLMKqTB1VQkqgSUjSaWwZAglqLeKKIf6KE/51FdlqkwaoLJVNg1UOSqXBqmSqjTPs2VVWbpOlVcVabiqrCrTSFVNVadRqqaqQwbNMkY9M+Z0Khjd+bFjTj8Upv6RYx5xleuzzGa6WSytxVhy49waLttst77biFLdJiz/6Sz/Lch1W7qtWd+vctsz7ujIGpEFjchmjfgbFff+y3uL0cc73kfQjk2s3Vu8razd272vEUe0nIHobz5bLfPO2dGgv88grmi8gmzzLqL1ZWF6AU78Pw3436IBUT9gUTDCzyJudd7sZSIPzPeZzizm+1POHOb1s84CHmcz0xZxnnNWMJdXGm5iPsxgv/4Bashz3jRq5E33plNTnjlmUTPgvMsw8w1m//4Ee99m/ruO578kGi5TmLPjZRGeS/7Ec0kG3QRu3i5/5hbfBeQ22BnMLbvOuY5bNpo9RtsZ54yDDEffFTOfxkvHfE1Rzyr4FX1v0Ql6uYDLyrtgL2dxHU8ZKXI1zxtpblG3KOtarluCtbKOW4d1rZ5bj6T7nruBlLvR3cjz7Ifux5RhoiRU1N3mbqNsd7trYn0n3BOsd9leNpXwcrwcnnPzvDyWrjJeGZ5zK3qVqIw3yBtE5bxJ3iSefw3PKoBnFYEQKoNPVcCnquBTDeZTItUEQmgkb5A3sIxNZOzVFD64mbkJM7d9AcwQxxi1PP826CmCvzn4m3cRFHPGR4zGzxeafHKT3MRlGLm2WKK/itYEtExAxU7MfdFVMotQ92a5me/bKj/l+z6TOznlG5b4pEvcHV3hs9jgIK71CHBQHDAHeSu9ldzf1d5qxlVrvDVAbISIhE0jLFE4/k4hcjC7nKVeesTB/zTwX4DzEXDeAeclOK/A+eLG74uMjph4hUG8FiNexrrOePYE453VzrtsC/e7NstBSbcaVXGvd2+jxu597D90YWS2gK5lZPYaDWVk9hWNdr9xv6Hx7rfuT3Sju9fdS5NN5JtucU96Ft3KWK0r3ckjO5ye45EdT8sYk91JaxGTeN1b771BbwD9/l2OkxPoPf2yfpU+OG/0/xF3ngd35rBeE/Tagl6HoNdx0OsUaHEatFgw5ktiGTLa6kBbJbRVAfP9v8idaAymdRDFCGIUiGwQLTExCubNKpbRfu6NrPv3uA+znj7GM0Vt5kQG66Dpdwcg9suMHsFSRf1I4y86cg7Lb6Y/w38Fz83PlvCl5j7o3K+5Lwd+duwIRlu5DNGtLI+RsXxRvkxl5dvyfazcu5TeJ0TjdOBjMvNxPGN7w8Em4Fpr3/VLUxtwrWDHArP6syCyZ1YENAgs6nJgqS14bl8+Ji1EPAZWPrynglSu10vz8oOW5sk35N+prDrtO5Svt+vtjN5P6pPUPMPP8BH9u1QP0oP4CzeVbbPB+pIRU3G2zQbxZ7g1GTdlug3chmybDW7KBm7KdTszVsoDViohO3JfS8q5ci7P9vPlfKrkH/APclvWcL+r/KFYJ7Ew7liCe2NscgnMmK3QxqGIKY7293PrbkJMcVLMqIwJRmVKzKisCNZDDYoZlRUYFbNGr2PMqKwwUs5ywPLjXc7S4GHs8/QOvYNq6dP6NNXO4H9U5x+Mh48oF8m3eEyF/Fh+Quk++SypfsgPcalhP0zST/KTSflpPOLa93xJ2T7/oxwe8AzK9Yv52ZTn53L9Jf32fgcq73fyO1FFv4vfhcemh9+T8v3efj+q4g/wB1Itf7A/mOr4Q/2hVNe/3h9B9fzR/njspPHHjVwpnluMhVjOtqu8+4n7HdVzj7KNagt+dPdu9m6jQYw0n6IR3vPeMpriHWXLcQfwzTw5SU6mBXKZXE2L5Hr5Ki0H/16QH6tTtMrwz/rS8M/62vDP+sbwz9pl+Gd9Z/hn7TH8s/YZ/ln7Df+sA4Z/1iHDP+u44Z91wvDPOmn4Z50y/OPBYv7Z8YZ/dqLhn51k+GcnG/7Zqf4s/wvb8Y/5x+3OkKMJkK2pgcS8UGgDxsek2HQEe00MiE2zrrAM3mwfkxayatl52DOiQWxO+3goDhGngjSLbP2sNnjNgj7SeX67iTtdBBUyhtNBBCAMexDvlnHLUALiAImIAyQhmpCMaEIm7EEFoKCKsMgNZGfZmdF5d9mdrpK3yjmM0Y2dGA07MQbxyhu4BUnRJ72stz6XlcV+WxpboRzWgI6yE2tHF9mFZX+GP5Nl32ivz31ZR5m/IZrxDqIZ8YURtrHcRzOjhuUQOZQS5XA5nJL9x/0nENnKYcS0lTn0NfsccexzfMv5fpS7KUHukQcoSR6Wx0moMPsWHvsWiSRVqkojXxVRLmUopbIoW5VmH6Ik+xDlqJSqpPKpjKqialA5VZuxeL6aqWZRFbVALaAaapFaTDXVUrWMaqsVajXVVWvVemqk3lHvUAv1ntpAl6kP1UfUSn2ittLlarvaSW3VbrWb/Zs9ai91UQfVIeqmjqjj7OWcZJk3z7HKsN/3EPd1Gnt8Yfh38aw/9/Pc8aD3ICWap4WUxJ7aMcYmJ72TlMrW8VlKkz9z3zz0TaNvGehbFvpWDH3LQ9/Kom/l0LcK6Fsl9K2aqq8ac6+aqWbckzaqDdVT7VQ7qq86qA7UQHVV3aih6qF6UGPVW/WmJmod97YpensZetsSvW2N3l6B3rZDb7ugt13R2+7obU/09ho8MRtoYtJGliC1BKm1ILU2pDYEqY2D1Ia5r3MoHrKYAFlMLPTkCr69vBI+wXJGyqSv0dfg658XQoVOgHaIVkHCYMdgqcrDRjWAjeojNzFv+rFNeIX+BtRucBv5R/2jWLNnSirJ6S0ZqZyZh0z0LrqacDX/LRxFUUBOEsgpG8ipstJcdtUYnHW9wVnIl4N85ZCvHmozdj0cxVmIwDuYjbLQs4roWT48GoPVCFhN4b68oAXvBi0oj5Kro+QWaEHLwohjg0Jk/GLAk9ngyaPcqqPsB2TDD6jMPPGpKnhyw6/qnwX8W4DezLrezoW/DPduotkxT0684D/Rml9VemIUzQFXJwPTZQDTNWUpWEPtgIe7qevUDOqldrDc/eVfyvFfJznRVWBmBV3LQE7XmtHiWZl9QKeH04N5ZJ62wWM16xbQNvZozWoFTrnPvR+rgqPP5gpLs+4PSnvpoqXV5/Y9wKlznHmMsj93djK/9jsH2dM3zx8Fnj+mm/UP5CBy7vEsvplxpImfZ7hH3eOMIE38vDieUeYhil4CzyhL4hllKZ7jb2a/3sTMy8BSlUXkvBzP988zR5Z7y3luecF7gecWY7UqmZUNlI8nE1UQP68K77o6W+of2dP/Wf7MVjVVpVItHmHNtrWSqkR1VD3VkO2SsUhRK9SIrVAftkXXqRFshUyM/TI1VU1lK2Ti6q3YUs9km7tULWVbtEPtoCvZ/hykNuq0Ok1XMcpzqa1fxi9D7fz6fn1q77fz21EHv7/fnzrymM2iTv58fz519pf4S6iLv8pfRV39nf5O6uZ/739P3Q0+oB6wMFeD9wZHEWOn2jxjV9fm/bjo6vVk7ORjvohSVPZkT74fc21V4dUbhVcvIlc6aXk1ezQmT/T8RnB+EaM/xOsXRCYSC/P3DvL3DvL3Lsxvce5zv1i7DuUs8B6/JKI99yvLLweaOJf7OJ/lPQSd8aAzxaAz0IULaIspG6vDqBLKrnzeSopXYFf7m2c+7gjWx+QzeocyHJRRAmWURBmlzytjPcqY6t7LZdzPti/8O8p4lc5f0fHrOfQaOHRvELM1z9SM3fRgN4vBbl7aKz037vQ6pOpz53Mub6eznzX6oGtHn+P+ijKiPXoDXDFP5wlP50O/6e7ofLfCXcN3v8T4PuFX3h2Nf70JS2Y8AmIrcpTtynH3JHupp9k7yPhN7fgvjEtR4zl7VdhTc3/T3W/h7oneZL57Cnsjv5YH0RUif4cWLfuV90Q1zDwftr2VcjIih7F33SxvPivWF63jHdSx9ILxmah8RW38u5CweWzHTUSG7QDPENdjhriH5/373PuiWMdtyZiagKmLFJahgzLeM3U588CT2d4c5slcb0FMXcuCfBtMNMt5ADOHqdFyvnC+YLtxwDkAjNGPx9bUHkbt8ag9gWeUWexfzHHnMJpb7i5nn2Ctu5ZnmmPuMUp1T7mnKA2ziMAsUsTr7vWgdMwlDuYSF3OJh7lE8vyxlBTPHy9QBtYsFZUT5STKhs3NCXibzdzKYQ6HweH0wn7MC/rxPufT/yb9WB70IxMjXaVwpC3sBJlLrakn3cG48RmWoN2WMG+DWJ2tQdYEa6o103rOWm99aH1tHbET7Uy7ot3Ibm/3s4fb4+0p9oP20/ZztsGaZu3Xe1x6cb3XSFPsOjfNFsq9TLM2uV00y5L3tN6AnPuQM3rvRqTsj0n5ACkHkFL4DTD9Osp6C2V9iBwHz8nxBnL8HTk+Qo5D5+T4G3K8jRwfI8fhc3K8iRzvIMcnyHEkpmWbkPJzTMpmpByNSdmClGMxKVuRcjwmZRtSfolJ+RQpJ2JStiPlZEzKDqScjkn5yaRkpMSk7EFKakzKF0ixYlK+REooJuVrpIRjUr5BSnxMyi6kJMSkfI+UxDMpGcnmOqO0SWcZi9PfFl79UHi1G1fREnaiBDumzK+QEocUzh1T1meFV98FJWT9m2hZrLWYSNnAeMUDm3Hut3A3Ir5i1icaDzRZT9OPstc4XU+nkH5CP8m9m61nU4JeqBdSol6sF1OSfl4/zzmX6qWUolfoFcylVXo1pZ1n1T8wes1aaCI5KzLKFr5V82RQ94eYiaZZ5te9MWkhuo2P3fz7psLUPyLea9q53Uj4Hxg9TEDElxDxLYKIb3W0sgsivr0RMxqEiG/B+lsT8e0b+IojYqJoH4GbP2CFXfmYtBBtok34/ocqTOWZA/FdQnzXQnz3Hz0p/P81vlvkovFdE9ntDq+3LyK7Y+D7jofv+ygiuzMR2X0Ckd257A2fovkmtmptRGzVKdTGzGBkPoYMfqZP4XyXvgdjar5ocCbW+gnuMu8394tJsS1t9aEzkdZo2gTsn9sgJi1kDbA3WLXozMrsT+hCkdZUvZc1l/R+ngktfdDMbfowz04h/TPPN3H6GM8oYf0Lzxnx+iS3NyHDYruZlBFmq52SkcBWmK0vzwTmS9DeHxalnc0e7X7/CI1C3NR83TzlovFZE0dzYAtc2IKzorT+Cf8EZfqn/FPYpfx/JlZb859fKwgLH0HM10HMVyHm6yPmm4GYbxZivjmIi5ZGXLQM4qLlEBetgLhoFcRFayEuWhtx0bqIi9ZXtVU9aqKaqKbUQjVXzaml6qQ6USvVRXWh1qq76k6Xqz6qD12h+qq+dKXqpwZRGzVUDaMOiBR3QqS4GyLF3REp7olIcS9Eiq9F7HQwYqdDEDsdhtjpcMRORyN2eiNipxMQO70JsdOJiJ2adyxL/+ZIsYkRp4EXEfDCAS888EKBF1ngRS54kQdelAQvSiNGXAEx4kqIEVdDjLg6IjI1ECOuiRhxLURn6iBGXBcx4nroZyP0szH62RT9bI5+tkY/26Kf7dDPDuhnJ/SzO/S9LSPkIYHGbsLzkjvM+6p219i0cHz4YU5rdlbac/HlOS2/MM2mHhdYDWFWAMRhBUAYKwAS4HcnmjeL2LJ+63zHmrTb+Ykt615nL9vE/eyPp5u3wtjKHnOOk2veCOMZ2XIt8t0B7gDS7kh3JFbHbGbN3enupCxId1FIdzGsJ832ZnmzqDgkPQcR61zIeynIe2nIexnIe1msPKiENQf5WG1aGatNq8Da1oQe1JWvsp2tJ1+Xr1N96EQD6EQT6ERT6ERz6MRl0IkrIAftIQcdIAedIAddIAc9IQd9IQfXQg76Qw4GQieGQSdGQCdGQSdGQyfGQCdugE6MhU6Mg06MZ524jm5Wo9UYmqzGqrE0BSthb1V3qjvpNnWPuoduV/ep++gOrIf9D6yHvVNNZx36T+jQA9ChB6FDD0OHpkGHZkC2noJszYZsPQ3ZmgfZWgjZWgrZWgbZWgHZWgnZWovY7Dpgwx3Gzul97AuRPs7egaVPGPyvT2cw1sgIMQYOZ8QzAk/ISMpIwr4iZ61FxqriFKxESsVKJIEYaBGsHk7HaEewxs7BumGJuKePkczASGZG15AozbzPBe9Lgfelwfuy4H156GBlrC2uirXF9RH3bIC1xQ3B0UZYW9wYMdAW4GVL8LIV1ha3UTsKn0F1BFc6gStdwJVu4EovX/ua+vhLmDfmCU2rX6MvkO1EyHYSepsM2U6BbKdCqtMg1QJSXQRSnQ6plpBqBV744IWGVBeDVOdCkvMgyaUhyWUgyeUgyRUgyVUgybUgybUhyXUhyfUhyU3AzZbgZitw83Jw80pIcntIcmdIcldIcjdIcndIcg9Ick9I8tWQ5F6Q5GshyQMgyYPA98GQ5CGQ5KGQ5GHg/nXg/nBI8mhI8o2Q5AmQ5JsgyRMhybdCku+CJN8NSZ4KSf4zJPkBjNkjGLNHMWbTMWYzMWZPYbTmGJx6/pzAqG0Hz+FH3RMsg1lePntJ/bwhVJ4R3GSqihmjJmaMWpgxamPGqIsZox7sfX3Y+yaw901h75vB3jeHvW8Be98S9r4VVrO0Znx3jHr9ZuTgXWA+6+f1Z+ka7A1muTLalQztSkWr09BqgVYXQasjaLWDVrtotUarM9DqTLQ6C60uilZno9XGe024GEoDxooDxgoDI8XDE4kr+LI5RfdJiKYV7PsQnW02Gw/QrW6o/BFxN6w+9a7GM6uLvG+G95Y66kSdR910Od2AxuhG+mq6sxAtF7xXtMVgLTxnJ9nVvL2o1+q1jE3X6XWMTV/RrzA2fZXxbAIVrHf+da3eijbejLsO4PoW9MM8p7vUW3LENZmSmzFtzTO28cR6BnUkBDUUxYrrgh5sQx2fow7zXpyFPlrs/0WfXBi66nfyioWOBrHnMIYm0GT+fwdNpftpGs2k2TG/nsF64CVBK120rQm1pDb8vyNjjz4sl8NoVMyv8fz3aOvNN+ottQ68uR5tvT2mDz3RtyFneuJitxLnizMc9cx3GmxYpN/bR1HYrj5o53juax/0bhT3zzyDpiBfwbjX4vExo9OVr3qxD9WaCnDVdrTyHkQtvjy3J+5ytHhoYYujY2Pom/h7v4AD//xoMUJADx7kq+gXK6JXCzh1Cdey8rzRasLjZfjQl6+ipUSvJnDq5KB3n/0zvWPtOTOO/2xPLTIrsktSwfPv9KCFO9AelC7NjlWafZ3Rcoy8QY6V4+R4eaOcgLepQ3hvm7zbvTvZLpl3pBMp+j62ecfVvI9t3njF94mt/dYR65fgO48RW9lZdgm7XOjycP/wwPDg8NDwDeFx4RtFrighSokyopyoICqJyqKqqCFqiTqinmggGokmoploIVqLPmKAGCSGiOvFSDFajBM3ij+JW8St4j/E3WKq+Iu4TzwoHhbTxKNiupgpnhBPitniaTFPPCMWiEXiObFULBcviFXiRbFWvCxeFa+Lv4n/En8X74j3xPviA/GR+ERsFlvFp+Jz8ZPYJw6IQ+II9+Naa5/FqMw6bB0myzpuHWfP/rR1mkJ22A5TnJ1ip1DYTrfTKd5mWEEJdqadSYl2np1HSXZZuywlh1qHWlNKuF+4H6WGB4QHUFp4UHgQifCQ8BAqEh4THkPp4bHhsRQJjw+PJ0fkiBxyRZ7II0+UFCVJitKiNClRVpQlX5QX5UmLiqIiZYh8kU+ZooqoQlmiuqhORUVNUZOKidqiNmWLuqIuFRf1RX3KEQ1FQ8oVjUVjyhNNRVMqIZqL5lRStBKtqJToLXpTadFf9KcyYqAYSGXFYDGYyonhYjiVFyPECKogRolRVFGMFWOpkhgvxlO+mCAmUGUxWUymKmKKmEJVxR3iDqom7hJ3UXVxj7iHaog/iz9TTXGvuJdqiQfEA1RbPCQeojrir+KvVFc8Ih6heuIx8RjVFzPEDGogHhePU0MxS8yiRuIp8RQ1FnPEHGoi5oq51FTMF/OpmXhWPEvNxUKxkFqIxWIxXSaWiCXUUiwTy6iVWCFWUGuxUqyky8VqsZquEGvEGrpSrBPrqI1YL9bTVeI18Rq1FW+IN6ideFO8Se3FW+It6iDeFm9TR/GueJc6iQ1iA3UWG8VG6iI+FB9SV/Gx+Ji6iU1iE3UXW8QW6iG2iW3UU+wQO+hqsVvspl5ir9hLvcV+sZ/6iIPiIF0jDovDZHYoTKewNSjsil/iTyU2Ns/S8BVFsgZarN9xq+JWma89xp+kkPnmOZ6lsVZZw+KNZbStofGfEnasiDPPZ62Qea8+k5LjvDgZp+L8OB2XEZcZlxVXNM58186Ky44rE40qs7fa0DbRqejXmKMpV9rDqeBrxrZ1iH62q9g17TqcozmntbM72F3tHnYve4A9zB6V3D15Ev/9gkfyQ2cfXMrZR53zj+RVZx9c64WP5uccLbltZx/tzj+S9519cF8ucqTcffbBfT776HGhI2Xx2Qdz6eyjD44zvweccwzmY9hFjlEXOlJOnX2kpp9zZJxz5J19BP2Lthcl0P99dfrCX502O/plAUVGMWRP1twzOC4WxT1Dz9EKWkPr6U16lz40eJj1of7voHV+F233e+hFvmxt9ga+11gVfM3Q/KpPBTulJhbsagrEkg37YVbHxZm91YMdqJcEVwW7w57Zg7hgX+toGYMo1TwJLkSDsVy200umma9vlQPNB60JWgu0Nmgd0Lqg9UAbgnYCvdrQ3/gdxfGMToO98grRdyz2/ufa1Rz0ivPa+Lt3rIzLxve0/tGXk8dYE6zJ1h3WVOt+a5o105ptPWM9Z771Z6233jRfA7S2WDvM1wIZ3RyxTti2nWiL6NcH7dJ2RbsaS1kjtgRXsAXoyjasnz3EHhH9/qF9J76P+Kj9hP20vcBeYq+0X7Jfs9+yN9gf29vsL+xd9m77gH3UPhWKCyWH0kMqVDSUFyobyg/VCNULNQm1DLUJdQx1D/UJDQgNC40KjQ9NDN0Wujt0b+jh0PTQk6F5oUWhZaHVoZdDb4TeDm0MbQptD30Z+i60J3QodDyO4uLjUuOcOE12OCmtCsbH0FKgpUHLgJYFLQdaHrQCaEXQSqD5oJVBq4BWBa0GWh20BmhN0FqgtUHrgNYFrQdaH7QBaEPQRqCNQZuANgVtBtoctAXoZaAtQVuBtga9HPQK0CtB24C2Be0I2gm0C2hP0KtBe4H2Br0GtC9oP9D+oANAB4IOBh0COhR0GOhw0OtBR4KOAh0NegPoONDxoDeCTgD9E+jNoJNAJ4PeAnor6G2gd4DeCXoX6N2gfwb9C+i9oPeB3g/6AOiDoA+BPgz6V9BpoNNBZ4DOBH0c9AnQWaBPgj4FOht0DujToPNA54M+A/os6ALQhaCLQBeDPgf6POgS0KWgy0CXg64AfQF0Jegq0NWgL4KuAV0L+hLoOtCXQV8BXQ/6qqH/Bru2tqScyJHIz5GjkWOR45FfIiciJyOnIqcj30a+i3wf+SHyY2R35KfInsjeyL7CtP2RA5GDQdqhyGG69A6XpobPIjsin0e+iOyMfBn5KvJ15JvIrsiGyPuRjZEPIh9GPop8HPkksimyuTBtS2RrZFuQ9mlk+yVrsKx4yjlvHhhPE/GF4HvpYZpOT9I8WkTLaDW9TG/Q27SRNtF2+pK+oz3R79uT7diRz0B3gH4O+gXoTtAvQb8C/Rr0G9BdoBtA3wfdCPoB6IegH4F+DPoJ6CbQzZe8dwvoVtBtF7n3U9A/hkPh0G7Qn0D3gO4F3Qe6H/QA6EHQQ6CHDY2MAb0BdCzoONDxoDeCTgD9E+hNoDdf8t67Qe8BnXqRe1eCrro0h7BLanTtm+1QxOywG4r0ZRoXuZbO3RH1HyAjOULfCjoadJzZEU4/CfqfoH/m9JHIMxJ5RiLPUOQZijxDTZ5zVheb55pJ0bV5Z9Vry+HaAp2EXdyexfVE0FuQsgB0MlLuBzX79Z29lxyQo/cKRfddi8GE/MuOjKbormvIFTEraaL7W9xGjbStQzpOh3W8TtRJOlmnmP2zzO5Z2tWellrpDJ2ps3RRXczsoKXNLl3ldQVdUVfSlXUVXdXsn2V2zzJ7Z5mds8y+WWbXLH25vkJfqdvoq3Rb3U631x10R91Jd9ZddFfdTXfXPf7QtS355OlUXUQ7Zt8ona1zdb6uZnaJ0nV1A7M3lG5hdoXCnlD/03tzJWIFcMGOUmUp4s/yn/Sf8mf7c/yn/bn+PH++/4z/rL/AX+gv8hf7z/nP079qvyVBcWYlGP838baL7xxkkYAMsfQ4Iym6jwZaLgcHUdLoryGFfzMlz/BnYs3HpXaxsNmvayY3yc1yi9wqt8lP5Xb5mdk/RH4hd8ov5Rz5tJwr58n58hn5rFwgF8pFcrF8Tj4vl8ilcplcLlfIF+RKuUquli/KNXKtfEmuky/LV+R6+ZX8Wn4jd8lX5bfyO/m9/ME8P5Q/yT1yr9mDRB6QB+UheVgeka9Js+b+f9f+GGY1vtlR0nxJpLTZxwI7FITk9uD8ZXD+CucL73RhvhBhfPLWbA/7si9unp/czz74M+x/r2ffewt9TfvohJVoeVaOVdGqY7Ww2lu9rCHWWArLzaZklB6WW2Out8Vcfxpz/VnM9Y6Y689jrr+Iud4Zc/1NzPWumOtvY66/i7n+Pub6h5jrH2Oud8dc/xRzvSfmem/M9b6Y6/0x1wdirg/GXB+KuT4cc32k8PpS+4hYVnusHG+P5x9D8C2aKYwB7qdHGQE8Q0t4/jffu9mIr+GY/SuPsnImWunsv+ZYZdl7rWM1sVrHSMbm4LwlOG8NztuC86fnSNBnwXlHcP48OH8RnHdeUNJC8uvg/E1w3hWcvw3O3wXn74PzD8H5x+C8Ozj/FJz3BOe9wXlfcN4fnA8E54PB+VBwPhycjwS8PrPrSmvKlT/Lo/KYPC5/kSfkSXnK7E6kLGWrkIpTYRVv1hyoJJWsUsy6AyVUEZVu9ihSrvKUVEqZXfj/lfuvcJuUVhkqU2WpoqqYylbFzd5HKk+VUP/N3reHR1FkfVf1TC4zJCGZTFfPJAFyA7nEgBiB5SZiQAgRYrjITYRwlZshXAz3CIiILLcFZBUBkY2IrPqCogLrIiIishgxKJIsxgiomFXMCwHZvMz7q9OVMNOJn/ruPt/3/fE+9fzOqdNdVV1ddapO9Uyd7mTRVDQTt8idDqKlaCVS5H9ZorVoI26Tb0ASaeIO0Y72kPx733oivase1Rfpi/Ul+mP6Uv1xfZn+hL5cf1Jfof9eX6mv0lfra/S1zP89Ic1YpP4HfZ2+Xt+gP6Vv1P+oP60/o2/Sn9U361v0rfpzunxL5s33g0xlacInd9wammEz7EaQEWyEGKFyx63RwAgzwo0Io6ERaUQZLiNa7r01hGEYHsNrxBixRpzce2s0MeKNBCPRSDKSjaZGM/2w/p5+RH9f7unVi/SP9ZP6J7Sz9+feKLKa9TAeMfKN2cYcY64xz5hvLDAWGgXGo8YiY7GxxLjFaG60MFoarYwU41Yj1WhttDFuM9oatxtpxh1GO6O90cH4ndER5X2oH9f/pp/QP/K/rtFP7go2so3+xgBjoDHIuN8YLHcFG8OM4cYDxgjjQWOkMcrIkTtkvfLLD7/tbSL57HdGJ6Oz0cXoatxpdDPuMrobdxvpRg+jp3GP0cvobWQYfYxM416jr/GYsdR43FhmPGEsN540Vhi/N1Yaq4zVxhpjrTFa7k42xhnjjQnGQ8ZEY5IxWe5ONh42co1pRp4x3ZhhzDRmeb7wMi99H+NXvl1DrhX+YKwz1hvy6yfWdx3Is08ZG40/Gk+zOu944ifZBSH3qnQWXURXcafc0yO6i7tFuugheop7RC/RW2SIPiJT3Cv6iklispgipoqHRa7cxyOmixlippglHhH5YraYI+aKeWK+WCAWin4iS9wnskV/MUAMlPtGRIF4VCwSi8US8ZhYKh4Xy8RgMUQMFcPEcOmPKh4UI8UokSNGizFirBgnxgu5J2i5eFKsEL+Xu7LEarFGrBV/EOvEerFBPCU2ij/KHaNyf5bYJJ4Vm8UWsVU8J7aJ58V28SdRKF4QO8SLYqd4Se4cEi+LV8SrcveQ2CNeE6+LveIN8aZ4S+wT+8UB8RfxtvirOCjeEYfEu+KweE8cEe+Lo+IDcUx8KI7L3UXiI1EkPpY7jESxOCU+FZ+J0+JzcUaUiFLxd3FWfCHKxJeiXHwlzonz4oL4WnwjvhUXxXeiQvxD7kASl8SPolLuQhJXRJW4Kq6Jn8R18U9RLXcjGQeNd4xDxrvGYeM944jxvnHU+MA4ZnxoHDf+ZpwwPjKKjI+Nk8YnRrFxyvjU+Mw4bXxunDFKjFLj78ZZ4wujjP16f/ydLPs39Gfd3vvlvpH98i+3Cfs1fuz/ey//P94LJ389+Y0qG557msm1Anh7eoI2vfGlx4n8rUGweGaXqwhKZcba18Q8t5vr63r9xGuv4Cr0TPDsJT4evMZTW37RrY3lf7C1anfMTlrjvc2OsBOsmJ2hVd73rArrcY07a9d5qTyNd8a6PBMr80Hym1R8Is/ls/gCvpSv5Bv4Zl6IaxV61hGdQHQm0SVEpxPdrGr4OkmziG4lmk90G9HnKNVMVdYWlWeLuqv1dPTPRAuIvkRn5qv041W6Gsmsg3nsdXXFmpIkn+Z5TPFH6ewbROfTsUUqzQTFZ3rWm96viJv1WKDi8myBOrbZ7yqr1bk1iq/3vKVquz6gFv7pftlTXvrZuukfL/mLT4blVzzZvyv8fsPTonM8k6Qfndkq0fK3JylNquXm0alEHyK6lOhaoovkW0uohCmqhCmUc4oqYYoqYQqVMIVKmEIlTKESpsgSLB76cm+fE3obj5Vcit8/dwOkP7LsNdD1ROV1n1DXfcKzEXQVnV9F51fR+VXq/CoPfcEpwI///9Fvc/+XRtwa0vM1NOLW0IhbQyNuDY24NTTi1tCcIKVZRLcSzSe6jehzlGqmKmuLylPDn6WjfyZaQPQlOjNfpR+v0tVIZh3ksfHqultrS5LcHHFr1IhbQyNuDY24NRhxzwaknQnOXWsohVmPBSouzxaoY5v9rrJanatJ8yyNOFnbwJL90/3ymxfke1ATMdKy2CDa9zgBTxQz2Bx6Vvb/vTxwR8FZdo5dZJXsGrvB7dS38le/MmqpMmqpMvqNtox6q4zmjzK6mzLqyzLqqzL0kk2mV9IEoluIvkJ0N9ElRN+itGZvVCo6nuh8otOJrie6mehMoluJyitVqitV0pUq6UqVdKVKulIlXamSrlRpXqneN03INy4G13iP0+jTorfQ2N0irwmK8qOfpyPP05Hn5RHLGyekH2vNP/yBo7emF7ToPVTGHo/0ituj5oI9VPoeqfOg04nirqL3U9r9lHa/Sruf0u6ntPsp7X6Z1vL2Co5RGse64mnI3AF7Uw/k/yZLA+bc3bV6YI7wCyjrJ1yZR/9EsWdwdcjgUppJdCvRfKLPEt1CqWZSqhuU+wbFZO4bKvcNyn2Dct+g3Dco9w3KfUPl/onu8Ce695/o3nFE5Z+gSjfLknnozP/h7Ruc98S8bf3vqIDaoGaWk2PhADscMBIuYZa7zhkPrt0B0QzznPyKs+aOlbMr6CNEtxKdQfQZv/hWPNPHUmxVnTxbiD5B9HH5DO55HKlMPkPxZxXfrLjM2ZpKaa3iW4nOIPqMX1xeuTXFVtXJs4XoE0TllVurK7dWV26trtxaXbm1eWXLW0nqGS/uubJfQNcRlZZnIR1ZSEcWyiOWt5PU/sruftWziJlvH+H01VX5VgTN/Zq0xvp8Ome+ZaQ2B2bD1xhX/yQsR2ppm9vi6VrqvHWVIXVevl1hPNElRAuIvk70GaK7oE89PA8raQLRSUSnEjXL2EP0IaLziS6lfOM9i5n1jSTSSzeUfA6S6ZvXHczvYbu3SzskKbXMdmmBSHqdpElKWk/8YWmBiD/KrG8y4Ww1i6qznyhw1l+E1pFvb3iD6Hyii4hOIDqJ6LNE0b7y/QaIFRDdTHQr0dVE1xDFbCrLknoCPl7l/gOr/z0lAf9P6q2pDq2pvNbmf3kB7wfR0FYNPX/yFHpe8Oyo5bs8L3te9ez2Nve28Mj3tf1r7y+g/268Tma+tcDcUV7ji22+F0B+D6zmV536PehlnmWe5azGf5t+5/OGext6I71RXpc32qt7Da/HG+uN8zbxJngTvcnepuzf62/twfEIr9srUKkYbyNvY2+8N4n9Nu8+85sn9G+pPgr4zpXnHsZMb57Af7z8U45gdlele2F0MqvxoImrPTeShbhzpZXVh7hzTN8C8nwZwWq+Up6q57Do6CnuxdCXoUg5wZ0T3cNV5l4ov89SI4lb3Yt/VbpU0xuF/FMyaq+RrD/IIjzlZs7oPe6HUJ58QjkSLd9AtrjO2VT/s7UeFH519oxg0fWV5xpLd1mbt0661PrT1V7DbNVgPUcfrY/Rx+rjvLco/wjTWyKMMa2rJr+ZJHdw67BogkMHeQyX31lqwfshnsXxtIeV9lOIb+TyKXozfw3x1/kPiF/iPzIbr+SXEb/CqxC/yn8iD4N/Il7Nofncp3Fm0zTNzrgWpAUjHiK/yK410DAWtHANs5kWqUUh7tLciOuagbhHg4XVYrRYxOO0BMQTtSTEkzXcg9Zca4F4S036JbfSWiGeoqUgfqt2K+Kp2tOIP6NhhaBt0jYh/qyGGUXbbLuHcVsvW2/5xd4g2JogdxDuNygmqAfiPYPuYbagXkGjEM8JegjxiUHTEM8LegTx/KAliD8WhDkzaGnQQcTfCXoH8UOh8q8gLRQjMLSZYxLjjsmOyczmmBL+IuPhO8N3Mlv4S+HvIH4o/D3Ej0Q0YjyicQTaKuJqBMZ9Q9YQI72hFpnEeGRyZH9mixwQOQBxudfJFjkochDi90cORnxI5BDE5e4nW+SISGgQfevZFjky8knEV0SuQPz3LjztuYJdY6DHY/X70K3ZGFOa/iBGD9dHoe81fbTxT8aNasOH0StfaoVFiKcz5okuni6ISy8bm2e4Zxzi4+WM7Nkn31njvUVqj5wnmfy+h6lBGnuOPEu4n2cJJ88STp4lnDxLOHmWcPIs4eRZwsmzhJNnCbf1Ro9w8izh5FnCybOEk2cJJ88STp4lnDxLzJYMJv8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwmnXika7VjTaKeKgvSsa7Rcxd7BotGvEQftYzL0jDtrNotEOEgftadFoH4mDfiXUaGeLRntKHLS/RaOdJQ7a5aKp/SVyr4tGu0wctONFo70mDtr3otGOEwftftFo34mD9sBotPvEQTthNNqD4sA44rCxIZ4QrBTkl9Wc9GU1J31ZzUlfVnPSl9Wc9GU1pyfJ0xwp5ffVnPR9NSd9X81J31dz0vfVnPR9NSd9X81J31dz0l4aJ8bmfFxrAdZWIZ6FWCMF0crFTisXu9/KxY61zg5Q+X4WG1YxuxGXaxY71ixvMTuNaDuNZifvEHSEBY3KG5XD4kfPzpvM8sfnjZ3Edk8Ym5PHDk8eNWMqK4c9tve8KzueNb83c0g8S+vfNz2edRuYDZrJmM+H2SEElqepiocyQ76Rm+Jyn9YtKu7EE1RzFW/AYlgLuSuye7/+8Syyf3b3eKy55Tk7WalY+TYikjjWWHGslZLkP1qNkFKmMo/YsDZuzG6Vv631vh91dNNx6bXURMWiWLx853DvrKxeLDm7373xrM2A7D7x8qvoVIIdq8kE+Q1zqlk0nrlbqzNBKC1JfrudpGCmYz15G2s7Ond6Lk8lmka0I9FuRHsSzSSaPWls3lQ+mOgmovuIniZaJamWRrQj0W5EexLNJEolaFSCNoLoGKITp4zKm6TlEl1HdBfRw0RLiVZJanMSbUy0LdGeRJcRPUb0LNFKSe3BUyZNmWSPIdqMaBuiHYmmE+1LdBDREUTHEZ1KdBbRBUSXKqvx62g8eqE12httzG7Hc8gdeDJsjyed3+GJpBPrzLrgiaQ/G8AG4rnkfjyVDWFD2TA8oTyAtdWDbCQbhTLCA8oIzPGvnW0UcPa31ovTPdZHI/xo/Wkioat34pnsLtad3Y1n0h54OuvFemOF2gcj8F7WT45klSbw3G8/3qDe4/fijFy72mgcYK7DyG7wLx5rgpEbidHpwphzY2wJzBsezBExGP1xaO3GSBGPkZmIMZiM2aUZZpLmmDVaYjZIwYj/d5Tw774nO7uH9cWT+n3kp2zGfykmnxDD/8f8Pb6Cb+IHeREv45fwMBmpxWtttG5aljZSy9UKtKe1ndo+7Zj2vXbDlmJPDJoXtCJoU3BMcNfg3cFljjRHumOAY4xjhmOJY51ju+Oo47Sj2pnmnOyc51zh3Oc85jzjvOi83sDZIKZBywYdG4xokN9gWYNtDXY3ONTgZJgzLCasZVjfsBFhU8MWhK0M2xFWFm4PbxyeGr4r/ED48YiIiJ4RI7F2OBdxuaG9obthcsO0hukNBzTMb7ip4cGG5yJDI1MisyJnRG6MPBB5PLI0siKyOiosKi4qJapzVGbU8KjJUfOiVkRtitoVdSDqeFRpVEVUNVYKca4UV2dXpmu4a7JrnmuFa5Nrl+uA67ir1FXhqo4Oi46LTonuHJ0ZPTx6cvS86BXRm6J3RR+IPh5dGl0RXe0Oc8e5U9yd3Znu4e7J7nnuFe5N7l3uA+7j7lJ3hbtaD9Pj9BS9s56pD9cn6/P0FfomfZd+QD+ul+oVerUIE3EiRXQWmWK4mCzmiRVik9glDojjohQ6wNSTK0atPpg56G3TYdDNOPo1gumFJt9UafLdY/zywNZt2Bkov24PlPdmBspvdQiU95cFyJqICJQ9hwLlmO6BcjLqHOwnN43zOx/MtPZjAuXOuyE71L+w8o64lmny0L3M9L5TJXUdZJF3+cmAK5Tkm60lj2UoPkjxnMAy7tpJ8s19mmaqtYpvUnyH4maNPLApXTG3yV+yR7BxbCr9c7iUrWQb2GZWyF5me9V/VJ+ys+wC+17lflPxw4oXKX5W8YuKXzN5tKZ4pOLxirdVvJviWYqPVDxP8SWKb1S8UPG9ih9R/LTi6vrRN0zudiruobtOpN8x5X8HE1me+iVvLXuabWM76Tf7Q+wYO8nOYK0n/7e5Tv/IuXgMT+QteVvekXfnGfT9H1liquIdFe+l+GDFxyk+S/Fliq9TfJviuxU/qLhqUXe54pdMrit909VOfF21pN5G8e6Kq/rpYxTPV3yp4hsUV/qg71P8hOLnFL9schGseIziLRXvrHhWoDZ26xio0UZfksNIM1Pr0Toz1QHFVX8aJxUvU1z1q1Flco9d8QjFVe3wVGFypV+ernXHk+eM4hcUv0xpGtBvyin0r3o6/Rc9XL09Uv6yOUdx1Ype1Yve7Yq/qvjbiqvW9Kpreb9RXI2LGHt9YzZml+KqT2KOKV5KqTuxeeq//U0B/7AUs1J2jlWwy6ya23kYd/M4nsxTav9BHsCH8zF8Mp/B5/ElsJPrYCm38138NX6AH+bHeTEv5ed4Bb/MqzW7Fqa5tTgtWUvR0rTOWjrNZKhDrNK7WKV3sUrvYtUIjlUjODZH8RmKK72PfVpxdY+xSt9jixVXPRx73eRxYYo3VlxdLy5dcTXO4qYqvkhxpd9x6jpxhxRXPRGnrhOnrtNIXaeRuk4jdZ1Gajw1UrNuo4mKFyiu5tdGSgMavan4ccXV+G2kNLaxmokaq+s0TlO8p+JDFVf301jNfI1VuzVW47Wxuk7jo4qfVlzdV+NqkzdRM26TRMXV9Zr0Unx44LjtzgLHbfxBi3zSIlcE2sC7y/zOQ05PDZR7xNUdifFqlMcr6xF/0ZLn1bp5ElT9EwYoblrDIPktC6xymzPVf4lKTxNTFO+guNKfxKyfybdVcaU/iaq9E5XFSywKbIekrvXW2TKykzYrvlNxVWrS0cBe6JlDKwlTRkiq9pOBZOEnw7Ymz7LI+wLlVhmB8q0LmCPEr/ZpE5hDs7RwmloxpCmNS9sbsLrBkXZKx9sVB5be/og1ZUc1Sjt+H3gfnXIt8puB9ep0nTmC6umdzqo3O6tZpnOu4qpGnc8wR00ZskZdUgPbt0dLi0bhWC9h8kEjTL6xu1+eIMjLmSPUr4znCvxknN9eHKgRd20n2a8VuqvVTPcF9egcSiisNPmLySZ/qcjkf84w+R5P3XFwt7JMd+crvjTgqtDEfeMUr2QOh1/97i4k+RcscrrS3HRlSdPVuqTncMXV/HbPApP3Uul7qfS9lO3KUHYhQ+XvM5Q5nH616XM5UM6cR7WT/4THYL0m/+NVK6xMNWPfq1YkfdWM2lf9h9ZPrQGy4qiEOrqTpVZc96kZ9j7Vcvepmfa+1dYWfOt7k/8lkUaJ069G3WtXkpR3gLJmA1UdBiYrrlaBA5WeDlStMFCtPQaq2XqQsrL3X7DW4e2pJn83kupQ206DY/zmXykXWOS1FrnQIu+zyEUW+QLJATo3+JrJhyi9HpJSN80Q1VtDlN0ckldPGmWrh6hZcci+etIo/RnyjcmHBtdNM9SjeDvFB9STRvXAUNXLQ7fVk+Y1xdVaZOjlummGqXYZ1lzxXvWkUWNj2DzFN9WTRq0UhylNGHYpYIbiea8FyjM7Bsqz+gbKjwTacZ4/0SIfCZTnrAiU524NlOdpgfL8SIs8OVBeYKnfQkv9CgKfVvmjswLsJV90OlBenGqRlwTmX3wmUH5sZKDFHHrUz5LAAowI8xs3UrZYzJHfBMo55YHyaIs8xiKP9fhdD2FsL7JcPy+PsMgz/O5Hysst8lqL/LTfbC7lbRb5eqA8LssiF1rk6kB5fLZF3mGRbwTKEwZY5J2B8kPMb36X8mCL/Gpg+omhFnmERd4bKE8Ks8g5FvlNv/5HmBxhkSN/4fxvla3luerKfr+P1ZWFRfZY5DiL3Ngix1vkZIvc3CKnWOQ2FrmtRU6zyO0sckeL3NUid7fIPS1yhkXua5GzLfIgizzUIo+wyDkWeZxFnmCRJ1rkyRZ5qkXOtch5FnmGRZ5lkfMt8jyLLJ8/nVjdNKfvA0ZgDlzEmNZGy2ILte3aZ2yr7Vnbs6zYPsP+HDsV9EnwMm5z9neO4m85H2/A+dGwyLAe2t1hw8I2a7PDx4RP1P4SvjB8hXY4QosI1U5GXI24qn2OWbtK/rcY/Gn43npDEcKZ8HN+4aIKRfWEy3KvggrNEToipCNMpLDRGsKLIrZFvBa5QYWtfmGnDFGs3uCMyqoNy6PW1YYqM7ji6gmpCGnSW7U2bDcDnbEE92730dpwQi9DuCCDsNcXXKnCJZoby/3COgqH6g1FxvWa4HF7YmpDugoZ9YYsCoMUDwwFisp0RygU1wYz91nPJW9L7xjvZu8OGayle1+uL5ile9/0lqtw+WaQV/Fep2sVSDTKTOpYGzKTsmvDGBUmIhQkTUxui9CtaWrT9KSJoKlNDzU7esunFC43H4qQ26IZQkqL8hbXgPIWN1oebbVZhhblrQ60utjqYoo9JSLFnbIPoTi1K0JW6tDWm1R4+7aC25vd/k3a2nZpCF3be9oPbZ/fYbcKBzoc6VDcsSVCh45LO5V2CaawusshCtVd23XdpcLeLtWQd3W9RNKlO7U7ta677kzptrLbgbtSewxGOHvPhC6rzdTgl8xUvbvKdL0zMxIz2mR0zdjRpxmFrD4TKeT3WdpnE2h+n2MIZZlzMgsyz96bi7Ch70ikyup7ou+JPsdAS2UMobxvRd/r/QooFPY7TuFsvwrgbL+qLHu/KpyvyBqaVZpVft8MhLXZ8UhX2K/KPJM9p19V9rns7wdmDToyePADrgfiHmg23j5+6PjT46/X8AkpCLunRk5NzM3PXZR7MLc8tyK3app9Wttp6dPGTcudNmfasmkbpu2atnfa4Wkn83Lz1ubtyKuczqa7pveanjP9wPRPZ6TNyJmxaeagmctmvj3z8qzgWSmzes7aNevCI+mPXM+Py++ZPzI/L39T/sv5p2cnzh4+e+/s07OvzwmbI+Z0mNN9zpg5hXNOz205N33uiLkb5+6cWzq3al63eXPmHZgfPL/b/Lz5r84/Mr96QcyCCQsKF1Qs7Lgwf+HLBVk/M1fttc5HgbNNwaybQc4jBVtvBnMG+Zmxl2EdcYHjxNT0emedmpnHLwTOHQVHbgY5OxQU3wzmvCDn0MidniPGOszDZ7pewqxJczBxzLdRWZhfN0Zsi9wQXlQ7ZyJtVFXSGJk3fG/Exptzp9lKmJ3Taf41UyVGbKtpPXlUzsWU9ow8T+lVC6LcveHnMJNvQ44zVFoRarcB/AyFm9bhosUqpPvZgZuWYJusd53Zf2ed2d+p5vzlNN/TLE/lIHdEOuIba2ZC9McO1V+Ym8z5x5zfVD9iTsQMKHttTO3sWNOjmOM8GQXlMsfNPk7KLigvKEdpMtVlnMvylidl19UJzIPFfjNqPfOs/7xad05VM/cR0iZzFs2smT/lvI4juGpBhXcHjmR7stql9T0h7KYdIw6bZVzXy6BVrhrrU2NVXHHCftMCmVopbRultssUyHtIuOQZeUSmksddceFFNZrqiXHFwQK6ZH4ZN4/etKP+llTWhaymspt+ltOFEqx2cl2AdSxSltFdU3ucv25eXV6/T5Ze5klHfQJaX7aabGP0lN+IrWljcyTK1jQ1JWkM2jtD9qZsCU+W+2nq7x2yb/xGdUfvy7jXGgtbbJZaUOEpKKgwg7yC5EnZsldkzNQ0yQsqmqYmtzVhWrjktmSV/IK0cKZ1I/v4PwxkU/1C3RRkaf2Csri1oW4OaWl/WyBb/KtDrcX+mWBtKRlq7fjPBLLsvzrQauNXBmvr0BrFL9RtP1q7+AWp92ZP/7ZQt+Rfrt2vC2Y7y7VLxLYuwRmJXarDz8hVD4XVdCRYrnRIWp2RKNdA6hwCVlAd5KrJPCrnfhmTgVZHg2llJddQl7peovURVkeIHeqymlYnBbWrGBkK+xX0Le1XIFcwJBWqdY4ZL8QqqFwekSsama+vCrTimUFrI6Sls4WSel9G6kK5msJs0axvKa278lXIoiPN5KqLpKy+pXJeUucQsHJrg7WaXKHJfEsphkDrtFxazyEtrdRq12t9su7UqEWqZVvcN8NsiS7BdD+osVnTPseobHmlpVQWlRs4Euv2qL8e3PKpKbFgftB3xnav74BtIGtoG8zCbHm+H21vs/ZMw5kiSOcpVmEb6DvHOOhVpoF+YBvsK2IN2Eu+anbYV81Hsmg+imXzHOblo1kCH8Oi+CQWhZRpSHmnbbLvr4yjnK+YHWnDkDYKacOQ1knlnUeq75mDj2BxOJ+E8wNxvhHOJ6GspigrAbmfQX3OsgaI7UZ9o2zzUI/5vjdQ3462r3xP2c6xNrbzrK3ta9bK9q3vY9tF6SOE0otQejmzI6bZBt/4J2qzDiW9y/JZQ5bBIoGOrAXrBIzxfczGAuOA6b6v2QzfZTYTmAU8AuQDs1kYm+M7yeYC84D5wAJgMfIvAR4DlgKPA8uAJ4DlwJPACuAt1p3tA64hfgPwsRacARzIYp34fUA20B8YADzE+vEjrAnu+CHbINbZNoyF2h4EJrNltoWsse1RFm9bzBrbt/hO2rcCzwEnWQv7J0AxcAr4FPgMOA18DpwBSoBS4O+sRVCk7+OgMt/JoO9YWFAF4v8ALvlOBgexjOAW4LezFsHtwCf7Pg6eAkwFHgZm+r4OngWgbYLRNsFom+A5ANom+BXWKfhV4A3gKusU0pI1CWkFPMhahIwEcoBpQB4wGygAHgXQRiGrgTXAFuA51j3kJfB/AN8Dl4AfgUrgKoA2DB0NjAHGAjNZEwdjnRxu+a4o6MoF6LWTYt+i168yHVq7B1q7B9rWDNp2F7RtEbStP7QtB9rWG9rWDam3Q19SbYN8K233++ZAg+6A3qxHCSNtb/sKbV9Bz84zm+0CdPBbNoz07BxSlWKZWTMqRrDWfuX3QvmzUH4PlN8eqYei7HUo+w3kuh1lb0DZz6C8AyhvEItAKT+glB9QSiRKuQWlTEUprVFKa5TSCqXcglqeRUnNUdIYlNIWJeygO/0AsVeYB2X8FWX8FWU05w/69qGc1ijnQZSThnL6o5w7+UO+j1BWa77R9yZy7kd5dpQ3CzUbhzKjUbPFKO1JW7nvMmp3zPYNRuu37FbbRTVio1BqS5T6EEptj1J7oNRklNgcpX2CnJ9g5N2LuxzIGqgZ5r8wk8iZ5Y9ssa+CLQEeA5YCjwPLgCeA5cCTwArgmO8a+xA4DvwNOAF8BBQBHwMngU+AYuAUcBr4u8/HzgJfAGXAl0A58JXvQ3YOOA9U+krYf2KcXwauAFXAVeAaZrefcP468E+gGvgv4Abq4vNVcAZwmhW/sg2Fhg33/WAbAT7S94P9pK/C/glQDJwCPgU+A04DnwNngBKgFPg78I3vmv1b4CLwHVAB/AP4HvgBuAT8CFQC/wlcBlAX+w3A5/swyOX7MKSb71pIDyAD6AP09X0dMgB8IDAU54cBI4AHfRUhI4EcYBLOTQPPA2Yg/giQD8yGPA+8APxRYCnijwPoh5BV4KvB1wB/QHwdsB7YADyF8rfg+DbEtyP+EuKvIL4fQB+FoI9C0Ech6KOQEp8vpBRAH4Wgj0LQRyFlyPMlUA6gj0K+9ZWEXAS+w71UAP/wFYV8D/yAc5dQ9o9AJXAZMvoupAr8KmT0UehoYAwwFv2lsZXMTZbLxlZCdwdCh6X1CoL0Z0gZkHpDyw/bPmKtGMfRKpYOzSyBZpZAM0ugmSXQzBJoZgk0swSaWQLNLIFmliD119C0a9C0a9C0a9C0a9C0a9C0a9CiCmhMFTSmChpTBY2pwvUO4noltgdYkG0UkAMNGu37ClpTAq0pgdaUQGtKoDUl0JoSaE0JtKYEWlMCrSmB1pRAa0rQk1XoySr0ZBV6sQS9WIKeq0KvlaDXStBbVeipKvRUCXqlBL1Rgla/hla/hla/hla/hla/hlatQKtWoEWr0KJVaNEqtGIJWrEKrViCVixBK5bQiD3DQtCWd2Ekh8L2/gW293VbEWztx7BCsDbUvhdxhx/jDr+k9p0HyQMpDu27CCV8xgbDTibATibATibATibATibATibATibATibATibATibgSu1gK5NhK5MxZosxZosxZosxZr/EmL2CMXsFY/YKxuwVjNkrsKcujNnzGLPnMWbPY8yex5hFf7M+sJtpGKdfYpx+gXH6JcbpF7Yc1sw2GpjMlsCONoEdbQI7GgvbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmYCxeB5j8TzG4nmMxWKMvSsYc8UYc8UYc+dh4xJg4xJg3xJg3xJg1xIwVs7DtiXAtiVjrJyHfUuA/hdD/4uh/8XQ/2Lo/5fQ/y+h/1eg/1dg/1ywfy7o/3nofDF0/gp0/jxsYALsXwLsXwLsX4LUd18l2roS67OVvsfQA70wn3+J+XwmeqIXeuJPOLsC2t7DdhIrqWLfDdsplkO9V4LUZ5DqNCzmSt8CSDnIexJ5P8HRbsi7EnnfR94M5C1GviEsWI2j+5HyFFIWI2UGra+kzrxAJY3F+Ttx/gTOf4rznVDSEzj7KkrqjpKOoaQ2lP5zWieeJVrFnLwha8KHApOBKcDDQC4wDcgDZgDLYemj+EEWjqssQun5KOcDWhttZYZtP7vD9g76v5wlwWr3xyrRBcsdg1Viku0bzAzfogYXcew7dgfseZ7vHeQQWFMmSpuO/JNZb1iwodD5Yay3bQStvnqzCNQsFjWLRc1iUbNY1CwWNYtFzWJRs1jULBY1i0VON3JORU43ck6lnOHIGY6c4cgZjpzhyBmOnOHIGY6c4cgZjpzNkPM25GyGnLdRzjDkDEPOMOQMQ84w5AxDzjDkDEPOMOQMUznTVM403Mkw1hKxltTGe2iNcBWtVYIWzgLuA7KB/sAA5sTazYm1mxNrNyfWbk6H9Hqxo4WjkSdLrTQOUx99yYp5c185bwG0BFoBKcCtQCrQGmgD3Aa0BW4H0oA7gHZAe6AD8DugI9AJ6Ax0AboCdwLdgLuA7sDdQDrQA+gJ3AP0AnoDGUAfIBO4F+gL9AOeBp4BNgGbgS3AVuA5YBvwPLAd+BNQCLwA7ABeBHYCLwG7gD8DLwOvAK8C/wHsBvYArwGvY7V2EPwd3xl+CHgXOAy8BxzB8fd9p/hR4APgGPAhcNx3gf8NOAF8hBXEUDytjPAV2d/DSuII8D5wFPgAOAZ8CBwH/uY7ZT8BfOQ7FRTlKw9yAzogAAPwAF5fefAq4I8A2iB4s+9CcKHvh+AXgB3Ai8BO4DUcfxccq83g9xAv8p0K/gTpTyNe5SsPaQQ0BpoA8UCC74eQRCAJSAaaAs18p0JuAZr7zoS0AKALIdCFEPR7SFvIt+NcJ9+FkM7g2b4fQjVfeagNsANBQDAQAoQCDsAJNADCgHAgAmgIRAK431AXEA3gvkNx36G471DcdyjuOxT3HRoDxAJxAOofivqHov6hqH9oApAIJAHJQFOgGerU1nch9Hbgd75ToR2BTjjWDegJ3AM8iHQ54ONwbjzSTQAeAiYCM3FuPrAAWAgUAKtw/HmkfwHpd/jOhL4IeSdQiWNXfOUODuBeHdG+Uw7ch0P3XXDEQ4fmcrQOR+twtA5H63C0DkfrcLQORw6O1uFoHY6W4ZG+r3kU4AKiATegAwIwAA/gBWL+m5d7j4+zrvY9/nQmTdJkQrmW+6XcBBSQuwJe0G1FkSruDRtxq9lHQFOoIlAKrenFIIiA5U4RKiBVA9hWGwsCNhQotk1JSdrm0rQ0adMhyXSSJmlmMm3B33lPduWg55zXOf+c88fHZy7PzLPW97vW+v2eIdWe9SgcjWMwHsfiOByPE3AiPoKT3GWfjFPwUXwMp+I0nI6P4wycibNwNs7BuTgPn8AncT4uwIX4FD6Nz+CzuAifw+fxL/gCJuCLuBhfwpdxCb6CSzERX8XXwrZRl+Hr+Ff8Gy4X9xX4d1yJb6Ay9I6agZmYhdn4CapwO36KO3Anfgb3G6PuC8Oj7scDeBAP4WE8gkfxSzPycTyBX+FJPIWn8Ws8g/n4DX4LK+CoajyL5/A8fo8FWAizdpRZO+qPWIwa/AnLzPLX8DrewHK8iRVYiVWow2r88xS5PPynKX2ldWCsyX+hdWCs6X+hqd1YYOIVmHgFJl6BiVdg4hWYeAUmXoGJV2DiFZh4BSZegYlXsNA9yiL8AX/EYtTgT1iCP4fegpfwMl7BX7AUtXgVy/AaXscbWI76KFGwBm9HidH7RSWjD4xKRx+EcTgYh+DQqLTwntBbeG9IF87x+BGP54auwsesSTwYmWZPeU8uhb/xnpgLxVwo5kJTunBR2Fb4Byz2Xg3yU+4F57/otZe8/zJe8fwvEGehOEem3wrP67y32vEtr9VjDd5GQ5QoXOfa7u0K3dsVNnutJQyPTMo2sbmfK+zyWfcshWmP7a4L7a4Ld8A9S6F7lkL3LIU7MYQMsnIbDtuK9gm9RWOxL/bDIWG46FAchsNxBI6MSoqOwtE4BidGiaKP4CScjDO8dqbjWbDKFlld/2vqRoniWFRaHEcBRqMQRSjGGJSgFAmUYR+Mxb7YD/vjABwYlRQfhHE4GIfgUByGw3EExFkszmJxFouzeDyOxXE4HifgI6G3+KPu0T6GU3Ga53YKxWd4/PdJfLbH5+I8fAKflMf5+IrHl8J9bvFXfe5rYXnxZfg6vhGGi78jzmud989T2v1usfvd4qmoFMMMzMQs59/l2vp/ZGo/4jjX9z6GX+Jx/M73VePvU/x5r/GwOOOze8LwmChsGzPKXqk4pMfQc0yJ435ePyBKjEx2K9SYg712CA6FeTzmiPzvkvlO37uvqtShTSN7tNc/eP0HXr9t5HeU/H6rLxoduzj8R/zS8IbdaUn+ty3v9UYfi308pGJn4zx8BheHxtiXwurYJbjUrvzysNnuYpPdxaaSK8PqkqtwZ0iV/Ax34ee4G/fgXriXK5mD+3A/HsCDeAgP4xE8irl4DL/E43gC8/ArPImn8DR+jWcwP6QSHw2pKC7SbOxK98Q3uoe+QPwZ8Wdi54ek+DOxzzveFbbEfu7e5ZvRqebXqc5cXfKvIVnyb7gC/4Hvhi0lk3A9foAbcDPuDBm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZUq/HLaUXoKv4FJMxFfxNVwWtsg9w8PzQguH3oqN+BhWjvxyeLTcq+VdHftmWBi7GpNxV1hGg2X5+2+5V8u9Wu7Vcq+W+zK5L5P7Mrkvk/syuS8ruTUsLLkN0zEbPw0LxbVMXMvEtUxcy8S1TFzLxLVMXMuiizhQwYEKsXVyoEJ8wypoSAUNibNdJK0iaY1f/reh+JV/y1hdyjhzutWljDun773HX666hlTXkOhaRdcqulbRtYquVXStnKngTAVnKjhTwZkKzlRwpoIzFZyp4EwFZyo4U8GZCs5UcKaCMxWcqeBMBWcqOFPBmQrOVHCmgjMVnKngTAVnKjhTwZkKzlRQoJUCrRRopUArBVop0EqBVgq0cqYi+jwVyqlQzotVVCjnx6rYxdGRsp8o+4l7f2+9e+/99ClUGEeFs6gwjgpn7f2V+Bu8WsWrVbxaxatV1JhIjYnUmEiNidSYSI2J1CinRjk1yqlRTo1yapRTo5wa5dQop0Y5NcqpUU6NcmqUU6OcGuXUKKdGOTXKqVFOjXJqlFOjnBrl1CinRjk1yqlRTo1yapRTYyI1JlJjIjUmUmMiNSZSYyI1JlKjPCpSC0MyTsj4fhnfIuP9ZThDhlOjQ2m0nD7LadNMm2Y67E+D/b37oPyXy3+5/JfLf7n8m+XfLP9m+TfLv1n+zeJoFkezOJrF0SyOZnE0i6NZHM16pSL87p/m3VB0auwyM+5KVJhzk8y463A9fLeIOz6YdZVmxsywunR6SJX+GJWYgZmYhdn4CapwO36KO2A2lpqNpWZjqdlYajaWmo2lZmOp2VhqNpaajaXmYqm5WGoulpqLpeZiqblYai6Wmov7jEEJSs28/GRPjcSe0eNJPZ7U40m65e/TT/TuWr2b1LtJvZvUu0m9mxR7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7fmZdGTZQ+y0Kv/bBzMpn1B6dKaMa72/1/jA33uPGe9x4z7ntzi12bqlOKZHpaTqlRLan7f0N6K8ceo9D78myRpY1sqyRZY0sa2RZI8saWdbIskaWNbKskWWNLGtkWSPLGlnWyLJGljWyrJFljSxrZFkjyxpZ1siyRpY1sqyRZY0sa2RZI8saWdbIsiY6RyZVvFnJm5WxiugI/qyUwXd1wC4dkJXJ7TI5eO8vMwfnf5mRyaP5X7N4t5J3K3m3kncrebdSVlWyqpJVlayqZFUlqypZVcmqSlZVsqqSVZWsqmRVJasqWVXJqkpWVbKqklWVrKpkVSWrKllVyapKVlWyqpJVlayqZFUlqypZVcmqSlZV+vjKkT7+hCze3vvfnCaI+kFRL45K5Vsv33q51svrIDkd5J2H5VMvn3r51MunXj71UWFsCl9vCbtiU8O7sdvVxb2hL/Zw/pd2r+6O3R6y0Sj/uys62RnZ2K0q4jbcHppid0TFsTt9+p7QHXskKovNDXtij4U9pfa3pfa3pUfiKByNYzAex+Jq51yDa/E9fB8VmITrcD0m4wf4IW7Aj3AjbsLNmIJbMBW34jZMC3tG8tkt0s5YZeiSy7bYQ2FHzJ1edFXsRtV+E6Z49VZZ3oaZoSE2C7PxE9weHRS7IyyKzXHefaEjdj8ewIOYG16S30ulsfBWaRwFGI1CFKEYY1CCUiRQhn0wFvtiP+yPA3AgDsI4HIxDcCgOw+Ghj4Z9NOyjYR8N+2jYR8M+GvaVnh8aSi/AhfgUPo3P4LO4CJ/D5/Ev+AIm4Iu4GF/C1fK4Btfie/g+KjAJ1+F6TMYP8EPcgB/hRtyEmzEFt2AqbsVtmBZeigpUzmYqrqPiltgjYUAt3R4G1clw9DUu5LiQ48BuDuQrbIsVJ2vFyTojS+UclXNWmKwVJmuFyVphslaYrBUmS/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XdTfzf1d1N/N/V3U3839XdTf7dVLmuVy1rlsla5rFUua5XLWuWyVrksdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3p+duUd35Xqyk6QzVfXu0D7U7qb2V2juiG2hcS+Nald7tzJW07qR1Z2ya55Whx6cGVX5a5adVflrlp/nwPh9q+VDLh4HYL8IKHdCiA1p0QIsOaNFLb5kNf+VRE4+aeFTLo1oe1fKolke1PKrlUS2PanlUy6NaHtXyqJZHtTyq5VEtj2p5VMujWh7V8qiWR7U8quVRLY9qeVTLo1oe1fKolke1PKrlUS2POnnUyaNOHnXyqJNHnTzq5FGnDknrkLQOSeuQtA5J65C0DknrkLQOSeuQtA5J65C0DknrkLQOSeuQNI9reVzL41oe1/K4lse1PK7lcS2Pm3jcxOMmHjfxuInHTTxu4nETj5t43MTjJh438biJx008buJxE4+beNzE4yYeN/G4icdNPG6KKjiY5GCSgzv5/ToXd3CujXPbOdfHuT7O9XGuj/8J/i/mXpp76djdXruX03PCAg52c7Cbg90c7OZgLwcH1MlSLrZzsZ2LaS6muZjmYpqLaS6muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkUh+X+rjUx6U+LvVxqY9LfVzq41Ifl/q41MelPi71camPS31c6uNSmktpLqW5lOZSmktpLqW5lOZSO5faudTOpXYutXOpnUvtXGrnUjuX2rnUzqV2LrVzqZ1L7Vxq51I7l9q51M6ldi61c6mdS+3Rx7mU5VJ2pBv/y4UhLgxwYYADWQ7k75sGqDtA3QHqDlB3gLoD1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SZ4A6A9QZoM4AdQaoM0CdAeoMRKeYDO+ZDO/p/rT1vCR2tyzukcVI9B4/grnW+8es24fb1R2BI3EUjsYxGI9jcbVzrsG1+B6+DztIWg/TepjWw7QepvUwrYdpPUzrYVoP03qY1sO0Hqb1MK2HaT1M62FaD0ffp3U3rbtFnBZxWhekdEFKF6R0QWpE/793AN3/p8q3g4/lf9n431d7Nz+6+dHNj25+dPOjmx/d/OjmRzc/uvnRzY9ufnTzo5sf3fzo5kc3P7r50c2Pbn5086ObH9386OZHNwXTFExTME3BNAXTFExTME3BtG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphtT/RTekOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUGpkje8f+a+Q5/Iqzau0aZM2bZK0T9M+r3Gaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnE+x7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzFdmq+FKbgFU6He5JiWYzra1yzO/GPPqLS7Rzo9a6Zm/089Yu9+iz2qO1PdltBthbpti047SKeVRBM/mChTrMaVmOG+/HbXuiv0q+x+Z+f0Zr/VecinTqNwlsJDH9o19avuftXdr7r7VXe/6u7//zRt+lVfv+rrV339qq9f9fWrvn7V1///dFeUv1vJUWrFB/ctQ1F872s5Lu2JLqdtHW3r+NfLv17a5u9s2jgxmr5d9O0amX9zPH/IPcLDdkpzvfZY6KJrF1276NpF1y66dtG1i651dK2jax1d6+haR9c6utbRtY6udXSto2sdXevoWkfXOrrW0bWOrnV0raNrHV3r6FpH1zq61tG1jq51aqpXTfWqqV411aumetVUr5rqVVO9dO+iexfdu+jeRfcuunfRvYvuXXTvonsX3bvo3kX3Lrp30b2L7l1076J7F9276N5F9y66d9G9i+5dpfk8p+AWTMWtuA3TQteIxrv2dkIuOiC2JBoXe82O83V1+UaYFVsRqmM77TMyYU5sV2iIm5zxU929nh4Wxc8OyQ/+WvmKaN/4v0eJvX9T2J3YGNZwbL7vXYjXdcAbYX1suUp/Eytcc6Xj6rAxtsad7npXa3JsRnc0JtajUzP2uFk7oWHsDgPxKHTEi1CMQ939nx4642eEnfEzcRbOCdn4BWFrojykE9eE+sR1MCMSP3S8IWxM/AhmQmK6Y6XjDNhDJ6pgxUzcC12ZmOP9B71m9iUe9XwunvAd88OuxLO+fxH+EHYm/ojFXqvx/CVHOSUavNaItWjxvBUbPd6EDuf1ho7ETgyHjrIDQ1/ZQRgHd4dl7g7Ljvf6pFBfZk9fJq6yO8NQ2b1hZ9nDeAzPhL7oy3tVbeNTjqotVO2lai9V36PqNqq2UrWFqjup2kLVFmpmqTlIzUFKDlJykJKDVNxFxQwVM1TMULCXgm0UbKFgCwXbKNhCwVYKtlKwjYKt/6RgGwV7KdhLwV4KtlKwjYJtFOylYC8FW6jXS71e6mWol6FcL8UyFMtQLEOpDKUylOql1CClBik1SKlBSg1SapBSg5QapNQgpVr2KtVGqV5KZSiVoVSGUoPRsbHnwvTYkvAHStWqwT0U+i1Vtsc2h++psymxnvCk6r4iNmSnvSt8Wp39NR4Py+OF4RfxRPiBam+KHxjGx4+Oro2fEG5W+cfGTwufo9ozqn+Cmns8/ukwI35R+Obev85qj/97eCp+ZZgUrwhL83+/JKuXzaTXrBJvYEV4xxXf5cdmV0y6Qo9v7feNW33jDr10gV76lDvC5zj2Wmj0qXy/vDXSI93RUT691idX+eQ2sSXFVuob1o/0w9lhvU++Flb51Ls+9YJPHOATW1yvfaR/3VWP9PDR+vRUz08Pm32qQ5TLoyNV1s6RTy5XWW9ipYpZ7dNrVNV6u8gmx+awTXVsUx3bVMY2lbFFZWxRFVtUxU5VsVNV7FQRORWRUxE5FbFFJeRUQk4lbOPcNs7t5Fp+8ndH+4inUOTzXe851/2zXF/CyrCbrpvomUzcGrK+f9D3D/r+wcRjnv8qZH3PYFTgU0Miv9Entubr3k74ObNkiVzeCA1e3RhrNEfyGm4OKbo1+t4W39sSXemqc5w9S091jlTLn0Olq1f65AAldlNit2/opESgxNDevhqixFCsNSz0jTUqqSGWVj0lODBcEx/HjYNxCI4LN8WPxwlhe/wkPp+MU7lH9/hnvH/RyN8unyGaM/ReJ3WHqDuk9zopPEThQOGg9zqpUEnpQIk5lJhDiTn6r5Pau6m9m9q7qR30X6f+66T6bqrvplYl5YcoVplYYBItxCvhpsRyx7dQjzXYgDa84712xy2+Y2u4qSwKfy0bHRaWFaII4z0/EZNMqNlhjh7s5ObuskfC1rJHMRe/xLywMCpVkYOqcSunzzJ93jd93jd93uf6eTr9fZ3+vk5/X1e/Hx3Bj7yXWdr3077fpwrNqAEzasCMGpD7kNyH5D4k735598u7X679cu03XwbMlwGzZcBsGTBbBtT3gNkyINYhcfabFQNmxYBZMTCqxBVnq4BHuL+M+w9w/4HYUo7W4rWwIrbcqvgmVoRnVMGe2Fqvr1dbrWFKbEP4S6wNG7EJ72BzuDPW7rgVnb5zm2MSXeiOZquWmljK4+1Iq7xexz7sCDfF+jHg8SB2hgqzqcHkbjW5W3XwFWbUmtge772H98PS2N8cg1V4FGLIz68C1Tba40JzqiTMipd6nAiTR+bZWMd9sR/2x4HhAtV6sWq9WLVebG29I35YmBo/3HtH4OjoG/HxjsfiODPveJwQ/iN+oucfwUmen4xTPP4YTg2fNyP/02RZwLXZXJvNtdmq/VLz8t74uc45D58IP4l/0vF8XBBmxi90/BQ+Hb6lKy6Of9bji8KNOuOKvX8xu0CHTI1fFR0S/zYqwtvm6+8TFaEhMQk3hD26ZI8OeUCH7FEls1XJbFUyOzHb+z/Bz3AXfo57onGJe/ELzHH+w157BI96PheP+Z7HPf+V45NhcuJpPIP54Y7Eb8JUq9nMxHOeP4/fY0GYoKsmWOFmqsDZKnC2/cEdVrmZiT+FnySW4AXnveS1V5z3F4+Xotbryz1f4fWVvrfOa6vxltfqsQYNvqsRa7HO+S3ObcUG77XB9Fbds3XthMTm8BedO8EqOlP3Xqx7JyQ6vaYGE2ow8S7UYaIbPWFZQh0m1GEiDTWY2IF+DJgAg8h6nAtLE7uw2+P3oeYSas5UmFWm7srUXVk8LC0rcBwdppgSU0yJKWXFno8xPUqgBssSYVlZGfbxeCz29fp+2B8HeP3A0Gqlb7XSt5Yd7PsOcc6hOAyH4wgc6dyjvX8Mxrv+sV4zYU2jWWUzQ4MOn112ZzSujNdlvC7jddnduAf3eu/BMFXnzzapJphUE0yqCabAbNNqQtnjvmeeuJ/0nc/4/vme/wa/xe/CTdF4U+JGU+KPIyvz6yPr+ZsmQZeOn6Ozv6Wzl+jaRbp2lTU3o2Nf1bGdurJRN9bpwqW6cJ2u+4LO+rZOWqRj7tUxb+qYLl3ysC5ZpwtqVf9vVP9XVf8y1Z//lwrnqvi3o/9mXj0rkt9bsdbGFlmllpgJf/baS3jdOveG95aHZtOz2cq1zMzqtXItsQb2irbH6rXE6rXE/Jov8jfNqR6RrzGLlou61bzZat5sFXmXeb1e5DvM7PVm9nrzZLnoF5gFC8yCBaLcI8qv5/c8Vq+1if80aa8JS6xgS6xga61gS/Rmr97stYKt1Z/P6s9e/fms/nxWfz5rBVubuN3nfoq7cU9oNtWbTfVmvdlrNVtrNVtrwjeb8M1681mr2RK9+axeWqDuF6jzBWq6x3qy3nqyXt32WFPWq9UedbpcXc5Xl/PV5Xy12KPWtqq1rWptq9rqUVs96mqrutqqrpZbi9arqeVWuCVq6lkr3ForR7P6mK8+etTHVjvIpeqgFq/Zoa0If6b0NqtDo1r4nGm+yTTfpB5WU7WDqg1UbVATL5rcmym70qTeRNmVlF2pNrarjXdN43Wm8TrTeJ0a+ZgaGTZl20zZNrWyQZ0kTdZ6k7XeZK1XM02m6QZTtNXkXGciNpqIjVTfRvVt1N5mAjaagI0mYKMJ2GgCNlJ2m6nXaOo1mnSNJlqrKdZmirWZYq2mWL0pVm+CtZpgG0ywDabVBtOqzXRqM53aTKc206nedKo3nepNpw2mUpup1LZ3KtWbRm2mUatptI47K02WTSbLJi6t5NBK02Wz6bLZBNlsWmwyLTaZDJtMhk0mwyZONXCqgVMNpsJmE2ATpxo41aDzN3Fqpc5v1PGNOr5Rxzfq+EYd36jj63V7vW5v0+1tur1Nt9fr9jbdvomLDbp8ky7fpMs36fJN7om77Y7z++qzw3vRObosf591nY6aq6Pm6qjX+TxL1+zi62/5WsPXGt2S4msnXxfydCFPF+qInC7I8WIWL2bpgBw/Zqn4nCqfq8rnqvK5vJilynOqPKfK56ryuap5F70W0mmhat5Fq4W06qRVp6reRa9OlbyLPjX0qaFPDX06VfMu1byLRjU0qqHPQtWbU71zVe4uOdfI8Y1wr4odlsFSz3aKPROeU5ubo8NkttOzpMx6ZNYjs35Z1ZsDKZnVy6xedDtFVy+6etHtFF29qHaKaKeIekTUI6Ie0ewUzU7R9IimRzT1osjfy/ZER7tSxpU2uFLSlZKu1E3D/D1qg6sNuVqDqzW4WsbVGlytwdUyrtZAi0FaDLpqhhaDrpxx5aQrJ105SYtBV8+4esbVk66edPUGV8/fHybdI2w2L3eGt2X9tisPueIms+wlE7fFxM3fH7w4MnELnTW09x4qtfffMJ0evzI6c0S5Du9s8k7HyLP8vd2eER1H7/3UoGdp39/s+wfshlvtadMU3i3PEkpEGG1PWogijPf8RMwL/b5j84gzjc7eaBXJxzgUneg73vTOn+k36Ltedsa7f7+/H1lvIvOlCMUoCS/L6jLZfJeOg3TcTMfNdMzfX2+m36AYXhbDm2J4Uwxv0vIf77sPxxEfuv8e7/zj9eKJjvOc/6TX8vfco+TcFx0svgExDYhpu5i27/0FZ4foe8S1Q1w7xLFDHDvEsMO1B1x7wLUHXHe762533e2ut931trvWDtcZcI3t0fG+/RXZ/1XmKz80ZdfTeYErZUemasnIX4r8dK+XG2Rfkf+Lnr9PHxmvdNVXXPUVV33lfzl58pNmvPPyU+ZEx/zEmOfcf54YY0ZW0Z32AbvcWxfy9fJww96/7njblb8x8hejZ4p7szNf5Fq9+4Jm8b9KpUUfmiD5laGVUvN4nV9336XWPGrNk8+rvvVu37aQi/X2bs0UnEfBeZysp+I8HdGqI1o5Wi+/V3VFqxw3y3GzHDdztd4erNkerNl+q/mfJkcrl+u5XP/B5BjvO44P8+T+qrw3c7l+ZHocTvWNVN848mtExhTZFd4QdS/lN4q4V8T533B6qb2R2htF2SvCXipvpPJGKm+k8kYqb6TyRgpvdKVeCm+k7kbqbqTuRupu1FUZU3e31U/1qLBMeDWKWQV32yntiuJ2Iys8G/CsKxrvWZ97mJz9SZ/9SZ+VcthKOWylHN77G2HKnqXfPj5nxUtZ6VJWumEr3bD9es5ql7JHz9lX9NmT56xuw1a3YavbsH13zr47Z2UbtrIN23f0WdlS9h59VpphK82w1WU4GmMt3yWSJ6zdfdbs/L7uXVft4+AzHHxmZKqMsdoPxQ80SU4NaRn0OCsdPycaa8K454nOcJ3WqMD3bPM9+d9cc/kMZJwY+QUhlT+fEgfqp3NCzuv5X2Wd4XNbo4M8y2c/JPsh2Q+NZH6VvcK3Q9OHMh+S+dBI1g2OjViLjdgE2clsSGZDMhuKjnG1NfTN0LeFvi0fvjN37bSrJGmbcYWkKyQ/uBtfPPKLX5K2Gdq20DbzD3foLZ63jvwKOHKnTtsWV0/StuXDd+vRKJlnouPjZR4dGJ60W+qzW+qzW+oT0wtieoFaGTumHjum/K9rvXTabmfUx4H3OPA8B553H7m/+8j8X0fmdz09dj094nrB7qbH7qbH7qbH7qbHbqbHbqZHPC/YyfTYxfSJ6QU7ih47ih47ih67iZ6oSDR/dOWdrphzxZ2utsvVVrva6ug4726hW5cYN4hxgzOze3/D/h8OnWNnd4G6vogO80MXDXfTcPcHLi32Wo3nLzm+Yqe1wvHDrrV43oq/u/eOczqcvzVs+AcXx1Gtg2odVOugVAelOsTdvvc3qQ6KdFCkgxod1OigRgc1OqjRQY0OSnRQooMKHVTooEIHFTqiw+T5jhzfkeM7ctwhx/VyXCfHdXJcZ6ear7p18llnV5myq0zJ5R07y3wFrpPLOrmss5NMyWOdPNbJ4x05vCOHdXJYJ4d1I/+K8rj4d6LjornR1eGx6Bpci5vCU9G0cH80HT9GJWagM8yNtiGJQefsCvdFu7EH7+H9cN+ok0LDqJNxCj6Kj+FUnIbT8XGcgTNxFs7GOTgX5+ET+CTOxwW4EJ/Cp/EZfBYX4XP4PP4FX8AEfBEX40v4Mi7BV3ApJuKrqIgOHrUsvDrqtfDiqNfxBpbjTawIS0etxCrUYXVYWvBkuL/gKTyNes/X4G3IteBvCOG+0fuGx0bvH+aOtssebZc92i579ME4BIeiI9w/Ou2cXvSH+wtPxrm4PjxWOBk/wA8xJTxVeAvoXjgnNBQ2hKWF7niKTgxLiz6Ck8KLRSfjTJzl+YW4Kswt+ia+He4rehTz0eH5FmwFz4p6wlNFKezw3pDn2XBfcSw0FMdRgNEohJ1isZ1i8RiUoBQJlGEfjMW+2A/74wB8MiwtPh/f8fhax1mOv3OsDi8WZ0LDGN815gD7429F+4c10QEw/aKDMA4H4yM4CSfjFHwUl+AruBQT8VV8DZfh6/hXXIFv4OrwhMp9QuU+oXJnRDeHedEU3IKpuBXTQrVqrlbN1aq5WjVXF/w8rCm4G/fgXvwCc3Af7scDeBAP4WE8gid97ik8Haq5/sTolrBm9Ca8g3Z0eP1dxy6kvd+Lfq+9H9YUFqIIY1CCQ3AoTsCJoEMhHVRHdeHZjuc6XuD4RXwL38Z3UI7rwxMq5wmV84TKeULlzFA5MwrlWyhfFVRd/MO8NtH9oSF6AA/iITyMR/Bb/A7VeBbPoQ6r8RbqsQZvowGNWIt1WI8mtKIzLDYTFpsJi82EVdFODCGDLIaxKywyJxaZE4vMiUXmxKKC7tBQ0IMUtiMNdycFfdiBfgxgEO5YCoaQ/9zfEMIi/ba4yCwo0vtFer1Irxfp86KJYVXRvzlejquc8018Oywqus7zmzEFU3Erfow7cCf0WxGNimhURKMiGumnRUW/dpzvuMjxFdChiA5FdCiig15brNcW67XFem2xXlul11YVbUcaO3x2yOv00HeLRp0WFUT7RaNRiCIUYwxKUIpE/v9iEvvg/GhcdAGuDtPV+HQ1Pl2NT1Hjk9T4JDU+SY1PUuOTott8w7QwWZ1PVueT1flkdT45qorGRrfjp7gDd+JnuAs/x924By9FR0UvozNM4+g0jk7j6EMcreZoNUerOVrN0eooJ+JdoZKrlVyt5GolVytH/TI0jXocT+BXeBJP4Wn8Gs9gPn6D3+J3qMazeA7P4/dYgIVYhD/gj1iMGvwpNMU+Ho2NnRGNi53t+BlcHKbHvhRuil2CyzyvCLNjk8L1setwfbjenu2S+DfDzfZtl8S/43hzqItPCY3xhmh0vDE6ML7OrrfJXXlzVBLvDNXxbfYiyeik+LuOXfn/byDH7dH+BTdH+xVMwS2YiltxG6ZhOn6MSszATDwZJpsXk82LyQVro7EF67AeTWhGC1qxAW3YiE14B/RU7ZWqvdKsmT56v9Ck6qeZMZNHb49KzJfp5st082Xy6D3RfoVxqK3C/XEAjsPJYXLhKY5n4KxonJkyufA8j68P082P6ebHdPNjuvkxxfyYYn5MMj8mFaqlwmlQS4WPhabCX478C/qmoiNxFI7GMTgDE0O1Tpum06bptMqiH0Vji27ELMzG/XjU6086Ph0dpZsqi573uMP5W7AVak7nPKRzHtI51Tqnuqg3GlPUhx3OH/K++tNBlUXD0djiA0NT8UEYh4NxCA7FYTgcR0CsxWItFmuxWIvH41gch+NxAr7ru67GNaj0fAZmhqYxo0JTyZXhppKrUBmuL5kJfVOib0r0TYm++e/EnQmYFMXZx6u7erp6enqWa1nu+/KI8YjRSNQ1ZtWoHBJFERBQMIgCciu3NwjKqYCieHB4YBDFi0M8CB6JgsAAw8AisMAuw9ILCMuxy9T362b104jR5MvzfDvPv6e7uo63qt963/9/xBmXfeOyb9zHwQQwEUwCzNedAqaCJ8CTYBqYDmaAp8DTYCZ4BjwLZgHWx30evABeBLPBHFEpNhyMACPBKDAasLYx1jb2AGB/x9jfMfZ3jP0dw84YdsawM4adMeyMYWcMO2PYGcPOGHbGsDGGjTFsjGFjDBtj2BjDxhg2emeKSllR4IIY8cGUq9kpBUSj4Cz47pEa5j1EM49o5hHNPKKZRzTziA0escgjmnnhKw6yQFWdggGkYAApGEAKBpCCAaRgACkYQAoGkIIBpGAAKSJfNSJfNZhAGiaQhgmkYQJpmEAaJpCGCaRhAmmYQBomkIYJpImSPYmSPYmSPcUd2he9wJ3gLtAb9AF9wd2gH+gPBoCBuhcRtR8RtR8RtR8RtR8RtR/RNI9omkc0zSOa5hFN84imLtHUJZq6RFOXaOoSTV2iqUs0dYmmLtHUJe9uIe9uIe9uIe9uIe9uIe9uIe9uEcHnHS+DV8CrYLGoReStRf71yb8++dcn//rkX5/865N/ffKvT/71yb8++dcn//rkX59o3Z9o3Z9o3V8UomWLwB6QBntBMdgHfFAC9oMD4KCeTmSfR2SfR2SfR2SfR2SfR1QfSlQfSlQfSlQfSlQfCqdPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD5pXCdyjHbgz+B6cAN4WifIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAm0xCK0xDK0xDK0xDK0xDK0xDK0xCK0xCK0xCK0xCK0xCLjC+EaX4JVYLVwyWIeWcwji3lmy+D/UeX9j7z/SY8mm7Uhm7UJs1knXWz2AL3Ibt/LamYfXUxmu4TMdieZ7RIy251o8YlyoP6rXKo/lstFlvyI7LcaPb8Gnb5O1CDLpclyUm5E35/MdBEyXdPwOybTlO8l8wwSHlnOI8t5ZDmPLOeR5TyynEeW88hyHlnOI8t5ZDkPJp2GSadh0mmYdBomnYZJp2HSaZh0GiadhkmnYdJpmHQaJp22pmvfmgGeAk+DmeAZ8CyYBZ7TeWTOPDJnHrprEbprEbprEVnUJYu6ZFGXLOqSRV2yqEsWdcmiLlnUJYu6ZFGXLOrCM314pg/P9OGZPjzTh2f68EwfnunDM314pg/P9OGZPjzTtw7rYqsUHAFHwTFwHJSBcsCeIDMPJTMPJTP3JDMnyMz90X9J9F8S/ZdE/yXRf0n0XxKVkEIlpFAJaVRCigyeF9mpfZRCCqWQIpP3JJP3jGBTBJvI6HlkdA/VkIpkuNbatwUwgAmk8Mj0HooihaJIoShSKIoUmd8j83soixTKImXXpW490ISyZlw3B8RaVEYKZpAHM/Dsc7iPD8IOqqE6UjCEPBiCh/JIoTxSKI8UyiOF8kihPFIwh54wh54wh54wh542cdQmjtrEUXsgGAQG616wiV6wiX6wiX6wiDz0bBImkYBJJOxZ4Tcy5dgLwVvhtzLl2Ct5/0ovgmUkbJ4lujdpHxE5MI4EjCMB40jAOBJo4UVo4UVo4WVo4WUwkAR6eBl6eJH6vXDRxIvQBT66wEcX+OgCH12wBZYyD13gowt82Ep/2Ep/1VkXq1tAFz0UfeCr3pyzp1RfcDfoB/rT5wDAvNAOW9AOPtrBRzv4MBwXhuOiIXw0hK/GUX98+K2CPqzHRU/46AkfPeGjJ3xY0FBYkAsLqoWu8GFCQ2FCLtrCR1v4aAsfbeGjLXy0hQ9D6g9D6g9D6g9D6q920vcusBsQ6xWxHtY0HdY0HdY0D9Y0D7Y0FLbUH7Y0D7Y0FLbkovWTaP0kWj+J1k+i9ZNo/SRaP4nWT6L1k2j9JFo/idZPovWTaP0kWj+J1k+i9ZNo/SSsKwHrSsC6ErCuBKwrAetKwLoSsK4ErCsB60rAuhKwrgSsKwHrSsC6ErCuBKwrAetKOOdh02/ARXqR0xJ0pe/uXPcAt4O/UNaT9ztAL3AnuFunYWgJGFoChpZw7qPNRMpfou7LepnzCuevgsM6GRUiBwaXiDK3aDW9KFpduO71usC9AdwIOug2MLs2bmfO79XF7lAwHHzL9O7n/GEwRngwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+Pz/h8Zn/cDxlddTNAXG11Ea6ObuN64Vdxr3CauMLqLi40e4ibzT6KD2UvcKNvry2UH/Qe5RM+Ty3VruUN/DjfMlkQ4uVtPlkX6U7lH1JFp9NZeXSoaiAmZFWK+Xiv+ptfS+6UV3wZ7Ab2fSe9n0vtlRi9dSm7dxSioOVRZe92SUS5hlMFymV4q3wfLM8XyQ/02OW6j/FivlCv0BEZ/iJGPyl26kNFbMvpERpeMPovRVwhHrtJz5FfYhJKXa3V3uU4vlglabdCbyYr58NT5+hNs+4SaN5M7V1F7OrWHy7WZDLVfoPbV5NG3aXEPLZ4Ov9vxbKwdSTavR/a+2mxNJu+le5l9hTRfhSev0LeZn+oZ5lbxW/MwGTlbVJJn67lymfDI0mczgzcY6VP0qJRr0Zrr9Vtk6Qi9Z5hRgkw9vCJTywpNKplZodzDrNKU79X7jJuEpReLCLCBAg6IAhfEgAfiIAtU0ktFZdBSbxa/Bw/qheIh8DB4BIwBY8GjYBwYDx4DE1jDxXqNWKLXGKbebEhggQiwgQIOiAIXxEAcVAZVQFVQDWSD6iAH1AA1QS1QHzQADUEj0Bg0AU1BM9ActADX6XyjHfgzuB7cAEaCUWA0uA/cDx4AD4KHwMPgETAGjAWT9CZjMpgCpoInwJNgGpiuN5nn6IXm+SAXtNPvmY/qlDlOp/Dy9jyVYvysHB9byJMoxsfa4mPlsjRTJI+wI45qJY9ljsjjmc2yTNuyPFMoT+hcmaFc61pWJFNk2fpyS2llOZkjVjSz2XK1bcUyhZanc6045VnUG6QXW4PBEHAPuBcMBcPAcDACjASjwGjwot5szQZzwFwwD7wEXgavgFfBfPAa+CtYAF4HC8Eb4E2wCLwF3gbv6XxrMVgCloJl4H2wHHwAPgQfgY/BCvA3sFYvtNaBBFgPNoCNIAk2gRTYDLaAfL0wUqYX2xLgv3ZEL7Wr8l4NNAFngHPBb/Rm+0LeH9P59jQwg2vmac/lnPnYzMdmPjbzsV+nbCF4EywC74LFlC8BS8EygO02ttt/5/wf4AvOvwSrwGqwAWzUm+wU9wrBXnAAHATfgEPgMDii81UWqAQqgyqgpt6kaoHaoA6oC87Xm9WFoL9eqAaA+8D9YDJ4Dryg16j5vB/RC50WOt85U292fs37Oby3AW05v1lvcrpzvwe4HTxK+QzKnwJPg5lgPijTm6JC50er8M7+irKvorVBXb3Z7a5T7p2gN+gL+oFBgP3ust9d9rvLfnfZ7y773X0cTAATwSSAve4UMBU8AZ4E08B0MAM8BZ4GM8Ez4FkwCzBH93nwAngRzAZz9MLYNToVuxa0Aq1BG9AWXAfageH6vdgIMBKMAqPBfeB+8AB4EDwEHgaPgDFgLHgUjAPjwWPgcTABTASTwBQwFTwBngTTwHQwAzyl3/PO1Auzovq9LBfE9HvCIlcsJPKn5Xrxa+JyuXhSDNMzxXAwAowEo8AxnUI/p9DPKfRzCv2cQj/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZD76Fy/gEOz/VxWjWYjRrMZq1GM1ajA6dgQ6dge5ch+5ch+5cZ87RReG/jzz5r462m0f0drJZkiw2U64WDciX28hgj6HhZqLhZqLhZqLhitFwxWi4QD+l0E8p9FMKzeSjmXw0k49m8tFMPprJRyPNRAfNRKfMRJPMREPMREP4aIRitIGPDihGBxSrM3RKnRl+H2cx3D/g8il4dgpunYILp+DAKfivD//14b8+/NeH//rwXx/+68N/ffivD//14b8+/NeH//rwXx/+68N/ffivD//14avF8NVi+KoPRy12BtP3fZy/FHxrmvbhmz58sziazX7qoGfAMWfAKdfBKdd5I3WRNwqM1kXxbL09Xh3kgAagIbif8tl6uzDJKq+R1+Fxcom4SC4Vt8gPxPnyQ1GT9X1XfgyTWiFayFWiDWvdBl0fgTFciravKhPiPNb9a5hDfXjODkoLxBnwhTbwheaySFxJvx9XfJZ9JiN9pOdTf2o45kLu3QmrWCqyKPucq9XB91L++Lt0jV4i99Tfp4s957I7LmbUVuTDq7HhZMm5ZMsjlF5OtlxKtkyH31G8VxiMXCDqcnVp+JliDeo2w4bgtwh2i7Oo8WuuVotcZpjNvfrMNfjWtw76SzlItMT+j61L4GsmJZ9x9Q9qk5vghCVc5XPVW8S5Os7VZ6KFsESuiAAbKOCAKHBBDHggDrIYsb2oLjvC8bqA3sxpKTzwQ3jmR3qNNUjkWoPBEHAPuBcMBcPAcDACjASjwGiRi5bPRbPnotlz0ei5aPRcNHku+jsX7Z2L3s4Nf/8iDrs9xEj5zGK3/IAnGfyayUf6HdjtXuY+iDVZgl3vU4vZMve4qGp8JZoYa8Q5rEwX1uGPsiO1OolOskv4HXOdZG/9UfCtRHKI3iGniQvkdHEh4/g86WYwmQXWReI8q6U4h9XqJOrToj7jnM/THCQaMtK+YPxwpHjF75p8KjvT+hbqd+P9Vt4H4WFf6U1w5GL48bHQfzYIh1ZS2MEvoVA7h5o51IxS06dGicgRBURROJTYBW8awEjBMx2i18G7i3nqlYi4a8L+EjzB9bSiz4ARR6rqcjR8ORq+HI1cjkYuRyOXo5HL0b7ljNleFwX/xxM9nsFOUWFv6/UhUeMHY3YmZnUDfZjbIJj4an0A60qYh4/HVWfsw7Raybgxxj36s+PGGHdH8Nss9FaVcSP0eJgei+nxED1G6e1AxSzK2WftKQ2+L7AzTL4bGMCdQaIWLaNYbNOylJbltIxjSyZYNVqWsSsKxFViJ9gFjuHZx0EZKAcniA7tUS4d9DmyM9HiFtFVduP9Vt77oH0GYM8QPVuOwC+mid/hDxez4l8xYsvw2azVz4ajJfQG9lw2Kud4hY+cZ9G3lQFatIhUFVepjqAT6CJaqOlgDtjG9XawA2CnKqHsEO+l2BZ8/2MJlh1jzsew7AzmfQzLzmDetZl3EDEc5usy10K5UVQOvW4ZLT6mxU5a1KbFTlrUpsXvqF0Zm3eHnrdWl2H3UVruDFslwt8l6Mh4nfDkLrx35X0wUXGHaEzEKyHGuETGWkTGKsS7ZeEv6gTPL0UtSUkJz6E9Zx3CvRF8G16OHIhX3UO+243dRYy4R/uhv22j3U7aufTu0LPJnZSoJXroA+J28BcwkKffnufZEbu6gMF4ZlC7AC/ZzUoXYtMe9GWaXvaSJy8RNSKV9YFIMdinD9i9QR/QF9wNBoMh9JtV8ZtASXpO0XNKDmRWg4n5O3iOBXjRTnZQOFvicBFrtEd/EWrxGthXhn1l2FdWMfvgM+Wt9LKVXkx6OQMbK9PLEXrJ0EvwTfMOPWwPfo8I+8qwrwz7yrCvDPvKsK8M+8rEWaKHaCVuB38Bw0SeGA5GgJFglMhjxEqM+CtiVoQVbkfMirDK7YhZL7HSb7LS7+Onn+KnV+OnreSrejJz+gcZovlJa8hbgTVFsImLREt8tKV1iU5az4k863nwgsiLVBatItt4L+Z9H9gv8uzTwQWgt2hl9wF9wd0gsM/BqtIKvzEr/MYMn1Wwgnt0YfhpxALsnldRK6eiVg52+9Q8L/wEYo9eh2f0zqxAC+5D+21D6+1D222zTsvswtd6Z3xKSygpsU7Tl9Jr78xWWco6l9G6nNhwQq+yIvoIuvCoFdOHqLmKmleGbT/i7hpK1lDihm19eZzxyliVE3o9GjNjRYVN2wy11qMlM9TMJS71zuxmlAwq9RCWFctjvJcxajmeebJlOaNmUKeHsLjYcnh3sSJG+cmeypnBYbyuN7r2iDDopYReMvSi6aEoHNsWBq1LaJ2htaZlUYUNpwfrlJmEDTto3YTWm2ldKo+zYwPry/HjE3hcBp6g9Qls2UFvTehtM72VWlGdCGcV4zl7ojJKOU3PJ7Dpr0EW1SY9HsWOfJkRJq2OMna+Fef8NN0oqJFZTY1CxgtWKkWNQvoMVilFH/tZ3X96Xjz9iudE6595PmHd8LlQ92eeB3P8Pz4H4um/uf5Emf/yujPHn1jv8M4p11lkWdkialXHvprCtWrTWx3a1IUz1OO8PvcacK8x95py3Yx7zbnXgnxgWTmMUIe7DXlvxjPxrGyu0BBWDcavzQh1GCnoqz7lDShvRHlTyptRTj88haB2MHKdihrBSEFfVbHL5O4uK4eSGqCmqI99Vam5iz7rY5+JfSatdlkNud8INKa8KXWaUdac8xbBr5LTSz62BjM0rVrYWltEKnoJWudjfzBD02rCvabcO9naZL7ZoDq+l4PNNem3NnOpw9Ovy1j1gnlxvwH3G3K/MfebUtaM+82534L5MQueTXX6zaG0BqipN2BDhtXZYdXlWdZjzvWp04A6DbnfCDSmThPqNKVOc+q0ILMFz8kL17WmyMaOYMWOYkc2dsSwwwvXtjHXTcMVPIoN2dgQC56KkOHca1es80nrg9WT4bxPtiipsNoUlf5Tn2DX+qzfP/kFu/1sEf93fYNW5wj1U/7B3Wai2n/LR+jtV8z6P/QTWp8mqvxffYVeLgpm9N/xF57E38Pn+B/5TJgb4v+u34RR/TRZmtlDJO1GxKlLVGstj2dKiGpXyPJMmujTg6jWkKjW0opk9hBRuxGN6hLVWlvRTAlR7QorlkkTmXoQ1RoS1Vpa2ZlSVuQsVuR0VuR0qybXtfSvWJEsrDqXVWnOqjSz6lPegHoNqdMINOa6CfWaUq8Z9ZpTrwVeE0W5eWiuXBn8rs8KUQ22mw3TbQqr+B1cYSVsr1L420JLjC7i90Y3caVxqxhv3MZ7d5R7e/2MvBEtcpNeAvN4JvylutP/Ra2VYa3gN5A2hqXfXi387spEyS83PtQLw7Pg1+12cFYJlXyWEKIlmvQM8Qde54hrxfXiXHGjuInSm+FyF4s7xGPiGjFBvCruFkvEcq4+5DVZ/F1sEFNEktdzIh918rwopMdXjDpGHbHWqG+cJdYZrYzWosBoa9wgdhkdjc5ir9HV6Cp841ajhygxeht9xTfGYGOGKDWe5lXbeIZXHWMWr7rGK8arRj3jQ2O10cA8xzzPONs837zQOM9sabY0LjAvNXONC80/mnnGReaV5pXG780/mdcaF5utzdbGZWY783rjD+aNZgcjz+xkdjKuMruaXY0/mT3M242rzZ5mT+Nas5fZ12hlDjCHGH827zXHGDeZj5qPGz3NieY0o7c5w3zKGGTOMd8whpiLzJXGQ+an5gZjupk0C4yXzD3mXmORWWLuN94xD5pHjPfMY2aZsdzUUhgfSVNKY4VUMm6slJVkVeMLmS2zja9kjqxtrJGNZGNjg2wqmxlJ2UKebqTkr+RZRr48W55tfC3PlecZ2+T58gJjh2wpf2/skpfIS41CeZm8zNgjL5eXG2mZJ/OMvbK1bGsUyxtkB6NEdpTdjUOyt+xjZOQAeY8p5Ag5wrTlKDnKVHKanG46coFcYLryLfmWGZPvyndNTy6WK8y4XCU3mjXlDrnXbCxLpTZ/ZUWsLPMCK9s6zbzMusS6xGxvDbLGmDda46y3zTut96zl5jTrS2u1+ay11tplPm8VWdp8K+JGXPOLiBfxzC8jlSNVzVWRdZFN5prIlsg2MxkpiBSY+ZHdkd3m1khRZI/5dWRvZL+5PXIwctAsjByOHDGLIscix8y9kbJImVkcOWFHzH22srPMUruyXdnM2FXt6qa2a9r1pbQb2b+Rrv1b+7eynn2hfZWsb7e128uz7VvsB+QF9kP2I7Kz/ag9Xna1J9oT5W32ZHuK7G4/aT8pb7en28/Iv9jP28/L3vZse7bsY8+158q+9nx7kbzbfsdeJu+1P7A/lqPtT+xP5YP25/Z6+bC90U7KKXbKTskn7K321/JJu9BOy+n2AbtczlRCmfIlpVRD+apqrs6Xf1MXqUvkOnWZukwm1R/VVXKTuka1kVtVO9VOFqgb1A1yp7pR3Sh3qY6qq9ytuqseslj1Ur2kr+5S98oSNUyNkifUfep+y1SPqDGWpcap8ZatJqoZlqOeVk9bVdUz6hmrmpqlnrOy1Rw1x8pR89VSq4ZaoT63TlNr1AbrbLVZHbR+qw6p41ZrVa60dYPT3GludXBOc86wbnZ+7ZxtdXbOd863ujgXOS2trs7FziXWrc5lzmVWd+dPzjVWD6eV08rq6bRx2lp3ONc77a07nZudm60+Tnenp9XXudvpbw10hjnDrCHOSGekdY9zn/OAda8zxnnUGu6Mdx6zRjkTnYnWfc4UZ4p1vzPNmWk94LzkvGyNdeY7861xzgJngTXeOeh8Yz3mHHYOWxOco85Ra2KUwGdNilpRy5oSVVHXmhr1ojWs6dFa0VrW7GidaH1rTrRhtKH1snu929F6xe3mdrPecHu4Paw33TvcXtYi9y73Luttt4/b13rH7ef2s95zh7hDrMXuMHeYtcQd4Y62lrpj3NesD9wP3c+sXe56d4vlu1vdXVapeyxW28rEmsQmRRrGpsReiEyIvRNbHpkVWx07GHnJU17NyD+8M70rIvleB++OyFHvLq+fHfUGeIPsSt4Q7167qjfMG2ZX90Z4D9s53lhvgt3Qm+RNslt4U7wn7NO8ad7z9pnei96L9gXeHO81+0Lvde8t+zLvXW+pfaX3vve+fa33gfeB3cr7yPvMbu194a2123sJL2F39jZ4SfsWL+V9bXfztnv77b9433hH7SHeca/cHuFl4sIeHTfjpv1A3Irb9oNxJx63H4lXjufYj8VrxmvaU+O143XtJ+L1403t6fHm8eb2rPjo+Gj7ufj98Yft5+Nj44/bc+OT41Pt+fEn49PsBfGn4k/ZC+Mz4zPtN+LPxl+w34zPjr9kv5tlZmXZy7KqZtWwP8+qk1XPXp11JOu4vVaYLvxdCO/yKteJ00RD8V/600t0gd4tztFFnG8+ZY2Mnqlf51Wix3F1ne5Em5WcFVXcL9Jpjtsrrkp/1D64m9aHeP3vPXWKcb4BT/ysvcPB+z8o2coIOcEoP/mH8qLeJl3GuUcm7yziXBf80MZvZ3OKMb/Q27Svv6SHHcy28Ods/AV/Dr1Oq+h9py7WK/WuiquDPxp9L8jXX+t1+qi+RkRZuzNEo+/dz/zcYPowz+4QPfyv5aw/jOXk3bl6rvDAd8/wn1rvA7t0ij62chmBZzUXl3LWILz7N71Kb8B/8B10+6nHf1W/qGfxPhbk6l/rwXoQZ99bx29nz1nxj1pn9Ce6EA/6RP8DO3gOwer9sNV3db/4maUQ6FQhssKzCRUlPn1/+a1vft8rKkoOMfODrP1m/Q18vxJF5/MUvhtd7w2f0N5va/+ofbHewx7zv13x4JPR8H3L9+v8nN0V9VI/uOr/g6vPflkf/J0b1q/wNL2R5+fojT8z8pHv7e1zxe9+pvZr+uVgR+tPfrFNP2y/O/COwGd/dGf9L2jNzPQj4dk7/7yf9W2/oD0+ot8K49bW4Ln9u3/6lTCavsK6/vjP+UU9lOglYdT8hX5xih4O/nKvOkXrigir1/5HrReGx41B5Piv//3mF4y/+2Qu02X40Tf/9gjev7zbAvw5HOXbjLf95KvifoNTtDmdVwNep//AynkV76tPvv5F+3NP2b5idfGSw0Snwz9lMPFznz5ABNsW7qnAq4+G5VPD2/X1h3q5TgQZ/Sfal3/vfLyoRfy/SbQNdkhFWT65YemPY/F3bcq+dz6JzFNJXC26cb6goqyA1Vvz01n12/FDj36K9lGiz4CKSB6Uv6lfF1K/+5Pt/9kLI7CnnpQ/XnH/M/0p6//3iqsfx+/j3zsfR+taorUImFBuRdn7ejE9/PUnx9956vIMTyyIj7qdbqN76LYVtZ/7UfsHiGJz9V/1VzrxvWJT3CIeFI9xNkFMDP6fGfEanrtAvAs7XCqWi/PCTxUuECvEBnGh2CR2iWtFoWGIDkY3o5sYiKL/sxgUaHkxJFDx4h7zTrOPGIoeT4qR5mazQIwyi8wiMcZMm3vF2ECbi3FmqXlEPGaWmWViQqDNxcRAm4vJaPOYmCobyAZihuwsbxFPyW7yVjHTesd6RwSqVotZkaqRquIL+237bfGl/b69XKyyN9tbxFe2trVYG2g6sS7QdCKprlPtRH6g6cTXaLqbxLZA04kdgaYTRYGmE+lA04m9gaYTxwJNJzJouvGGQM1NNmw1Vc0wooGmMyoFms6oHGg6o4qareYY1QJNZ1QPNJ3RHE130DgLNaeNto50IkYnx3Fco4vjOVnGrU4Vp5rRw6nu1DB6OrWdusadTn2nodHHaeI0M/o5lzq5xkBU2+3GYNTZWONe1Nl4Y1igv4zhgSYyRgSayBgZGx6bZNwfKB1julfZq2ks9V7zXjP+5hV4+42VgdYw1gVaw9gUaA1jS6A1jK8DrWFsC7SGURBoDWNPoDWM/YHWMA4EWsM4FGgNoyzQEUZ5oCOME4GOMM2saFbMVFnVs2qYbtbRrONm8N8UNoYeY4QeY+Ix01AU08XT+PRMMYeSubyUmCdeJUvNx5/s0J9s/GkZu+59vMoNvcrFqz6n/O8iIWJiPS8TL9sAq94ktsCu8sUO9lgBPtdIFIoD7PiDvBqLb8QR0UQc5dVUHBMnRDORwSOrhB5ZL/RIGXqkF3qkh0f2FpXNPvilF/plVfwyX+SYW82topr5tbld1DB3mDtETbMAf60b+mud0F9rhv5aPfTX2qG/VjO1qUU1Cf0X2XityZE/UR3fVZzz8EUtGcWPs0M/roMfdxbN5S14cwu8uRvnt+LTLUKfrodP5wvD2mrtEqa12yoUtlVk+SJmlViHRH3rsFUqKllHrHLRwDqB9zcLvb9R6P31Qu+vF3p/vdD76+H9fxTZKk/liZi6Ql0hLHUl+yHCfriGkmvVtZS0Uq2EUq1Va+GoNuyTJuyT62jbjt0SDXdLLPgERMTVTeyZLPZMJ9FIdVa3iEqqi+oimqmu7KIq4S6qEu4ig110F616q37U6a8GUDJQDRSmGqQGM8oQNYSe72Gnxdhpw2k1Qo2gfKQaSf1R7L14uPeM4PMU6oxVjzLuODWeuxPVREomqUm0mqwmU2eqmkbJdDUdS2aoGZSwP4Ub7E/6maVm0eo59Rzls9Vs+pmj5lBzvppPyWtqAW1fV6+zDgvVW6zM22oxdi5RS1iTpWopVq1QK7H2E/U5fa5ReKZar/BJtVGl6G2z+lo0VNtUAWuyUxUx1h6VFo3VXlXMSu5TvmiqSlQJI+5XB7H5kDpEzcPqMHdLVSnlR9QRLDmqjtH/cXWcnstUGT2Xq3JRTZ1QJxg9ozK01UoHv6/qRES9IJpwJJpwJJpwJJpwJJpwJJpwJJpwJJpwJJoIg2gyhuNYZ6wwg5girCCmCCOIKcIjpozgONIdLSoHkUVIIssG4cU2xpIiHtsUOygqB1FGyCDKiFpEmQJRzdvp7RTZ3i5vl4h7u73dIscr9Aq5W+QViZreHm+PqOulvX2c+55P/RKvhDr7vf3U+cb7hvND3mFR2yv1SqlzxDtKnePece6WeeUi5mU8LWrGA2ldLYhfHK24xTESt0VVopgjasSjcVdUj8fiMWp68bioS1yrRkl2PEfUDqKbyCG61eZYJ16XOvXjDUR2vGG8If00ijfmvEm8CfWbxptyTuyjnNhHybPxWYzyXPx5Wr0Qf4GeZ8fn0Ofc+EuiehANhQyioagcRENRmYj1RkU0nMRLhtEwQjScwflM4qAM46BNFHyN8wXiPY6LBd5GNPyQ84+JgVKsJA5K4uB6IuYG4qsMP793wjgowzhYPYyDOWEcdMM4WCOMgzXDOFgrjIO1wzjoGZWMSiJudDQ6cuxt9OF4tzGA4yBjEMdxxjgRJ0q2E2YYJaNEyR4cgygZC6NkNIySWWFMzDaLzWJRJYyDVcM4WM08YZ4QlcIIWFla0hJViX0O5650RRXZUXYUdWWn8F+yBbGvXhj7GsgusgvlXcN/3RbEwXphHGwgb5PdRZ3v4mChkETAQ8Ih9pULN4x6tcOolxN8asv+/IP6A7v3cnW5kGGMc9RVxDiLGHct50F0k2F0s8PoVlO1VW0pCaKbVNer6zneoNpTM4hxVhjdcsLo5obRrTbRrZvw1G3qNo7dVXfq365u59hT9eQYRDonjHRuRaQbpAZRMphIZ4cxzvkf6r4DPopq+//MnZ3Z2c1sMilAEnpvMQYIASFBQEQECw/BXnioNKUISBUQBEVFBJSiIl0UUERAEOQHFuw8RHhipVqw8iwI9vv/nrOTsEtC5+n7z3z27J1z+925537PlO8GhwSHIO/Q4FCkL7R0IxGO2rjRwTsQZkvniKUzxdKFg+OD45HrvuAEaNjqOWL1XN/qTQ5Ohp5tnyO2L1OsnilWLxB8FFbP9K3e7OBshOcE58CizQ3ORXq2g6bYwcwYO2iKHXRgB9cgHLV9a4MvIvxycDMk2z4Htu9DhNnqlRKrV1qsXlisXhmxeuli9TLE6mWK1XODPwZ/RC62faXF9qWL7cv0bd/vsHGm2DjXMRyDzKi1Cg8OD6FQeFh4GOTw8HBKCI+EbUoIjwqPgmZseCyFxE6phMkJD5ESi5Pmfgtb47nfuz9QitgXTyxLGizLQYR/dn+hJNiUPzHP2aYkR8yISUmwJkFKFDuSInYkDRYkBWG2IKmRMpEySMO2Iy1SPlIe+oq+7aiMEth2pIjt8MR2JIvtSIHteBRlzorMQq55kXlIPx9WI0WshiJV/zu+8tro83PyqC1dfiSc///Hpr/QX/LHP9pVkt/F13nkWt+Jlv0pX+ESz/sFOf6osE6Rm33v8xv2P8UX/VDv0Xvjr+gcu97CK3S674m38PRuuh08T/4+ou9dLMcX8LRfO/nrMkXlfHP4kf5epK+Hr7gfI7tH78On6MpejCeaFpP7Q6R6n/i6RxmE/CuMhd71X7SFi1oTW69LV4ju65KuLuivil+b0z/o3foDxBS7C3GyW+FV8vgjnj/+WR1zvQBtN4vC3xzpV9Y7i1/VPF1byXdwjplrvp4j37/L1fDX+cPXh/RChN7w0xSeWTyDf9JvF+pPqJ5P5Rzdc+iYr4Lp7TEp7pPrQXytfKeEPkVrYi2UP77H+/vKVes9x0534hvOtJhy9QH9Oz6/8rUu/UdcuqPdl/of2/7iOX8cm55xCpnbl1DeHqqFc7DCKZR69K0WiW1leyo2tcQNtuG47yGe+lpxWHlxrYqde8eZf5lep5f69wfS9Cy9TrSf8Ooeu3qfFH54H7Zxl+CHvYJNxJrxmqR34Xuxn2qf3G97E59XsO+Nv3ItliyDCq/NbsBa8IZ+B58Z0LbVW/Vbov93FEXIHe0rTrylxVr+ZdyRrKH6mRhNTz1P99J381V+3a9I2xS653jeFb/rSHzPtfi90K/0C+jLh6dvphaeD7yOwYIV4sI3yL8/G9sG2OWieyN8j+UYJf/rdLXxZDeMUkS+J/H95mKxA/SGuLTR7+1Y3T7hM+Qk6nuXz3rBWzJOHML6tssfNUjdQ2+S3/sgmSWsYRHKKVbmPsyDb/27SyYsR+Fdp4PR2FNf3w7dh46/X1mIUhh7ybr9KfZ9xbDnTsGeJcx2zObTbLtK2g6zZ1uLxf9+uMbX31Kynk7kPvoJb7rrCWaIPmMxTo+V7/+IBVjOH4Se0CujIYkrxGdyvxO/1OqTaN0y/Rws5rP+0Qa9iPj5oFUcxgeWE1ZsA6xEIQr+D6zvW76diN4/SyxW5mv6Wb3eLzONj3x9nHXQ+sRbK/kwS/UHRUeFvstuDhX6lVEkLhbtDT4/os+I+PPnB7HI1+j2crSe+G5eX3wGITRRT8daN8gvJebZFozA83roSbT2n3q4nqt7IfQSZvVc3U3sw31YjeZinNfrGbo71tb/8D1A6dkavUTPjtbsrxqZ+qXDytyrt8GrjM7chkUhH3fqX6Kf40fMcWXvl/le9FRQ/Col63SR5yvId5c89xD7xEV2/BMrf9UWfxdXnmD69tgtkR4Ve/7qr9jiPVkeVZzDPx7Lfsqvc9o83RPZYvEHZgN7We/h+wh3uotSfnXq7dWP6tv0GD1Nwm/jfJ/DT8r461AUL/6kV+Cz7tTqkZJyok+ynFIZn+jPsRLK+ojf9HOch0WYO/qr6++AOb4rCQGecF0ngbljcr8V/VXRFraD//KPdvrzx2/13zOfS9p0V32jXqtXkpKj4XogrHXnKCLQq/TPOBqvb9Fn6aqwo7l6kO5xCnVF8WOlU2qvb5OiPm3R84Zz4mNP56bnn4Yy+OzdFrXqwLfFfn2J36O3HFqF/94NrfkIc06ueeIcZk+xyFOJIl3EvobPEZ5V/as3tHdC7MwFvlrzd7bnyBtm2wDGTtEnXXV/oKN/Y/ZF49aL/Eiv1lfpuxG6X38c1Z1kXa+dentPsMb9sc95/e9uRRj3h1N/urKkZ91P5xZFh8Dfn2HVOw1XLI71jPJR8x7nGaWflmv7X598TTFbxmkp5bg2YKFTRq560uloyTHq8C0d0O0pX5c/Tb/SsWr5BMj2vzxTTt8G1LP/tI1Myim043TM97/wfsTJnI3APXuiOf03Owqvi2yS+wybjpq5t5926YnX+1dvJ/MORLEyjng35Ch55Go9XymKesLRKzpF94LDR/OP5dpuBvUi+8Trlfwn8ZaX3itrx6F3yQqvyR2vb5dA5514rX/rVvpkM574nSfipxr4vnSRZ6+fF/kt7PMx70b8r23A/T8d+Z2JmHQ///fbcnzb8VnIk13VS3xX6ph1yRMEh94dlDsWRWdWuMRMhWn5WlU5ugpz7m/Y4rF71GrAezqGnZU7MX/D9T79/Wksazf5V5RLfOOotrzlxHfQ3y4h9lhl83tUuwtzFobkCv9uX1NYZ1Op67B2xRzddajMwrbw+1rFWsVvZdXjuzQn47XrGXqBXlP0HpgfYkTgX9N8u6gd9Yq1d8GJ1xeX/ySeFNJb5K7Em0XH8gwQ8KZ93Hf6juPtvSPUXeK7ycfI87lcteKVXGyBHG3A3ItahvDR8KWsKEnU7Pje1ywh/8k8/7CV37eUz4HosUj/qvnRrYPfl3Lxzxvh/PpevyOfGVQGmPRL/27SruiclnOt54m39Bj9iN5hi/HWdWc9SD+uZwpvQNEzPbqdXnaCJW/4axAzt/HI9eg/S7qrHL2jeJju+2PfxTnZTZ6R8S2z/gF44gfgo/f1h4cskf4GOr5n3FhfKsfLcQZs09foV/hYr9cP6lf5irnEPRBX9vZC/Qm16GLdS4/Sbf0jCeEM7CbhBXqe7ofzYAbQ2hqsvJxipX5Wr/BXbb46X5py5J7zYH2z6KLPI84Ern6Ufw9mSSh6CijuWpD+pfBt/hNq70N6IXy1h/2jTVL3DLHzm2QM+O7rUr1fvygJom/t+08Y+GdxwxOv9e/a/itvYxevZXehxYred/67tpO5T4Vf+luKuepQxJBwPGtPKvHzO5dIuBzlwvesJHk/A+r4TFaTstRAv4sZyvt2vUOfhfnSjVwdXdd9PxWzM+pTlfGPl/l3KhQVvTEt+ieP0g95tkIPxTrnX4HULfR1+LTTXSlVR9fgQg6N4ficq5vqTtp/s0G/rj+WpyV4xn6FNWm377/WpVqyctaVVEe/ulFyu+boeZALi47XsC8X92RFRz9wFXWgxlRfeGKqS0xs38N/btEJfx6UlXKtvkkv5zVMj9B3cAil3hNXbfQZsJtOor036z7ofx85cBC6WezmHbJSv4Pfcu+f0TfpVwkrSOEmI6v7+2Uch49XYt1fHjtNsTzfyBMBjBPkbJKzeQOOAxLtHhXvcK4kykfrFW09Bo/dlT6P3Wg631BGKbpB2OkGCzvdOGGnu8e40riGJho9jB70oPDSTTFuNe6h6cZ4YxotYXY6WsPsdPQ8s9PRWmano/8zXjTepvUqR9WjTSpX5dFmZqejrepsdTb9m9np6F11vmpH76l+qj99qAarIfSxmqgeoB1qvppPe9Tjagl9olaqVfS1Wq1W07dqrVpH+9QG9Qp9r95Qb9CP6l9qE+1Xm9U7dEBtVVvpZ7VNbaNfTNeM0K+mZ6bQ78wwR1oY5kgY5iyzmlnNCArDnCOscglmnplnRIRVLlFY5TxhlUsRPrlU80rzKiPNvNa8zijN78oZ6cz6ZmQy65uRHVgVWGdcyaxvRhdmejNuZKY3o6vlWclGNyvNyjB6MN+b0cf62NptDGS+N+M25nszhjPfmzGC+d6M25nvzbjT+sn6zbiLOd6MCczxZkxjjjdjFnO8GbOZ482YzxxvxmLmeDPWMcebsZ453ozN9jX2ncZ7zO6mDGZ3UwFmd1MWs7upILO7Kceebc9TiczrplKY102lMq+bKse8bqoq87qpmvYb9vuqNjO6qbOY0U01sffaX6t8ZnRTLZjRTV3IjG6qPTO6qZ7M6KaG8PtxaoSjHKVGOrYTVLc7CU6CGu0kOZ66w0lz0tRYJ93JUHc65Z3yapxT2ami7mbGNXUvM66p8cy4pu536jn11CTmXVOTmXdNPcC8a2qK09xpoaYx75p6iHnX1AzmXVOPMu+amsW8a2qu09XppuYx75p6zBngDFBPMPuaWsjsa2oRs6+pxc7dzt1qiTPeGa+edu53JqqlzL6mljH7mlrO7GtqNbOvqeed5c46tdZ5wdmqXne2Oe+pj50PnI/UDme7s1ftdr50flTfMCubOsisbOpnR4cM9QuzsqnfmZVN/cGsbKYRyghVMCPMx2amhqqEaplpobqhbLNsqH6ovlkx1DDU0KwUahRqalYOFYRamjVCrUKtzKxQ61Ab84xQ21A7Myd0Yehis37ostDlZsNQ71A/s1G4Uriamc/sbmYLZnczz2e2NrMts7WZfZmtzRzCbG3mKGZrM+9O6JhwvbmY39ozn2e2NvNlN+gmmRuZp818173K7W5+xzxt5p/M0xYIME9bIMg8bYEw87QFEpinLVCKedoC5ZinLVCeedoClZinLVDXne8uDmQxT1sgl3naAk2Ypy1wNvO0BZozT1ugBfO0Bc5nnrZAe+ZpC/yDedoCHd3d7p7AlcyyFriaWdYC1zDLWqALs6wFujPLWuAmZlkL9EpUiU6gd6KbmBi4NTElMS0wmJnVAsMSDyYeDIxIoiQjMJKUsQdWLxEeXxJ5ZFAydpNSsA4HKB1rt4VVvTr0NbAHqSZWQYeyYCVDsIdNyYU95P95aCb/gMEWM1EsZhIs5qXIdRn2ZNjNa1DitXQ9NacbYENbwIb2A3Loj70lDaDBVIqGYC9NQ2kEah4JC5sOC+tShhExEilT3hAua3iwuWfA5taEppZRi3KM2kYd6OsadRHOgi3OEFtcD7b4Ysj2sMjnCl9ohnEN7HJ9scv1xS43gF2+Dfrhxl2Ua4wzxqHMu2Gpy8JS3095xkRjCjUypsJq1xOrXU+sdj2x2jmw2gsRXgTbnQPb/QrWg1eNV6mp8ZrxFuUbG2HNC8SaK1jzXMiGsOm22HRPbLoSm+6JTU8Tm36O2PQzxaY3FpteDjZ9IVVUi9QiKq8Wq6eosloCK19FrHwVsfKVYOXXQv4fbH0FsfXVxNaXh63/F+QmWPxKsPibId+B3a8gdr+C2P2qsPsuVTcjsP41xPrXEutfE9Y/neqYGWYG1TUzzUxqxSsBwlgJqDZWgpqQtczayIX1gLJ4PUCuJmYTyKZmU8QWmAWQzcxmSIO1ARJrAzT8rvV58q51G3m/+jx5v7qNvFPdGuvESGoWuD1wFxlYLSZSUmBSYCqdFZgWmE6pgYcCM6lJYFZgDpUJzA08RRmBJYFnKRMryiqqz2yilMvrCuXzukIuryuQnuVRCyvZSqZ6vLpQfawu/ybTetd6lypZ26xtlGS9Z71HAet96wOysOp8DM12azs0O6wdFLR2WjvJsXZZu6iUtdvaTQm8JlGE1ySk/ML6gpKtL60vKQUr09dkWN9Y36LGfdZ/KNX6zvqOyvBahRp/sn6idOuAdYAKrIPWQbTtZ+tntOcX6xeEf7V+Rfg36zdqZv1h/YGS/7QVpdqmHaBmtmVbZGCFCxIWC9uhiB2yw5RkJ9gJZNqu7VK6HbEjVGAn2olIg1WQ/9XdTkXeNLsU8qbbGUifaZelFLucXR4lV7ArEDOgVoasYldBCVXtqkhfza6G9NXtWkhf265NZew6dh3o69p1KWBn2VmUaJ9hZ6P8M+0zkTfHzkFp9ex6SFPfro+8DewG5PKKi7oa2Y2gb2w3QcqmdlOUkG83J8tuYZ+LlK3t1hS0z7PPQ5svtv+BfnWwO6H8a+zOqP2fdhfUcr3dFeV0s2+i5vbNdh9qYfe1B6DGW+2B1NIeZMN62EPsoVTaHmYPQ2tvs0egLyPt21HOKHsUShhtj0YJd9h3UII9xh6DWsbaY5HmTvtO1AIEQGUZAVAOEMAkyrUn25OpAeMAygAOmIbY6fZ0yrQfsmEH7EfsRyjfnmHPwGjPtmdDzrHnUn3mgEV6YAWUsNheDPmkjbPUXmIvQd6n7aV0rv2M/QxKXmYvR+xKeyXyrrJXQf+cvQYpn7fXIuV6+wXEvmi/RHlAGK9C/5r9GmUDZ7yB9G/ab0Lzlv0WUm6030bKzfZmtOcdewvSbLW3ooX/tt9Fm7fZ2+gM+z37PWpkv2+/j7zAKMi1w96BknfaO5Frr70XpX1hf4X0X9tfI/339k9Ic8A+gNE4aB9E2362f6cMxjHUADgmgnBiMJlygynBVCobTAuWobxgerAcNQqWD1aiekA5NSk/WCtYm84P1gnWpabBrGAWNGcEz6SCYE4wByXUC9ZDyvrB+kjTINgAsblB+I7ARmdRw2CTYBPU1TTYFOnzg/mILQgWoC7mFDAYM1F9xkyQwEyQwEyQwEyQwEyQwEyQwEyQwEyUyZiJyjJmggRmojMYMyEMzET5jJkog7lqKdtp4bRALiAnaICckAbICRLIifIYOVEjICd4Ak43pxsVAD/1oSSnr3ML0gBFIS9QFPRAUUh5u3M7yhnljEJ4tDMaeiAqtAeICunvd+6nXGeiMxG5gKuoAXDVVGimOTjrnOnOIwg/7jyOup5wnqDzGWlBA6RFYUZakEBakEBakEBakF8639PZzg/OD6jlR+dHlAPURTmMuhDWjub/3goRnRsyQgZlMAKjskBgQUgn5FDDEDbKCYVDYYTdUCJkUgjrb8gLeZQXSg6lQJMaSqX8UFoojRqESoVKUUGodKgM9BmhDMoNZYYy6YxQ2VBZhMuFyqGW8qHyiK0QqgANsB3CwHZoCbAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdhRnb0dnAdpeQF+4Y7kh2uFO4E8KXhi9F+LLwZQhfHr6S0hj5QXNXeD6p8GPhJxEG/kMY+A9pgP+Q5pcEg1SCSsikcxgFUuModwOjQFKMAiGBAiGvcq+i8u7V7tVUyb3GvYaS3Wvda6mie517HVV1O7udqYr7T/efZLpd3BsR7up2Rfpubjek6e52R5qb3JsQvtntRdXc3m5vpOnj9kWafm4/xPZ3B1AFIMtB0A92B0MPfAl5m3sb5HB3BJVzR7q3U2V3lDsaKe9w70DKMe5Y1DjOvRea8e4ElAwMilomu5MhH3AfRJqp7jS0ebo7HeU85D6M8CPuI0g/w52B8KPuoyhzpjsTsbPcWVTTne3OptqMXKkWkOt8qus+5j5GrdwF7kKEF7mLkGaxuxixT7tPQy51n6Esd5m7DLHL3RWIXeU+R3Xc1e4aaJ53n4cGeBcSeBfyRfclqu6+7G5AmlfcV6mG+5r7GlK+7r6OWja6b0Oz2d2CMoGGUf42dxvke+77SPOh+xFiP3Y/Rjnb3R0I73R3Ui5Q8m6UtsfdQzUZK1MFYOXRVC5yR2QMVYmMjWCUgJvHUVbk7gjGKjI+Mp4qRu6L3AfNpMhkqht5IPIAtWI8DQ3wNGUxnqY0xtOkGE9DAk9DAk9TGuNpqg9k11zwdGvB00qQdBQ3FyJmxseJgo8T6QrsiYKM2wgybivIOEWQ8QWCjEsLMi4jyDhdkHFGDH+PJfw9jvD3WMLfYwl/T1j4eyzh77GEvyci/D2W8PdYwt9jCX9PkvD3WMLfkyT8PZbw95wv/D3thL8nVfh7LhT+nouEv+di4e9pL/w9mUDqCcDNESMiGD2DGhqZRiYwNCP1xkDqF1MTweKXGJ2MK6BnLN7U6Gp0BcK+1bgVcqAxFLj5NiDyRkDk46gAWPxuhO817kV6RuSNgMinUXNg8RnUAih8BeSzxrPU0lhprEcso/DLBIWfIyi8laDwc4HCc8gUFG7G4G8T+Pscwd/nA3+3ExTODEMBYRhKFoahZGEYKiUMQ8mC0f8hGP0sdbe6h5oxsz919JE64/K66mn1NNVWzwGXVxVEXl0QeU31lnoL+JuxeGW1RW2B/l3g78rCWlRefaC2A5HvVDshmcEoS1jd6qhP1WfQ7FV7IZnbrYIwG1VT36p9CDO/UQ31vfoBYWY5qqV+U78jzFxHFdWfSlMFYTyqYhqmQph5j2qYlmkhzOxHVYT9qJqZYCZAkwT0ny24v77g/lzB/R3MsmY56Bn9Z5tVgf7PNGsA/WcL+s8x65h1EM4ysyDrmQ2oATyBRgg3NhvTGeZZ8AeyxR+oZ+bDH8g2zzbPRvnsD2SLJ9BJPIFLxRPoJJ7ApeIDtAb6n0qJwP0zKUUQf7og/rKC+BsHVgLxNwXi30AFgVcCG6ml4P5WMZxMlnAyJQknU6pwMrUXT6CteAIthJ+pnfgDTeAPbCVbfICg9QF8AFt8gKD4AImC/oOC/tOtT61PgfI/t/ZCw7jfFsRfRhB/W0H8KYL40wXxZ1j7rf2QjOlbC6YPCqZPEUzfWjC9sm1g+qCg+aCg+QxB7a0FrwcFqacIUs8QdN5acHlQcHm64PLWwOLwe+1sIHJbsHiKYPHWPgrPtXORPs/OQ3rG4q0FhUcxd1BwdlCwdRvB1m0FW6cItr5AsHVpwdZlBFunC7bOEPScYY+3xwNT3mffBzTJ6LmJIOZ8e6o9FXpGzA0FMbewZ9ozgSMZK+fZc4GV8wUrlxWsXGAvsBcBxy8GSi4rKPkSwccF9gp7BXIxSs4TlHwJUPJzyLsaWLmsYOXGgpUL7JftDSjhFfsVpGesnCcouayg5MaCkgsEJbeytwAl5wtKbiEoOU9QcoGg5OaCks8VlNzQ3m5vRyzj4ygybmh/Y38HDePjxoKPmwg+vsT+0/4TCJWRcb4g4wIg4zIIMyZuLpi4RbBysDq1FGTcSpDxZYKMzxEc3EJw8GWCg1sJDi4bbBRsBMkI+FxBwK2CZwfPRpnMKJYkXGKWcIklCYtYkrCIWcIiFhYWsYuERcwSFjEr2CHYAbUzl5glXGJJwiLWTljEUoVFrL2wiGUKi1imsIhZwiJmCYuYJSxiScIilhrDIpYkLGJhYRFLEhaxTGERs4RFLElYxKwYFjFLWMSShEXMEhaxVGERyxQWMUtYxJKERSwzhkXMEhaxJGERay8sYpbwh1kx/GGW8IdFhD8sSfjDLOEPax/DH2YJf1iS8IdZwh+WJPxhlvCHWcIfliT8YZbwh50v/GHthD8sVfjDLhT+sIuEP+xi4Q9rL/xhmcIfZgl/WDvhD7tI+MPax/CHWcIflin8YRZ8mFRqAo+lOrUQ/6SlU9OpCd+gllMLWL+uU5caO1nOGfA3sp1s6HOcHN9vyXPqOw3oXPFe8pw8pzEk+zCtnKZOU5TDPkxLp7VzHmQbpx1Ku8C5EGkuci6ihs7F8GQKnPZOB3gIlzmXIZb9mebOdc51aE8XpwtyRZkY2cNpBQ+nJ+piDyfRucXph3L6O/2R61bnVjrHGeQMgma4MxK9YD+nifg2ZYW5MU88nHxngjMBkv2cc8XPyXemOLAS4ufkiYdT4MxyZkEzz5mH2tnbaSXezmXOQmcRcrHPU+A85TyFNE87SyGXw/NJcHY4n0B+Bp8nQXye88Tnaensd/ajZPZ5mji/Ob+hd+zzJIjPc4n4PC3E58kXbydPvJ0m4u3khSLwcPLh4SRTc/FwWomHc454OOfCwykNL6hMKB0pM+DhNBbfpqz4My3hz9RELXXgzyTAn8mFzAs1gSyAD5MgPkwCfJiLIdl7SRDvJUG8l/PgvXT0PRb2VS6HH3KleCxXh6+G5vrw9dQs3DPcE/Lm8M2QvcO9IfuG+0IOCA+AZC66ZOGiSxYuulLCRVdKuOiShYsuWTwfU3ybfySUTahCZyW0TfgHNUu4IWEodRSmuoB4OwF4OHXhRbAPU1d8mNrujfBhKrs93J5A6uy3VBaPpS48lj4I93Vvgecw0B0IDfsqVd1h7jBohrsj4aWwf1Jd/JO64p/Uhn9yDzT3wkupLV5KTfd+936kZ/+krjvFnYrYafBPasI/eQilsX9SXfyTqGdSVTyTbHeOOwdynjsPkj2TXPFMOrgL4ZnUg2fyJPRPuUsoRzyTeuKZNBDPJBeeyXJoVrjP0hnuSnclUq52V0PP/smZ7lr4J9nuOncdYjfAM8kRnyRXfJIO7pvuW4jd6G6Cnj2TBu5WdytSsk+S637gfgj9R/BJGsAn2Y7SdsAzqSCeSY67y92Fetk/qS/+yZnuJy4wnrADZgkfaR33K/cbaJgpsIq7z/0OYeYLrCF8gVWELzBL+AKrCF9gReEjreD+4f4BydyBWa52gQCFQbAagDkQoPAIVhRu0grCJlheuEkrCKdgDeEUzBJu0jqRxEgS9MwvWCOSGkmFhlkGawnLYMVIeiQTscw1mCVcgzWEa7CWcA1Wi1SJVEEsMw7WEMbBKsI4WC3SM9KTKosnVh2e2CjxxHA+RO6K3AUPbRy8r+rifTUQv6sD/K4pCE+NTKcc8b4aRB6OPIwwMxfWEObC8sJcmCXMhbWEubCGMBcGyLB2wIshak73GLnY87G3MjqoRKDO7ubowFrI7oENgY347ArsCxzA/qf1gtnd2oR9m7UtsDawlnPxd2BfNC1itzFq5bzRHVoug/ddgQNF+TcVlbKPynk36E16k9dTb9abvZtE9tXL9DJvkP5If+QN1sv1cm+4flg/7I0U/e0iR+uleql3h8gJkmailPOAxM6S8GyRj0uZS0T/tMilIpdL+c9JeI2U87zItSL/T+Q6kS9x+WREW8HfVAu78rpLCQtYUkWzk+6sO3vX6416o3ej1NxVZA+RvUT2FnmLyH4iB4ocInKoyFEix4gcK3KSyAdFThE5VeSjUtdMkXNEM1fkQpGLRC4WuUzkCpGrRa4X+QJLauR10cP1cLR9hp7h3cC9Qw9e1C+iByy7UyWqhH5wuKfep/fhd2LZSzS9Rfbxe8bhfiL7i2aA30vWDPL7yuGhIoeJ5ja/36wZI3KsyInSkkkSnuyPAYeniJwq8hFp+QyRj0r7Z4qcJXlni5wjKeeKXCB9eVzav1A0i0QuFvmk1PKUyGf8kWP9cn/8OPyshFf6Y8ma9SJfYEnK7EQuueY0fpqHAuaF3AKcG011U7OfXqAXeB0pG3suYirAr+ykX9Ov8f+/Q17BEvE1qAZ+BaTCr3BAH8CvwLK7aHpIuJfI3iL78D8oYeQ53E9kf9EMEDlQNIMpTGGMPIeHihwmsbeJHCWaMSLHipwg6SdKjZNEM1lSPijhKSKnipwlaWaLnCOauSIXiGahhBeJXCzySSnnKZHPiFwm+hUinxXNSpGrRbNe5AsiX+JWkYExw6zEdz+9Sq8iE8c9dU8czdKzMHpNsONX0C/rl3FUDjtyUGXsnPNCfSFVwvea6D8+6hkYdZb9mA0G6dMoDaPO9XcV2UNkL5G9/ZFm2c8fXZZDRA71x5LlGJFjRU7yR47lFJFTRc4ROVfkQpGLRC72R4XlCn8kWK4X+QJL9K+ff65Uw8792qV3wTJF+6so3eyEPpN5uXkFYvkagilXDwJmP7MfWeY0cxrZXkekD3rX41xzvO44v8LezV5fSvAGekPJ84Z7I6iUN8obS2W8u7x7Yanvw3lR2ZuI86KqN9l7gKp5U7ypOFcf5XnmLfSWUpa33FtBud4qbxXleau9F2BbXsLvdjb8+At4xbFnOmEqJc/E/fc28xDbZtFTTL/F/tvIcW4J0XdA9GeaebpLfKNJ4o5nc2P+PcaStZefYN0XywbK64j+xOefe8d/HruEdut79b2F7dFPYYdV0av1au4325miuHf99+JieUVrCRNh8X7swX4g/h0Sfb4+/7j6xhtsmawlfvlxZdXHfljaYm05vF1pUSZasaKxbXoz9i0D/z2DA8wwE+WYib55WfJ2ZOZVfjLyOFnpwsXfHtK8fXvoKVrhQ/vwsH/k+vPQv7Hpgz7H1Fw9lxph57HD783WTK/XYvHYotF12LFa8UyX9Hy+FI5rJvaS+nG0/m+OcjEebROkQ/LMc7HnOBkpxR3z+QpLfLRy9UK9kPsg4cewf1oyF9DhZctWIZ6PU86FTtgP30o6pw/LS62wx5b1o/6RQtEnt4u15dlCLrIjbG78P0FJWW7J/w4ldvl4toD/LCafX2mxLMwlb4fPVdlKyneEdpVYpj8/pOyc4oyDsWlKjHsryqF5zHr8ucFlsf2U78I5sfQ43uJQFMHKdhUM/bW8pnmdvW5YzXp4PSgRK1g/SvJu9W6j0t4IrFoVsGpNxbo03ZuLFWm+9xi1kJXqHKxUL1A7WZ2uQIn5sla6ctU9Iitmolx1j8i6mYg6/on1tYvXhUysmNdj3bwB62bAu9HritWzG1qQKi1IRQtuBobo5fVGbB+vD4W8vlhVw94taFkqWnYr5EBvIPSDvEFo62CgM+UNwZprecPQ7gS0ewSleCO921HyKG8Uyhnt3YEVeQzW4mTvTu9OlHCXNw613O3dg57fi36moZ/3QU7AGq28+7370VpeqQPeJG8SypnsTUaND2DVDnsPeg+ihCneFMROxegkY3TYr3nEm4HePerNRO9mYU0PeHMwao6MWipGbTE0T3pPoZwlGMEwRnA52r8CK77lPeutRMt53U/xnvOeQ67V3mqkX+OtQ8vXY6yTZawV9mYy1mEZ6wQZa1fGOkHG2i021nbMWAcFqaTIWAe9nt5NaAGPeLKMeFBG3JERD8mIB73+3gBoeMSDMuKRmBEPyog7MuKejHhIRjwoI54oIx70xmGsk2WsLRnrZBnr5COMdVDG2pGxDmGsp0Jz+PjaMeMb9BYALad4j3uPoy9PeE+gZB7roIy1I2Md8p7xnkF4mbcMeh73iIx7UMbdkXH3ZNxDMu5BGfdEGfegP+6MiQxKwacWPkRdWOed47Uj8i7yLkLO67zrYH0UclTzqkFb26uNVmd72ehlQ68JUhd4BUh3iXcJfv2rPH5HNlpqPnKxheVyr/d18JBhQ66N06VBV47a+zoD5Z7jnXeCNRpI0VZkG7/UjvhcKWXe4GtaosyLqE2cLhvf7BvkxmnTYXeryV7B13PJF4jsjFICaFlLtIxbUBEtuAbe43hvPFWN5lc5pFSeype8N/o6IHBVRTWL0zlkqkSVo+rEao0fSBk/q7w43Q4yjU+VrarEaV9HGSlxmpVIt8NYa7wUp8VZZbyOfYHxZJx+HFnGUtknGA/GxfRGOVONAcbEOO3lKOd241p8hsbpm0PfHXtro0ucvhbKb489G5+2cTGJiMmTPc3IiY2h/WQb5XinXyFLx8W9j1YR7UBcrPYl/Fpf0ev0lWHH6RdBvwX7UtoXp58MpL0G+3R8tsXFDEbMbNlH0Nq4mGvJpjtlvwGfuXFxfF71lGcLDun4vOJnFQbHafm8ai574TjFn1c88y7wZ15YZl70zJ5/1HOOU8wT+XC0HhMzz2xpjpY6uvq6WvD23jezzd5x2hR4fy9hTzcvj9WrX5GazFfNjXHaT5H6QfWVudRcGaffCO+R//F+izndnBkXswxn/XPmw3G6mSj7IjXfvDNOOw5lNzYbqwlm3zh9X8yRgWa+eW2c9kqkDqvOZg2zTZy+JVnqB+xtzEQzJy4G/VfZar9ZLk6L/quXVLraYdqxeuNXlLMIO6lX1b64mF04Bz9XE1WNOO2bKGeosVkNVV6cfhnK6aK6GM/h83NczHTMmZmqjbpB9YzT344cOcadsAoXqA5xMV3JVqVVaeNmyPqqcVxcW7SqvfGrqh+nzUUdnxpNYDnieo35YxkbsVcxNqpAXIxCjGMsMzYZvysVG0NfYF5Op33GdGOFscf4Ii5uIwXlKZQtkNONV424s4aW4KxfAasx1JgRp5+KulrTDLYaxpi4mNtQV5aRRaMh2xhx40OdUVpXw0NMxzh9G8zdn/k5G1iU/LiYbMzdHdhz8fnVqFIUZxjpsvaRr4nORYWZV8OD7+DV8epiRp7pnYkVvp5XD+tzrpeLVamp1xSrazPvbKxBLTEnE7yrMRtdmY2JyJ9shSz4EMAqmN9AgT2R/2avF1L38W5B6v5ef6zCt3pDsLIP84YBnw33RspVldGUDnQxhjKB58ZRWcEVUaxa0XsYc7w2UMFiauA95b1IZx3TJhzNojzs25VDtqNbjC3qhNFRWJczcTTCH59uRePj+f3rjBoM6aWSXtrSy7D00pVeJkkvPellKellaellhvSyrPSyXFH/5kv/XsTvxO2u7lVHHfkefkuvhdeiCKt8h090JnX3NTuwXralz+N0b2I+YHWB9Y/VrsBvnh+nmYu8iUadON0EfP+KM6V0nBaW3F9fCjVd0aYtWK9idR3wvQ77rjgt17k5TlMHeaciXayuNL5HY1/kaxkJVffy/6IRP/q5xG+lGJEckfV47mANM6g1PhdJa3uILovkWT6a7/chquVx5OuPE+hBX1t4phX276+aMUebFXzG72OkYHTwz/iefO3MaEUfYjeMZjHaABBNNm3A/v/Y+xY4p6qr33XOSTIzmWfOKye8QUSkSBEREWGAYUgyec2AOIKgIiIiIgJStEgRKRctlyIOiBQpIFpLkYtUERFREZFSX6X+kPpRa6nlUupHrVWrSJnk/vc6J5nMTFDQMt773S/7d3Z29mPttddee+219uNE6DgN8TJtFFwjlTWCINMKScjSk9kQ6BjcPDwSHWkEYRLnfTMbAu2EJiFmoe2NIGyAGwSdSKJHG0HoSnvwa1GjOJ22MQ+n41qCpwS1L3L0+DS1zy8bDv7qVnYFZEz3sqvAZRcw/S9kXuuVk9cU6FyTaFIWVW7m9ieg47/Aev62rHg39cF4ewxOjLq1WSkecGEn0EU4MQssyKS1nGT7OjRB/3n6emA5eKB3et5nnCcLung65fXxwG7zQPf0vJ6Jlz1eD7QQzwyS87p4tjTkzytxf+yG7PSMwbMqE+8S57LcB92QWR5Ya575WTW8697pBjd5IK8873omZZXZ5dnlfswNewJ1yfhV01DKvdCz2g3Lwf0pUh7z9M4qtcg91TPfPRNpGFOeVpkUt2e6Z7q71jPJDdzcO5FGWaVq3f08CTckjhuaMH4dzirXz9PP3c7Ty90ZqfcitZ97bwMl3MiA+ElpCqYxdB11n3RhRLmHI6WDp0tDCdebrv2I74tWfODxeIqyWrXPtcW1HWntAPeY++MG/Nxb3VtdK11rkeZC2lvud7JKrXTNcYGirqMijJw7ssrNcc9xjXNB0rteR+ocpK/NwrHSPdIFq8m1CWlj3bPd87JKVrq6uvu7eiC1DjWOdU9ooIi7q7urq8jdwQXL0DUTqZXuSFZJr/KhW1Ywa7lGAq7X3cXdvaGs65jrmLLPdViBXeSCpe065s53lzRQx9b8Xa1Ap6NuV1Y86/0uqMuufa4GyijKXNcyoecrHyBlm6BsJmWCa5YyGSn7kLLatTMLVkyB3ot6FNdE13xXNkUSSi8Feq+yCmUmuRY0tMrV29UbNgysdVg9sqvGNTmrlCWfVCBTlQkijJwNnOpSTion5UMydAcFGrRyUqQ3YALLALykdEfKe8oJV5ss7HfL6+VNbD/JyiGXnAVxg7JBXixjppOPI22PcjSr1GJ5ugw9Qn5XhJHz9axy05Xpcq0M7pd3InU60jc3lJT7KjGxdiCvQ9oIZaqyKKtkX7mN0lOsDMgLUOMIx36y09pgstNljAFYGTLsqxFZaQS74Lj0AdISbO21UfpmtV2cqZb4FPj7clJpGKmKtFHeCbtGkqGvyHvlw0rWSJU3SkvkR6XlbEHJIrWBt2AzLZFmyPeKtQMJOpu8Ud6bVXK6VCtPktB+Ce0HnRbLGxqwkfpi/pUkyD95RRYmneQ+mH8lCdSQ52Xl9mIGliTIP7mLPCmLiiX0sdAdRS2ObcV1S59Jn2GOh/zDbC/J/bJqeBdzL+QfNERZelfukFVml7QLc8xGnu1laZfsaShFC6XVJFZOIP+kxwSFM6UW0VTYOpB/rFPsa6CONF2aTrWwdYAb6hQrOQ2laqmflGCNC/JPqpVWZpXrJ/WjdlIvseNLkH/4PcdJbUl9/f8Vm0nonMMxz34T2ynbanJWXHgF1R4jt3Adl5eNpvRKZtMcUzI5IC/LwrzWKqC7muW8tVHOyrKgg43CerXQbyrw2ON9KsctJGHvSsxF6bjZDrywE5fmizNZXz3z1dgN7D/O2mc5c+N0R9+axvhPAF5izF6TFSv01H2MaTruzOsdwjS7oGzQKVayRZ7LW0zXC3GrxlMdfq1wWjWd42p4xXB+o7j+NIf7MzuuK/fYmEZxOq8fhjNxZ06lcIZK4lcVNayfR9m/Ngfet+XA+7YceN+WA287bhyvh4YzcWeOd2UjvIeyH2Q/8aX93TCyYlw35gbkyCWzeoMDLoNV6mVpVcTSqoSlVSnLB983KKk4I1OM0iWMx/c4TvQGNDV8z86KFdbQWITESYkJWfH2WHbxbn8rx/7+3tews0LsT4Mv3uKzHo9bGaYMI1KuFKvByi3KLdALpinToCvMUmbBsmqgoj2rCpxLfPf5lhCpN6g3k6zeot5BBZqhVZChVWojaIhWq9XSCP0VfT9doR/Q/zfdYNQYw+l7xghjFN1h3GjcSHOMm4yb6S7jbuMXNM/abr1GjwvMHC4Sp2J6UF9n/afRJ9UXblVqVSa35EhGSHe9WIccNC41LiXZTPmBs/Wu9a5IU/jMkTJX+YwK0u/NOnsfcWYj+Y7jyuHGwO2HO+S4L+DEdzpuHRzy1R+sP5haD7cwtZDjt8KJPFOTU1Mz7H+YScNO9Ur1ysAW9ZwCdhonhj0aLpQKZercbztxXrUR/j1SPXLRvWlcGu9kUbLR2QKBN3/vTO7M4L0qy5XBdYZL/37McSLs9G/Kk/IwbLhGeCA+nc584NAktdZxZY5bm+XugxPf98KJ71apVoKmAn/+DXqLb8ZXwBI4ZNP7MzhBc4GTKHcafcl9lqsvBb1zwUadpw0bfk7YR5NHG8HendydohQle8OF4fA7+ajjnocT30vgxHeaB9fXr0/dCjcuNS45G07AXgEn2iP4RKZ87SKMdeKxXsZjvSOP9U481nthTC+hCqPOWEfDrV0Y2dejjIYymB21i7WLyaP10S5DuL82AOFybSDCg7RBCA/WBiNcAeh5gF4JfyjqkLkOmetwcx1urkNBHXXwl6ImN2rahfH+srWH8q1foVZY5TSNZZuUJdsk3xgfpLHvJh+kme8Wn4i51YdZy/cDH+Yz31zfXJIg124gtzpBhf2kTlYnkwsybgrC31d/THnqfepS+MvV5fBXqCvgr1XXwn9DfY+K1T+qH1EhpKEf2LfWWsNvq3WAL2hWpl2pTUb4h9pi+A9p6+A/rj1JJdpT2naEX9PeoyLtE+1zyNPj2kkq0vP0IspjuVaqX6mPRHi0fh0V6OP0iQjfrs+Bf49+H2KW6EsQrtOXwX9QB1b64/pG8uqb9M3wn9SfhP+c/iJ8QUef/hcdtehf6F8gZ71eDz+lpyjP+I7xHSpgGaob/Y3+iCk3yuEPMgbBrzDQN0algb4xgkYQfsSIwI8bcfjDjGEkG8ONKxC+yriGVJb1HuNmyHrZuMWAbm9MMaYgdZoxA/4jkP75xgbjcSozNhrbqMh41niBSo0XjZcRv9v4NcKvGm+TYRwwPqN88zJzIOWZFSZwMCtN4GDGzBj8arMa/jDzcvi15pXwR5mj4F9tXg3/WvNa+KvMHYAgZoVS/3n+fmT4q/3j4N/unw//If8qUvxr/E9Qvv9P/j9Rof8f/k/ASdut50kFV70M/xXrFfh7rb3wX7Vehb/P2keF1lvWWwjvt/bDP2AdgP+O9Q58Mfdo1h+sP5BpHbYOU4F1xDqC+L9af4X/N+tvpAbKAqrQLiRLzE9STNpBnjN/37g4w8zn7yDX+Pdmx4n3SKblgXOeqmleCsJB2+AzdSI8Hk58i7y1cJCZQq5k8op4B2ajvG/CxVIxlqkiLOSoqEOcaUzj4Jzh5HTIEpbh6XInkyezYQs8haxhHYNYx8jDqOpFGvPmhdAohkHWCP7qzbrExcxNQmdQefwqGL8TMGZvVCdiRN/EY/lmwJKcsXyreivyTFWnIjxNnY7421RoiOr3VFjq6u2oT+b6XFyfm+uTuD6Z65O4PiFlzG8gZfJZasgsBRQe526uL49HkYvrK2CudTPXeplrvcy1XuZOF/OZh2T5EHhIlj9SKvDrK88Nnt2PfWo09Qfxpn3H381vZrb9x/gNupP4nZw8h4vZy0kttTnV1kEc3y71/dT3s3iPGoe/cb3OCMk+79qoLMYBOSdM03rHadfLeNoa1Cnr/fL21oj/qj/j9p5OvTYE+x9w7fgHxX9nNqq3WXtz9PgZ0tk5q9sfLg3BxsemM9fr5LHDMs8so4jA9S+x9VKM38MRe7lxOUbNCIwXyag1rsSoGYl8CvJth0bwnPUcydYOawfCz2O8yNYL1gtIfdF6EWNnp7UT4ZcAUYzk1d9gJKusHXjVxepiKoSOsASy5H71foTr1DqEl0JrcKnL1GWIeQC6g6w+qD6IsNAgZPUn6kqEH1IfQniVugrhn6o/RXi1uhql1qhrECO0DJf6sPowwuvUdQgL2eFhjUPIxnOgmQn9wsv6hZf1Cy9LlgLWL7wsX4pYj/Cy7uCF1lAHu2mpvhT61TLoDi79Af0BKtSX68sRflB/EPEroE249F/qv0S80B1K9OP6cYS/0E8g/l/6SeSp15NUaJBB8CVDQh/IhoKwy3Aj7DEwqxl5Rj7CFxm9HZlaxvqFl/ULL+sXXtYvvKxfeFm/8LJ+4WX9wmtcA52ilGWixhqE15htzAZkW4/43ABWxhfGF+CJE8ZJhOuNeoSThsAtZaRgFYoLES5TMmUqNBUTuJkeE7iZeWYewvlmPsIFZgHCXrMQ+YvMYsSUmCWIKTXLEPaZKsKaqSGsm36ELzX7IXyZ2Z8Uc4A5AOFysxzhgdBW3OYgcxBiBkNnUcwh5hCEheaimEPNIMIhM4Rw2AwjXGVWIRwxIygVNaOIEdqN24ybcYQT5jCEh5vDkedyaDpuc4Q5AvFXmFcgXGvWIv5K6D5uc6Q5EvGjzKsQHm2OQfzV5jWIGWuOhX+deR3ix5nXIzzehJ5rTjAnIHyjOQnhF80Xkf9l82X4r5ivwN9j7kH8r83X4L9hvgH/N+Zv4O8zf4vU/SZ0cvN35jvwD5p/gC/mqmKeq3w8V/l4rvKxDlXKOlQp61ClrEOVsg6VxzpUKetQpaxDlbIOVcpzWxHrUD7WoUpZhyplHaqUdahSXiMQ62PptVGi2/HbwzM/8Zxvz/AKz+32TJ7Hc3iBWEWw3mB/Dq8iiHN9UzN75nfwrkg36oHYMdB1smPbkIXYoFiLcU5o3iHWYzAOwWJaZ+1czOrC5nHBhgmSByMHlgmsl99h3t4FK0XsMspqF/USlIpCgtwEXL+v3gm7YzFkh9ALfoNx/kf1T7AOBEwfQ9MwwkeSoY3Tric/xvl8Cmg/0hZSa4z2VdRWW6OtpfYY8xupI8b8FjoHNsVrdK72tvY2dYFl8QmdB8viOHWFZZFH5+ut9dbUDTbFaPoObIpx1B1y4Xa6QL9Tv5N6wLK4h77LlkVPWBOP04X6E/oT1At2xHN0kf4irIne3K6L9aP6UbpEP6b/jfqyTdGPJcJlPM4HsC5TzuO2gm2BIRi906gSWv0BGmr8p/GfFMTo/ZxCGG9FFDb7YSxVsVYfY00+zhycgA6/imrMX5q/pGHm8+bzNNx8y3yLLjdTZopGgOfOoyvAc9VUC33+IboS+vwaGun/uf/nNMq/07+TrvLv9e+l0azhj+GZ4Wrmy2uYL6+13gAvjGWOvI65cBxz4fXWQesgjQcv/oFusA5Zh+hG5sWJzIs3MRdO4t7U1VGCl1Sd/QBzVCdeP53PU5zNqYNohsNJ32eO+Spreh1VsB093tGHJ4BTJjq26VTwy3TorV51JjTWYubtMlB6MqmgwWrmUb9xgQGtwrjQ6EWyf6kfkt36u/V3WDf/sP4Bq+QT6xPw5D+tf8KW+dz6HOPtC+sLKrb+Zf2LSqx6K0mlASkgky/gDrhJC+QF8kkPeAOFZAaKA8VkBUoDGgUCRsCgdgF/wKL2gdaBNtQx0D7Qns4JdAx0os6BzoFzqQuJN9VCAkszpSS0VOOrtIrsT71Sfzw5Kzm1PlFfmTwKjWVG6lh9IjkLOtNFqUnJx1JdYTP0Tc05Vfnke81z1lfWr092SJpJuX4HIM2BxTIH0HkVBmFho8S+NOd+XitK55zEOSfX70uOSQ5PTgC+W3lFa1X95OQKYeGkKtgmu1f8y4XYAcPIttD3rbRWkBNttbbk1tpr7cmjddQ6gjM6a+dhTj9fO5+KtO5adyrWemg9IA96aj0xDwptqAxz3yNkGT8zfkYB4+fGz6kVLNfPqLX/pD9FHVlXOlfYKLwiIWkW6pO5Ppnrk7g+ieuTUV8XhM9DrTLXKnOtEtcqca1CB0trWwprW25b22I8ZMZDZjxkxkNiPBTGQ2hYrZkXJeZFiXmxiHlRYl7MY17MZ170Mi8WMC/KzIsSeLGe3FYSHOlhjpSYIwuZI13gSC8pgULwpZf5UgNflsLG1sCdxcydGrjTT2UBCzzqYx7VmEd15tFS8GhnKuFRK+4n9MlI/Flinbz5OMXYrKNOPDbFfmhek7E5BbQRKyL5thXHks/LKw1ib62AW0+MqYtHkJtx9PIIKmTsihm7UsaujEeQmsGuG410sLtTrJOzzCCWGWW8ItahBTGizMlR+/z17MzqvLDCxSw8CXUrXKvQ3D3c58R9K3HfyixnFO5VN/dqXiO49mnNH2Tgypitrkd7b9Rv5JtEHusj6yNAPGGdAMSTFnRSK2WB8wJKwIXWeAIeyBubdvYuqn1HZQ5rCmJFgGybn2cFF1sKbrYRPGwd5An5bv0dlGnQFewbNHYf3MVtFXaAWKu41VlBEByvML+Sw6+C8xR23agX7wGleWyus8sn9mkSmThR6xLrfoYjWYizbrRABesuaynLdhfjS4yvxPjKjK9yBjXfnaPmu7nmH1h3/dtqlpV9gOtWjrjG8fse/02fVF2WS98DTv9+A84JZ/KzDZpVfnODaxqX/ftM8PnKcCwVO63yWfsyDbEIl6XK+HsLXCzLOWXTvzl8D1w6LNb+mq0h5MDhVucfTU6VnkXDbPqn0zIxux3nhDP5s8KN4O6DO2X7s+KdvSiGPTbLpeH2tR2H18BlwzkFzJxtc/Km62lafybNcZm4YXC7c7vsOpryYqb8j1I/4u8N4v+mGuIy5cTdfvrqdZlGeIIO6XBmPfdU5VbCZWOd3WfpdmCU+7b5dhL5dvlepQLf6743IBEhRxC7jSTfs75nSfZt921Hvud8kKm+Hb4d5PY973uePL4XfC9Qnu9F34uU79sJKAWAsgulXva9jFK7fbtR6hXfKyi1x7eHvL5f+X5Fhb69vr1U5Pu179co9apT6+tU7HsDdYsTRebXrPsl30uo48swKGQMihiD4kYYvOZ7DWUFHiWMR6kjTYWE3Ue2NJ3HmrtP9WF20IV1oPphHQjrrwtmmWKrGLNMmVUG/UezDOg/naxOPCObjl14q3ob9A9hBXrZsixiC69Ee1nbDV1EWHWq9k/tn6Tpso66dZfuIoMtPFMfog8hP1t4lj5Vn0oBtupa6ev0ddRaf0Z/htqwPdcW9txOasf2XAe2UzvxHk5nMb9aeVYeZP051nnO/NtNnGeTvE77fsjziil5+IzKZ5lYmYpUfNACQzXQ6lYq9E61p9oTc2VIDZNLvVIdh7aXWCWkWj7LR5plWibpVnerOxlWuTWQTCthjeIZx8qmhjoLtrJXfVbdDmoIypQwZcqYMipTRmfKmEwZP1PGYsoEmDKtmDKtmTJtmDJtmTLtmDLtmTIdmDIdmTKdmDKdmTJdmDJdm1Hm6/Ry9r2KWqbbfMq+VxF21jTs2PS9in7U3YkV+sibjImYnwnzcx35HS1FzOF3W/+DU5dZz2JG7ho4H1ZYGlJ3pCx0IIlcCnTcWmhVr+hHqDPrtUHElqplahnapKka2mSqJtrUWm2DPuykdkJPnKueCx2ql9oL+mYftQ9ocKnajwrUAeoAKlQHqYPABVVqhIrVuBoHtBoVNqp6vTqe5YWLtVNi7VSBVncDeaDVTSSvw2fBrBNFC2w+A016ZZ0pWtAUCltGHrY5SpxWVXKr3gaXiVadc5ZbxRJA6oAR0sfB8R7EdOedY+KdYzev+3rsnWO2zfJ5t7iQd4uLtLe1A+Dl/9D+Awj+Xvs9adpx7V8Y2a31tuDi9np7cG5HvSM49xy9Czi3q/4d8GkPvQedyzTswjTspt+pz6bu+hx9DvXgdZzv6nX6UurJO8S9eD+4N6/XXMp7wP14D/gy3mftz/usg3m1soJXIofwikylOcwcTkN5nzXEqzNVvM8a4X3WqJnySxTzK36Fqv1uv5tq/Hl+Lw3zF/lL6Qo/hgS/ZeFb6hPHRrH75F4xSsRZoW8Nm8487m1sfsRWze36LIxhsQ4lbAe3eqN6IzCYpk6D/S1wlBlHnXE8t0VwFLZS+nbUQraWDql/Ro1H1CMYdR+oH6CWD9UPyaM9pT0NXn5Ge5bfHfDt0LSbI0dtfP+nIy8qWF5UZGK/XF7I2lCWggcgBdUWkxRprlz035KikaRo8d5w1hvs3vhxRka0PB5COvR28FicQzq0PEb9+SytjdF9ZyALWhZTe41HrEQtZkyXiPGeLY14Tf0clklDBTZWkVUEupZapdCaVAsYWn7LIsVqZ7WD5tbR6gjp0MPqAc2tl9ULmtvFVh8qsC61LqVCq7/Vn4qsQdZgKrYqrUpAC1lhKrOuskZzWyXepaUceN3/7eLFO8PkSE1xcn2X07N1jtTcROLuy6ZMrGjLrarYG5PJz/vcpC5TH0Cs2MlWeA/bpa5S16DvHlYfgXb+C3UD+mijuhF9tEndgj7aqj4DXfx+/X5o4cv05dDCV+orIZV+qq+B5i32lTvqJ/ST0LaTepLONcgogLZdaBRTT6PUKKWLDJ8RoN7GRUYfGmB8bvalwS0yq2TTZ2lO+iwV9NFv0m/9/44+Nl+LE9knmBLL2HK1279SfQg1ilMMiroObXapT6ibUddT6lOo5Rm0toBb6+UTB4Xc2iJ9DVpbzO0s4Xb60E4J40OcJtD5HIHJbba4za3RZpXaGIZhUjvDQvs7cPs7nXXbRdYUTSeCtflqTsnzAGsaD4AHSN2Avpb4jIWM3vwp89W3gZ2wJu37lcsb7RBMRN2ToBMpvKvoUqer01HTjMzeYuFZxzc/x65A0tkVkMjFuwJu3uvx8F5Pvn03RYb1LE/hN9LYUlbcmbTvVIpWPiji5EN4wiQp+Zk4We4t3gsjY2Q7dyAfBLThjTQvoXN51EfV9WjP4+rjwP5p9Wlgf0h9n0p41vPxfKeqH6ufkqYeV4+TqYmXmvp5h97SJmo3UyvtFm0KtdNu02ZSB22N9jB11h7Rfkbn8Q59N+05bQd1Zz2uB+txPbU/aofoQu3P2p/pImhzJ6i3Vq+l6BLere/Hetxl+vn6+TRQ/67+XRqkX6L3o8H6AH0ADeV9kSDvi4QhjSZRlT5Fn0JR3tGP6Xfpd1Gc9bsE9Ls6qoZ+9xOq0R/SH6LL9bX6wzRCf0LfTLWs641kXW+U4TW8dJVRYpTQaNb4xrDGdx3reuNY17seut4wGs+63g2s693Iut5Ec7I5lW4ybzNvoynmD8wf0K3mXHMuTTXnmfNomnmPeS9NNxeaC2mGudhcTN/jvfyZrAne7i/2F9Odfs2v0Wx/a387+oG/o78j3c07/fP83/X3oh/6L/ZfTPf4L/NfRvf6h/iD9CN/lb+KfsznABb7r/RfRff5r/ZfTUv91/uvp2X+m/1T6AH/NP80+skZ776fTf6Hnhloy6Mgx05WgHgnSwH/805WoCBQQHmBtijB+2lsFxDv6Cq8o+vivVw379/m8/5twSn33eobjzAhs3iXl4wrjCtJNkbBOnKzdeT5mqPUxW8j7kQRtiXFm9/st7SJe72SbxprkmLFjNRR4gSFOlodDahirUyxaqwaclnDreHATOJ7PVrm5Ay+9ZvE7jOJf92VKL3a8hNn1hbrap0zcUKDFidUyHrLelvM1qipC+/bNatbpHIuysBOrzatdG6/Dc+qb6Ww1W3YRnujA3B/w/otsD5g/R762CHrL1T6FbUpXIK4hJtLFGb2GC2nlocEDP2oA6lpKt+IMlpnUsV/ElvUjjWXGifPTzP0zo2Fi6UWsbyS+VyRS7tPW0KeDMUbwZVWOnBXfwXcy6AN3I/YR9THMLOIM0356j/UT2DDivNKJZCGj2L0CWmosjTUIQ1/B0n6R+1PFGAJ2IYlYHuWgJ1Y6p3D55U6Q8bdBEtWSLcuLN3OY+nWVf8J5Nr5fF6pm/6U/hR9R39afxoWrpBrF/DppB4s13pCrpXShXwW6SI+i9SbzyJdzGeR+piWadEl5gXmBdTX7GcOoEtZ3g1gGVfO55IGmjebU2D/Crk2lGVZELLsPti84rxSFZ9Xipjvme/B5v3E/IRiLOPiLNcSLMuqWX7VsMwaxnJqOJ9dupzPLo3wb/ZvhkX8jP8ZquWzS1f6/+r/K430f+E/QaOsa61raXRWD9l8kT4dsAb0L+Sz8MTr5BKvkyt8mszNZ9PyeGW7gFe2C/nEVjHk3jwqMZYay2AxiNNqaoavhB0oduOnOvDXnrLX/521Nub1h5nf7haj1PcXXyrLumpF6XvU63LkEbi345w2nEeyUu3c2Wvs/MZ4pDyaE5LJ2r/pPEQ/ywFL4Tdw2/nsGh/LWWN2237O8Vdzvjd9R5y2ZedYzznGfkmOX3CO65rkaEyfDTnraZzn8Zw1Nc6zMUddTen8v7JS7Vqb59nUJM/YHHmeaJLnupz9tTlny5rm+mXOtjXN9WTO1jXt+6dytq9pri05W9g019M52ticj7bmqLF5rmdy1Ng817acVBXvyWuHUDt2It+zOenaPN/2nJRtnu+5nLS1+D1NvN/HZYh25KRu83zP56Rv83wv5KSwlckpOflezEnj5vl25qRy83wv5ajXnk3TOe3+2JWj3lz5Xs5Rb658u5vVK8snoU09n5xlO77ntf0r3OnkEe7Nb8lN+m/H7nT6oWmffds4p92/u/9XNXd0tt5eIEOmivcWhKEZCe0n+3MC7nRvJKTzSc5tRftuIt9KdO4g8u1DtlDe4LsLMr+twwVNbDPCnejf8pEs6i91p0VSiXjrKlx3OAvPRLSlP2ToCY75EkcN9xvsMxCSeolts1GcT0q6oB/eBKtZ3Hrw8K2HPL71UMQWQjHrjfmsMZp86yHA1kkrvvXgZ+vE4lsPrdmKaMMnP2S2IhS+9VDAtx68fAqkgG89ePnkRwlbEaV88sPHVoTKtx40tiJ0PgViOPepxa2HtmxFtOWzIIV866GQddd2fOuhPdt97TM3qZPoSaHNSnzroQPzi5tP2rr51oPOlkYeWxp5bGnksaWRx7ce0neZ0/eXr+Gby6vgCysij2895PGthzy2IkrZfihjy6GMbz242XLIY8shj2895PGthzy2HIr51GYHvvXQim89WMxFHfnWQzHfemjDtx4UvvXQkW/glPINnDK++9CR7z7ofPehLd996Ige3ckc+Kl4W3ju/8c59adeqd+TLE9eLN48kNya2pyKpbbXK8lw8mRKdt4GUZfqjO9jRCfX1I+rP1j/26Q4jT8cOT2p2pOv1x9OrkiuTu7ns/U9kjtTZalFDXCTU5HeDK6oOQP3692rKGMultnKUXgF1b5nrPA7A+x7xgrfM5b5nrHCa6r2PWMFcNP3jJXM3eKJCN+EOiSuQ4yUtt/CeXlxJ90401PzgXMD55Ih1mOZE+ZAQrgov3lvsxTeDaqLGeqYc1ZzrHNTfVE6nXO+yT1zZmfYvafTJ1zevsutcHmJywt6FzONJaaHwvSQmR55TA+F6aEwPVxMDzfTQ2F6eJgeMtNDZnrknQY9ejAX9oCbIeiRXMccLOjBXGync84Z/yXoYc+SXahn01lS/JsANX+rj32DQOIbBDaO0pdBoSn8rrWmUOz7AhKvi4tU8D//w4N9ph9jmf93ZzxF4cbTKU6wO7l+Bzv0Cfhfnms8320+FSz7/UvCImx8gpDjQYdc8ZK0hpqf8xPn5KKs15zd1WnglSxviVpSnhappX2L1PLjFqhFapFa5PqDLcJj6/7r1JIafdZrwehP/Tj1ZkvUQ7elxNrU2TyVYtezPDXprNcjeGBqi/TO0y3QOy0laWTMji0xOs9+z7TMPCP6v32ynBr2K0XrxBuxxa6Gze3jU57s39I19Z80+v2L+peyf0M7/mEWPBEzumkMLJ7K7DJNfru/eLB+ZaN9CMwhyTcaxSDXiVe/MlfOcv+qb1JO1Hi4fkmjVUjEfT43R9yTTeJEDXvPOEZg0aY59OPbcsR90Dzu5Igccd7Ti0vuzRE36zTj9spTm9UxNkdcXZO4r0elloz5Bj0it5HF/yEUUT/xZrTYOyRnPeK31OSRne+a2ObY1tiO2K7Y3tibsf2xg7FDsSOxY7GPY8djybgr7o2Xxc14m3ineNd4j3jveL/4oHgQKbH48PhIJ/6a+Pj4pPjU+Mz47Pi8+L3xxfFl8ZXxtfHH4hvjT8a3xV+I746/Gt8XPxB/N/5+/Gj8w/in8RMJSngSRQk1YSXaJTonuiV6Jvok+icqEuEEPvFlqGNfYkTiqsTYxITE5MT0xB2JOYn5zX0H2sLEksTyxKrEOsStT2xKbElsT+xM7Em8jhreSryTeC9xOPFBbDNSP0p8ljhZLVfnV5c47c1udVbbbb9ar25V3cGmQ3WX6u7VvexWA6921X2ry6srqyNOvE0H9qtrqmurxzg0yaJM9bj4SOS1fRtyNmXmAeLE6inVM6pnOZRpRpPqudULqhc5lGHfjnH8uuoV1attigHik9XiH9Jy/29hS7zneZt4Yzu40hT2Z6SCn5p433h5vDIeidfEa+Nj4uPiE+NT4mMix+Iz4rPic+MLosHY6/FF8bro4viK6JPx1fFH4xvim+Nb4zscVxffFd8bfzO+HyUPInQofgTwBEQBsyZ+DHA/BuTj8WT848ixyLHYe4AN6LE+sT7xYwJ6tCzhiq8QsBPeRBmgb04I8pjxrQmxp5n+p8WWoNEW3gss4rmQqtqBPvL/3Y5a8l9hGlEnTFQT/SD6UfSz6MmYHMuHE34Jf+uxVvjugKdLrHusV6xvrDxWGYtwWk2slnML1ys2hkvZ+eVYrYAXGweIE/FrCuJmxGbF5sYWAO4sxMgMexFy18F1YOgC9ooM7JrYan5q4Vq1KHW6850dhzrB96kouiC6KFqHZ1F0RXRBuDy6OvoonhUZrAr4P2IJmExEjPgvWAW1zySX80+rj5Q9Qvn8H6sF/O+qXv4X1ULx3xCSeJ96EbUS75wIzuRHwlMT7RPtH62IhqOJ6IjoVdGx0QnRydHp0Tuic/Ckw/OjCzO/l0SXR1dF13H8+ugmjt8S3R7dGd0TfT36VvSd6HvRww39zPlQjnsavca/sx+UEf2SqSsbvignyqTxS+OYxjNdBo/gGoGL6F2BL/9O50nj7cBmzsLD+KdxT+MtnqZ4N30E9wm8AIty/6vbtyChK9fyUxOZE5kfWRhZElkeWRV+NLIulAjG8L0+6I1simyJbEd4Z6hnZE/k9chbkXeCL1TuibwXORxKDF1tO6R8EPmo8nDks8jJqBzNj5ZUboksjOqRJdFWkeXRDtEu0e5VZtXaaK/Iqiozsj6yPto36I2WRzZFK6OVyAvo0Ui0Jlqbhp120THRcdGW/Qc4cVa9bwONhszmpygSiZQEKyIlcDUI10bGRMbhqcnC7WuPtcZSb4iXasLHwh+Hj4eTVa4qb0itKhu6o3I7vs3KO6pOVHWq6opwj6Grq3pX9asaVBUc2n1I76pY1XDkKrIdUkZWXTNkeNX4qklVU6tmVs0e0il8vGoeIN4LmIurllWtDM2PUNVawJ9fJV6z9xhgb6w6EfFEPEM6MfRtVS9U7U7DzrhXq/ZVHaD0/3e1uNQbfIyKwh+GPw2fwPNpFYU/rPJUFVWpeCiD1dfvifF8sq2IIlSKuuZ+7acoPCM8KzwXz6yKEoQXhBeF68KLKsRdym/6HzFfv3WNRv+gdfzUhD4MfRo6EaawJ1wUVsPWoM3hdvjuHO42+EC4Z7hPuH+4omJOOBxOVHwQHhG+asiu8NjwhPDk8HTHhcN3hOeE51cQYheGl4SXh1eFTjBEAdMTXhcuGrw2rIZWhtfjuzPcpnA3AX3Q/kH7kSqgTw9vAXQb9nbAmQB/e6gMteykhv9+aXEJOXAOPzWD1dC60PrQptCW0PZgMLQztCf0ejA4dEbordA7g0eE3gtZocOhD0IfDTw4GLIs9FnoZFgO54dLgu/bLvRRWA+3CncIdwl3D/cK9w2XhysBT0AUMLeEI6Htg2YGg+GacO2gmUNnDJ0x8BBgA3p4DFxEQB9UFh4H6DbsiYCeD39ieEq4JKR+mzQqv4qfmlBJqGbw/lDtwE9DY4JbQuNCEyvaBLdU1oSmhGYMnhKaNfTT0NzBydCC8q3Bw8Gi4PbQolBdaEVodSjiuAWhR0MbQptDW0M7Bh8J7QrtDb05eL+AKGAC6v7QmNDB4JaB/YIfhQ5W1lTWlO8AbEAPHYLbL6CXHwsdAXQb9jFAXwH/WOjj0OqKTi1Mo0NSCdOoHA8N6HNGT01wY/DJ4DbMhncEd1eOGLJsaCT4auWI4L7ggcqxQw8OrQy+O/AI+Opo8MPgp8ETIQp5ho4bKIeKQqrtgkfBke1CnUPdwI19gj1C/UMVgAeIAmblHeWbgrtD4coRoURoRCgMuP+HvfMBiyurEvx9rypFNSJNp9M00ohIIyIixoiINI10/aOqqHqv/v+nqqh/VDFsjIgYMxmMTGQxsvnoDBMz2RgxZphsOrKZLMZMJkY6xkyMGYyImUw2EzFmMGZZzGDETER6zzmvCui02u2un99+327ed37v5L4/9d59555z7ruXqivNPt1VPHszLI1jePZGVXNCd186d3Pnh3k4fycsXfAp9K2ev9evJv3R4/Zz50lyXrirGlQN6mp09bomWOsaGnU1z1erzrHVX0f6/X5759WfEiTJ0c5q52A5rPGpg9o5jV6r1B7WLjyf/Yf5lPoHJDnaPapp1bR2n/agpgvWh7VHQT+uPfm//SkPOCmyuvDXn+v3/EHEojqhzX/hqLbouQeqfM0mbam2omE7rKvrHdoa1UNtvWZT/VZVj2q7tkmr00w3NGlNDaNam7ZC7ZMW2OJRd2qD2pi2Rt2l7XhuVrMZzrdFW6Ttee6Bdru2TzugOqXdrR1W5cO6Gpb9cO4RbY12VDuq2Yxnb5pQFWmPrZw7vTy3oD2hrWH/J7949EfvA9ctMYsm8X/3wqRfUfqj1M4zC0X4rYA5sl3sh5ArO0Ag/qjDIAmQTpCulTWn3gpriOHqnSC7QIZA9oIcAIH8R30EZAxkHOQ0yATIBZDLIFMg10BuMl59m4Sp75Lw6nsgi6AvQQ8Ke1JKkFyQDSCFICUg5SBVIJuka9DU/ZZ1Y/pcqGvSxxhBLLSNaVwgAel66ZhD0j1qIiBJkM1SeXrNa7pJOM02kB2g96+USTIIskfS4XN5zb50+cG0HE7LUZDjICdBzoCcS+97kfZnmkmQaameNNdX6lzad4b2Y5pZkDmQBZAH6XtYlj5PK5fuVZsNkgeSL23XFqW3l6YFWqq2GgSevrYepGnlXuietToQE4gNxAMCPlkbA+kA2QLSk15vX7PO7N8HMpBed6SPG1izfTfIMMh+EOgta0dBjq2u8ZlpT4CcesNrXnt29VnRvUGk0l6Snvfvta569RrtW3tF+hyypXQ5fe5auQpyY3VN9laVtjcLXNMtKL8DMp+2PzzP/dW19iH+6In8CdWAardqWLVfNUIcJR4DnlCdAp5VnQdeUl0BXlXdAN5S3QHiUfOq+6qHaqZWqHPU69UF6mJ1mbpSvZFYu6I3qFVA3KpXC2oHxIawOgGUdImd6i71VnWveidxF3CI9CHS96oPAA+pjwDH1OPA0+oJIB51AXgZ9Cn1NfVN9W31XeA99SJwScMDoVyj1ORqNmgKNSWacmCVZpOmTtOo0WiMkH26iAFiBJjUbAZ2a7YBd2j6gYOaPcB9moNAPOqw5qjmuOak5ozmnOaiZlIzDbyumdHMEuc0C5oHmmWtXJsNzNPma5axRFsklae3QjSFeFejrcfoqTVlqNkM8a2Jyj1pYvzsgKjZQ9wO7CN9ACJnh3ZYux84AhGzQ3sMomKGp7Rntee1l7RXtFe1N7S3tHe089r7QDzbQ6lEx3SKDLEEcvn1ugJdsa5MV0ncuKJjea2uQafS6XWCzgFE3QcMg57Qdeq6dFt1vcSdK/ou3RBwr+4A8JDuCHBMNw48rZsg/QIQj72sm9Jd092EfP+u7p5uUbeUYTOvW2pWQn9kA+iFzSXN5c1VzZvwGprriI0ZvVnTbARaoI8RwB7LCrFXEWje1rwDeiXYl0DuIx5M91P6qafS33wGeir92FcBTjdfB+JRM82z1O940Lysl+uz9Xn6fH2RvhRYoa8mol6jrwfi1ia9Tm/SzOpteg8wqDfpY2l26Lfoe/Tb9X3EAeBu0neTPqzfDxzRjwKP6U8AT+nPAvGo88BLoF/RX9Xf0N/S3wHim5Mb+ocGBoTy9LuTAkOxoQxYadhoqDU0GFQGvUEwOIg+YhiYMHQCuwxbgb2GncBdhiHgXsMBIB51yHDEMGYYN5w2TBguGC4bpoDXDDcNt4l3DfcMi4YlI29UAnONGwxLWGIslMrTW0uM5cYq4yZjneakwWdszNCoMRqBUG60pCm9g0saNxO7V/Rtxh3AfuMgcI9xH/Cg8TDwqPE48KTxjPGc8aJxUs2M08brxhnjrHHOuEBne5AuWW6RG2daspFY0pLXkt9S1FLaUtFSTaxZ0bG8vqWpRddiarG1eICoB1tiLR0tW1p6Wra39LUM6O8gW3av6MMt+4EjLaPAYy0ngKdazgLPt1wCXmm5CsRjb7TcarnTMt9yv+WhiZkUppxHuN5UYGKGCVOxqcxUadpoqjU1mFRE/YoumBxAnylsSpg6TV0r3GrqBe407TINmfaaDhAPAY+QPmYaB542TQAvmC4Dp0zXgDdNt4F41F3TPdOiacnMm5XmXPMGc6G5xFxurgJuItYRceSvhLZmxv8s5ggRdRwJTI8C4gggcd8jOo4H9tOIYD+NCfbTaGA/HYVjgtdpPHDOvCCN/wlyIRuIY3sLQpFQCqwQqs3dQg2xXmgSdIJJsAkeISjEiB3ELUCT0APcLvQBB4TdwGFhP5XbhBFhVDgG+gnhlHBWOC9cEq4IV4UbwFvCHeC8cN9UhhQeikxUiDnierFA8IjFYhlwvVhJLBBG0uUSN4q1YoOoEvXmblEQHUAfMSwmgFAudopd4lbVcFrvFXeKu8QhcS/xwAoPiUeAY+I48LQ4AbwgXgZOideAN8Xb4l3xnrgoLokqC29RChWWXIsS9A0WpaXQUiJ4LOWWKuAmIpaMWOosjRaNxWixPEIsd1kCloi4y5K0bLZ0W7ZZdlj6LYOWPUDU9wEPgn7YchTvy3KceNJyRtIt5ywXgZOWaeB1ywxw1jIHXLA8AC5b5UA4Vuy0ZlvzrPnWImuptcJaba15hPXWJqDOarLarB5r0BqzdpgOIa1bVthj3Q7ssw5Yd1uHrfuBI8RR6zHgCesp61nMSaznrZeskKtgbmC9ar1hvaXear1jnQfetz6UIriNYRy0KWw5tvXaDluBrVjbgZHIVmartG3EqGSr1XVhrLE12FQ2cOk2wQZRD9uLzWcL2xKmIbRbW6ety7bV3G/rte0E7rINSTZm24vP13bAdsiGT7PXNgY1DPVgG7edtk1gndgumLulO7Vdtk0Br9luWmMYcWy3bXdt95r70fPbFm1Ldl7fY1fac4Eb7IWSf7aXoJezl9ur7JvAE7rsdcYI+hl7o11jN6LPsVta+tCT2F32gD1iqrUn7ZtNtWT5I/Zu+zb7Dnu/fdC+x77PftB+2H7Uftx+0n7Gfk5dZr9on1T77NP26/YZ2GcW9pmzL9gf2Jcdcke2I8+R7yhylDoqHNWOGke9+qZuytGku+nQOUwOm8PjCDpizYWOjuZyxxZHj2O7tsbR5xjQBh2QqziGHftNS44Rx6jjmOOE45TjrJRvOM47LjmuOK46ILfEjMJxy3HHMe+473joZPgUnIpMZHfmONcTC4DF9llnmbPSudFZ62xwqpx6p+B0OH3OsDPh7HR2Obc6e507nbucQ1JOq7E492qMUh4lZSnOA85DkLtS3ug84hwDjjtPa2bRNpwT2hHnBeeE87JzynnNedN523nXec+56Fxy8binJtel1BS6cl0bXIVS5qa66ipRDbvKXVVge5Sjuja56tRbNYOuRo3RpXFB4NMec1m0HS6XKwCMuJLaO67Nrm7IwcZc23Rdrh2ufuCga4+jSFPi2gfnP+g67DrqOu466SzDGnCdcZ1zXZRs23DXNemahvNcd83o9K5Z15xrwfXAteyWSxmmO9ud5853F7lL3RXYLtzV7hp3PWTpkKu7myS6dW6TlIG7bWvoIQbxU9wxYod7i7tHvdW93d2nvukecO+GLBoyavewe797JK2PEo9h+3KfkGoS82H3KeJZvCr3efcl9xX3eUknXnXfcN/SVrvvuOchH4as2H3f/dDDpBzYo1jDHB1rbtTe8az3FACLkZi1esokeio9G6VM1VPrafCodMUevUcAQjmUODw+KWu1NazSE8ZW70kQOyV6ujxbIReFjNTT69np2QW5KOSlniHPXs+B5nLPIc8RoMMzBjYZ8YxDbgnPxXNaomfCc8Fz2Zz0TEGEAs9s7vZc89yEuJn03Ab9rueeZ1Go8CxhRPDyXqU317tBzPEWeku85d4q7yZvnbfRq/EavRavyxuQfHvae2/zRrxJ72Zvt6Xf6vFu8+6QPKG33zvo3ePd5z3oPew9KpzyHvee9J7xnpNyACHovQixiaKMd9JyMhOjvdPe694Z76x3zrvgpWjrXfbJTWXotXzZ4mlfni/bl2/e4ysSbvlKhSu+Cl+197AUl0XBV2Pu9tX7mjCX8OlMQz6Tz4Yx3ecx9/uCPojFvg4fRGFxyteD8cu3Xdzl6/MNQPlu3zBEpWXf/kyk8I34Rn3HfCd8p+DaIJdwFfrO+s47y/DufJd8V3xXJU9rnvTd8N2C89zxzVtjGHN9930PRb2fYZzyK/w5/vX+An+xv8xf6d/or/U3YL35VXgev94v+B1+nz/sT+hy0If7O9PZDtA2nmYmq3H5u5BSiX8rsRevwb+TuMs/5N9rnvEf8B8yL/iPUDYCmYlt3D/mH5d0sRPp78VY4D+NXtd/2j/hvyDlFf7LEvEubHv9U/5rEC9IR8KeN/23xQb/Xf89yCggr/Av+pcCvJRF2MZX6e8VhYDSogzkBiD6BwoDJVLEt+1FBsoDVYFNUpQP1AUaA9jJNQYg7mM5lLgCASnKByJrmMQ4FdiM9PeS3h3YFtgBsRsieKA/MBjYA5Ea4nhgX+Bg4LDVFjgaOA48GTgD0Xk4cA5iMdR54CJxUqqZwHTguqU/MBOYtVYE5gIL1ljgQWDZNNQqb81uzWvNby1qLW2taK1urWmtb20C6lpNhqVWW6tHn98abI1pZls7Wre09sA+22FrX+tA6+7W4db9sHWkdbT1WOuJ1lOtZ1vPt17S3zBca71iuN16tfVG6y1DQ+sdg751vvV+68MgCyqCOcH1wYJgsdEVLDNGgpXBjcHaYENQFdQHhaAj6Ev3DpqC4RZTMBHsDHYFt7Z0BHuDO4O7gkPBvcED+pipMngok4cHjwTHguPB08EJ0C8ELwengteCN4O3g3eD94KLwaUQH1KGckMbQoWhklB5qCq0KVQXapR6oAYhpDHopZ6O1KcIGUOWkEvq5YUCLbuBkVDScBtjfWizcU+oO7TZ1BnaFtoR6g8NhvaE9oUOBhf1t3BPQ07osKEgdDR0PJTuZzUPhs5k+rNSHzN0DvuVBqFlAHt8oYuZTzceDE0Cqa8Umg5Bvyndxzmlvw9XNRMcc1cYikOzcP650ELoQWg5LDcuYA2Es8N54XwpV9GfDxeFS42RcEW42lQbrgnXh5vCurApbJP6g2FPOBiOhTvCW8I9mOeEt4f7wgN6Ofasw7uJw+H94RHoNUOi5T6LDI9Sb3qO9GP4KeETEsOnwtA7Dp9vOaG/Eb4UvgJ9Xuj/hq+Gb4RvpfU7xHnMl8L3pZrE3mv4YZpwVW2sTdGW08Yknbi+raCt2FjVVtZWCb1X6MO2bWyrbWuQeqxtqjXUG5fbBONMm6PNBwwjsY9pOyCxLdHWKfUr27ratrb1tpS27WzbBYRyKBlq2yv1MdsOrOEhzOLajhDHJLaNt52GniP0H9sm2i60XTYx7EW2TbVda7tpKmu73XYXeK9t0VTbthThg+P4XCJKYq4hJ7IhfDVSGClpMUXKI1UmFtkUqTPVRhojmub+iDFiibiw7yDFI/Rd4BW7I4FIJJKMbI50R7aZLZEdrsJIf2QQY0dkT2Rf5CAS9MORo5HjkZORM8BzK7wYmYxMR65HZiKzkTk4akHq00UWIg8iy1F5NDuaF82PFkVLoxXR6mhNpB/9J1LsjNZHm7zl6C2jOqJJGI1C/y7qiQajsWhHdEu0R1wf3S6MRPuiA9Hd0eHo/ugIcRT9ZPRYum8FjJ6InoqejZ6X+lnRS9Er0avRG9Fbwdroneh89H70YYzFFLGc2HpgQaw4VoY+M1ZJ3BirjTXEVEC9eSYmxBzBqZgvFg5OSTElloh1xrpiW2O9sZ2xXbGh2N7Ygdih2JHYWGzcXYFe1JuMnY5N6PNjF2KXY1Oxa7Gbsduxu7F7sUVrUWzJWhHn40prfjw3vqGlVIpQyHihtc83inq8xK+XMjd3Ubw8XhXfFK+LN5o3xDVxY9wSd8UD8Ug8GXFFLsY3R6bj3fFtkeX4jnh/fDC+J74vfjB+OH40fjx+Mn7GsBQ/FxmMX3zV2Sbj0/Hr8Zn4bHwuvhB/EF9OyBPZibxEfqIoUZqoSFQnahL1iSZIi0wJW8KTCCZiiY7ElkRPa01ie6IPOJDYHb+Y5nBiv2koMZIYTRxLnEicil5NnE2cT1xKXElcTdxI3ErcScwn7icetrN2RXtO+/r2gvbi9jJ8vu2V7Rutnvba9oZ2Vbs+frJdMCy1O9p97WHp2bUn2jvbu9q3tvc6itp3tu9qH2rf234AeKj9SPtY+3j76faJ9gvtl717xN72KXFX+7X2m8Db7Xfb77Uvti8l+aQymQvcEHMkC5MlyXLP5WRVcpNmNlmXbExqksakJelKBpIRfU8ymdyc7E5uS+5I9icHk3uS+5IHLY3uiuTh5NFoafJ48mTyDOx5Dva8mJxMTkufkryenEnOJueSC86y5IPkckputsQnzYFUdiovlS9uTBWJDanSVEWqOlWTqk81pXQpU8qW8iROpGyWulTQoknFUh2pLda+VI91d2p7qi81kNqdGk7tT42kRlPHUidSp1JnI9dT573lyNQlqdefupK6mrqRupW6k5rH7CV1H7OU1EN8i9LBpBaHOYa2KP2m4lWtA8+w+magQ9GR07E+MovxvaMA++AdxWiNHWXS2yH0D2JnR2VkEM5PmVjHxo5a82TkeEeDeVIqkd6rdKjMhR36+KYOocMh9fo7fB3hjgQ+axt+H+vT3D3u3xjjfsEtMp57yP2KyblXeI4p+HW8gj3Gv4nPYW/i8/gn2Jv5p/h89jhfyD/DnuBL+WfZk3wF/y72FP8F/gvsaZleZmAF63Trmlnhuq51H2NF615e9zIrzoWFvS23JNfMSnItuQEm5IZyP8P8uS/mfoP15V7MnWN/mzufu8iuwtVYmRxndLBc9jh7jD3BHOxNzMUiTGQx9jkWYP+J7WY72RD7PutnP2A/YpfYj7ls9k9cDvdm9gr3OPcUx3GFXAWn5Cycg3ua83HtXBGX4vq5Sm6AG+b03D7uC5yT+yr3Xc4v+4rsK1yPvFv+ce4T8h3yPu6T8gH557jt8hflL3I75J+X/xX3afkX5V/mdsrH5Me5z8pPyv+OG5R/Q/4Nbkj+Lfk/cC/K/1H+XW5YPiX/Pvd5+U35DPdX8ln5T7kD8p/Jf8aNyH8h/yX3Jfmv5a9wh9c9ue5J7m/WfX/dMndEsU5Rxk0r3ql4J3df8S5FNfcLxQcV9dyvFA2KJu4VhVqh4eUKncLMKxSiIsDnKtoUMb5IkVB08SWKjyt6+fcoPqvYzX9QMaQ4wD+v+KJilDcqXlK8xNsUY4rv8HbFpGKS/6jiiuIa36W4objB/6liRjHDb1f8RHGX/zPFnOIe/2nFzxX3+X7FomKZH8hiWW/mX8xan/UU/8Wsp7Oe5b+cVZ71Af541gtZnfxE1sey9vBzWX+Z9ZeynKzPZx2QvTnrpawx2ZNZx7PGZU9nfS3rlKwo63TWy7LirG9mXZGVZ/0g65qsJut61qysLuunWb+UaZXlyhMyh/Lnj71d9qPcX+X+Sp7HOLaVjdI4fCXLYuwd59LCp6VqRS8XI3W3xOS7A8/1VDqkv+aoG8G/z6jaotoq/Y3Ge03iQfGweFQ8Lp4UzzQ3NQ+L5/Rj4sWa7lomTorT4nVxRpxtHq6pwzkcYO/3yN5/wTiw94dg9a9wrzAZ2Hgek+d+KPdDbF3u87nP03ePvpU/zB9mjH+Jf4lx/Ff4rzCeP87/Lez9df7rbB1/nv8WtJTv8t9lSv57/PegvXyfn2bZ/DX+Gsvhf8j/EFrNj/gfsVz+Nv+v0HZ+xv8M2s4i/0u2XsbJOLZBBv/YU7J1MgXLl+XIcliBLF+Wz94iK5AVsELZM7Ii9oysQlbB3ip7n2wTK5Y1yBpYiaxR1sjeLmuSvcBK8cmzspwv5XyJvQPuKIdbvzq/QTjBtr/mnSq+UZ0HZt6lrr5PvYHvU8XK1fem+NZU9OH7UulN6cobUukt6QF6M4rvRfGt6IVXLZfp7Si+G80smXekKwv5vFzwZIvg+dYuJZZC8R6+M7VsgmPSS7rPXUeL0WIRb1tcsC90niyRzJtSOGdh5m0pzpt4rDPtU+TgU55If2MhfhsCftuenJWzd7J1rAqWLPZeWJSsHpbH6HsUslkjLG9iGqaF2sRvachlblgeZ17mY3kMui5wPkhY2JMsCcsG9jHWzZ5in2Tb2NPsU7C8hf05LIXgrV5kz7DPw/JW9p9hKWZ/Dbb/NvYSLG9nY7CUsr+D5Vn297CUsa/D8g72TXYeru8SLBXgGa+yd7Fr7J+htfwLLFXsx7C8h/0Elmq2wH4O1/6A/Tt7H1uG5f0cz2WxGi4bPGM992bwjM+BZ8xjDeAZC1kjV8y9nX2Ye5Z7lqnBU1YwDfhKC9OCr/QxHdfKhVkzF+EirIVLcAlmAu+ZYmauk+tkAvcR7iNM5D7O9TAL92dcH7OBZ+1nHvCtn2Ve7nPcIPNzQ9wQa+X2c/tZEPzsKRbiTnOnWZSb4F5mMe4C9w8swX2b+zZLct/hLrMU2e+fgI+oYJ3KSmUl+4iyWlnNtijfp9zEPqqsUdawjynrlfWsW9mobGQfV76gfIH1KE1KM/uEMqxsY59URpVR9qfwbOfh7tH2a+HpMfMhkCMgYyDjIKfTMpGWCyCXmd98xDxmHjefNk+YL5gvm6fM18w3zbeBd833zIuwLAm8oBRyhQ1CoVAilAtVwiahTmgUNIJRsAguISBEhKSwWegWtgk7hH5hUNgDyz7hoHBYOCocF04KZ4RzwkVhUpgWrm9YFGaEWWFOWBAegL4sysVsMW/DopgvFomlYoVYLdbAUi82iTrRBItN9MDWoBgTO8QtYg8s28W+fPolsHWRdSkIla25QfpLacMfzM7NsDxO1p5H1v4EWfuTZO0byNqfImvPJ2svIGsvJGt/hqy9iKy9mKz9bWTtJWTtpWTtz5K1l5G1v4OsvZys/Z1k7e9il2GpJJt/N9l8Fdl8Ndn8e8nmN5LNv49s/v1k8x8Am+dZLSfn5OyDZO11ZO313Fu5YrD/Eq6EPU/W3kjW/mGy9iaw9lb2AhfiQkxFdq4mO9eQnWvJznVg53/G9NynuE8xA/dZsHMj2XkL2bmZ+wvuL6BdoLWLYO1fhXbxNe5rzErWbiNrd3CXwc5d3CQ3ydxKp9LJPEqf0se8ypQyhd9Lnbcjbxf9NRD+vSlnegh2CY/RrACBXMi8Pl1WAFIMUgZSiWXyJ9JvzH634D6rI4ibzHWPCJZJf0Ooofdtq39J+LsF91kdYVwV/D+OMe4DWf17w98tuM+Zlb9EnKRxx9Wxxzl6ywk6jj/i6COOPeJbLBx3XBH8/+oI5O8WaXyyQ9gi9JDgqCSOSQ6nBXS8N2H/qtD/pXHKUVqjSLH19QX3W43ArxaMx5nzrhUa7VyVlVj9ekKxPB3Jf5NgdM9E+EyUfyOSyQQeFcwM1mYHb0Qy2UMmg8hkEZlMAterGYSUOTwqmfzh9WQDZBNwDsgqykkgq6BcYq3g6OujYoH8Yq0EIM94o5IZuX1UMiO5j8o+y8G1Qvf9BgR7dJbjOPZrXv6NgtvOWS7iaDDp1y0zb0hmLXM4XvwawXMsW05a5emx4zcimfHljNRY61cEtzeB4Cgz6isjzdYt9FmPCI430xrHWV5PpBHpkVcdj+PSawVHqB8VPPasNGJNY9W4vmW985uu57eJdR7HtW3sUZFGt20Fr5FiW9mrpNK2ccW3r/XFaV+Z8XG2WltDxgfhmPhaP7JiI2ue68ozSdcRjqBnrpnG0NdcE/oSWwL8CbR9W6fkA2xdUvvFdmXbasnFuIH2busF2WnblbFn25BlD34ObrftlcbcbWM40i720jjOhO0CluO94Vg7jrSjf8VxdvSTtnvSKDvGABxnJ98O94z2jiPuGf9sL5HG2/G+7XX2RqwLHG1H34nnRLFbpPF2HG1/dJSd6hfqlGIC1KH9MMTJdDyzHzXPZOrZfhzOg2PxcA7adg5H5O3TNO8lE2fXPqPMOVEyMSUdC+heITbSWD5e26x9LvOcaX94dvTsMS5jzMN7W7A/wDL7MsTwkrRgvG58RAJSXKZ4hbEYY3AmFg+mBewH7+01MXZWEodcKEWhGJuJq2lxZAs9KJkYSZKJjWti5atiZCZOpsWRB3EQYyHGPoiHjnzhDgodg7FuXpIVnwWCsxtonZ7hQG0M/Iejae0cB0cHlUMbxviB7RbbEbYnad6Dow99kWPAsRvbRaYdrPhFsC08D/o5xzD4pkwbwVkg4Lfw+IwPfLRtPdquMv5lpW3BOdBvOvY7RvCZ42yLzPH0GdDepNkXDvI7mbkX6MPxfuge0jMw6LjX80Hp63I8TPvxTPnyGh+Vvma610f9ceZ+cJZPWn6rr/st/tTJ0msF+M9Lq/IaP7nGV5J/zPjINf4Q96Xz4D7om6AOnDnW8871zgJnsbMMBXMbfN6Y09AMFCwDn5WZiZLJXzIzUigPgbwDZ6ZgPoE+LTNDJZMT4EwV8mkY/zFvAF/n3Os8gDHaeQjnp+CcCueE88JvmpPiUlI+lvaXNKcLc7NM3gSfnclR6Fzpc+A2nMOC/pLynExel8nDdq76YJJMDpPOPfBcmI+5Cl0lmO/g7JfM8bQ/3A/9H3NBaCd4bzgrhsowb8xIJk9cK4/mgpncb62k6/U1eV1GMJ/LyCM53UqO9htyM1ejJK+bm2HutTb/wpwrk3etzbHgWulY3CdTJ4+2LWh/OEvo0XblgirL5FiuAM4acm1GX5TZz9Xt2oZ2jbOHyJ4yfgz2wXaF9odrnFfk2uc6SHp6VhHK2vaG84vQR7guuibRPl3TruuvyWNAXDOuWRSyRxBqh+C3cA4SrR+4ljNtENuEWy7NRsq0P2xXOCKF7c1dIc1MwtlINM8sLXi/2MfCesJ7dpvcNrfHHaRzg/9wx9zkgzP74wwlnJ+Es5NwXhL6IveIe9R9zH3Cfcp9FuceYfxDIT8JOYH7ijT/CP0xzkBCO8VYKM1B8ig8OZ71WF+eAk8xzjDCfgLOJsJ6wjlGuD/OMsLZRZ6wJ4E5IPr/jG+WZhN5ekngfBhn0LZxXhHWuzSryHMI7cxzxDOG9YjP0TPuOU3bcD4RnuOyZwp9Oc4m8tyW5hF5ljIziFbnD2H94hwi8mNw/ziXiNYWrwvtwRvIzCLCGUTe/oz9YA6O+cfauURUnva5mVlFeH5sJ96L3snMHKIVW830A9IxCnWaX4TzjB54l7EMv/kqtz93iLH/P/7y/9D4C/7jZPSLLPxnkBx9dx7/A6KGSs6S/mXieioZJL2Q9M8SZVTyMul3iTEq+RkxSCXXiAeJb6ZvXfuPpP+QKP1u1EW6Ho6O2kK8StTSPt8gfpT2jCNfoaN4+m1g7u+JH6CSZ0jfRWyic2ZReQ+V3CP934hhKrlOZzuFXD6G/PUXqfxHRAt94iXaf4n4J1T+r6TvI9L5uU+T/hjt/2s6p/RZJ4nvoH3ozEygrfTb4MvSNXfQ1n8m2umaqQZkAeLztA9dG19OJW8ifRvtf5/0z5H+kNhN+7RR+RWikUr+J+kXSKcnzkvHbibeIlrpDN+hfZpJnyH9C8Qc2qcfKX8/lXyJmEflVOf8bSLdBfePpP+CSFbB3SRdQfrHqTbITrjHqZyeBW+gkm8S/5z2+QTVGNUSLz0RnnTJPt9De/4NXQk9cf6/Et9FJWS3PD0d7ldEB10/faJskniA+CRRqr07dNTniWS9Mqpb2XeJZJMyuhJ84Q46Wb6M7lT2IpGuQRZFrouQTvYmp1/wk8upZCfpPmI2sZfK/zvpe4n0i3eyfyHO0/VQO5W9jfh94teI1BbkHyKShciozl8hG2MvEanG2H8hUqthnUSyDUatmB2lo6Sap3bBqG7ZduI4keyKURth1LLYfyCOEP+a+HXiO+lsZAksRJSerJN0uk7234gfpD0lnXzLK9Tq07//Ta2MfZhINcY+QvxM+u4WiPN0jwvEebrTBeI83e8CcZ7ueoE4T/e+QES9nfSX05yn2lggzlOdLBDnqWYWiPNUPwvEeaqlBeI81dUCcZ5qbIE4T/W2QJyn2lsgzlMdLhDnqSYXiPNUnwvEearVBSLqk6hDTc5THS4Q56kOF4ig8+QtefpVd44skyML5MgP8O8mvYJI3oaT2q+LSK2JqyL9adJ/SST/yR0h0nOnX8LleMlP0nl4ybPVE+eIUqSYTV/JFF3JFF0JkH9f+nqwhJ4sR1cOPhO3voW2Ulvj/j19DVjuZpJPwKMeUDnZJ0e/nM3VUPk/kU4Wzv04be14LP1aFUf2xpEP5EaJUix7Px1LMYij6+e+QkwSyc6599A+1BY46ZtDyQ/w1L548lqc1GaleCFZfhfxe1RCbY07Q3oJkdo+/y26ToqV3FephNopT76LSRG5kdo4PUHZE1RC8ZSnViaj+pdTucxLpOgppxqTke/lqXXz3ybSr4pz9Ln8HtqHfgOPpxYney/pFNd4yUOSn5GRr+Yl3U/cSCVUk/ynqKSF9OdIl+xqgXieSsjeZGYi+VsZPXcZeSe5pNN9yRqI5MdkZIfyT5JOXl0m1YZIZ95BOtk8T/Ygo2ctk3wp1aRMisvSsfQE+QnSKQ7KKKbIKEbLpmgrWZSMPlFO9i+zkV5MOlmInPaXU3YkT1A5PXHZIpWEiX1UQvUskzKcn5BO1iKjDEH+dtJ/TqQMSvZW2vN/EKVoQt5SRp/OUd3yw8hXpPNT/sbP0FaKEfwyWQ7VA3+CPuUF2pMiNS/FEbJbGeV4MvLYskqidD1kw7KfEiWfQJkMv5VKSumz6DnyFOVlFOVlA0Ty2Dy1NZ5yTk6K+xQj+N20z7NEioz8/2Lv/ON9rLLF//z8HPmVdJJOJ3MykpCEjHRGkvxOOnye5/OrkpGRypgyklxJP0am5BiMkV9jjCSMJFHnSK6QDDIIybgyMkiFkXE5vmu993M46fS67ut+/7v39bzWOqv1rL322muvvfba+5wezLJHLHnEnlcBbHZ5VrpL9LpkHhefO7ngqnDIco6ZQXZSl9rJYSd1yAmO0YM33AVgo58a0mGksoo3oXkTNZhgl0woK24TvpVM67CXOSbOn0Pmo6iXTVgiuITKoSTt3S445T8muBJ0RegboW9U2npWdnW7pKnXQXAzfyBve/H2d9AvCm7ivwHdAdpouBG6G21vENwIfjOvP3q0bRN6yUjtJthPq+QZ/Zc7LX+IYPfMh3DmCc6WWBbs/0rwQlpNU0tOQ58uxqoR8B+CbgrdFLoZ/TaN8BDwL5ERnaf/w2sgeLd5q7S8TWMnHqD3rn4lxbFb1OYzr8K/DjxScGNkblTLBc/A5iHQBtcEF8I3befjn5vx4YN4qS9v4bvb4FRAxsKq1+A8Qu9zsbAz/Iuhb0XP47z9DD2fYf/FjF3ent6gPj+9wZ8Kx6dtc9r2UfuhG0M38VrC7wfdHM3wwU1524S3P/HUGz/xH8LOlkgq3dQ9goyZhRfRVoRtjIsIaepPQ17xDd5sJGfjGUbntQAXINmbvhbT12N6IlBL3FcUO3dLDS44dlA4v1bsNYDerlj4i+Eshp4DPQd6JPRI6MPQWpncnVVT2yp27i65TTO231Oq5QOK3Wb0dT30WsXO9XCe8wdolavYec5wsKQjuDKWPBd7XWViSaVVszNINXgPoGcQrXoh/zLyt9LLG7y9lbe3Mq6h4KXIVInwHDhzoEdCj4Q+DK3julx7d9+g91sZ12/RvM1/VHqcrdjZRi8rsWEwmhfgmbfQsA3730LDVOwfpv73pjELw2g7jLbdaDtd+f69vJ2ub21HaZtZkwMDHJW0M8g/Du4Mx2G+xisWWsc1QLHQOq5HFQutVrVTLPTrWimBHWzriG116b0jfY2HvlqxdQwOnnTeBRPb3o+QacJYmqDHItI6w7fgW/gfO+Xt73U3UexYeLWPejX2EHPXB/nx/s9E8/uKnfGGg5fejTAjpa9ZGtveaiJ8FpKzkNmv2L+GHt8Bz9JWwlkMPQd6DvRI6JHQh6EPQ7cV+jrFzqySNWLbcl9kYu9h53L6ugR6N1FxScSRjOSu9mtgTwvlYE8lbLhEbbY/UWvduGYD+xO8+gn+mQ7+GbP5ZySPEu3VFNtHkTyKDPL2UZXxsum9kLl4E58XYkkh/T4BXkzvhazrxXigkHW9GA8Usq4X44FCovcJPFCoK9p7AlwM5y/4/A76+hN93aF9uS8rnXWlD2042mPWVTGd64nYPDHiz4GfkLbZ6KmBnmwzOiLnFHg1lntmpFjrEc94252LT3bTajf6P0ZyN2t2rq44+6T3kdA9FdsnkTwZqyN9TVLsFoJvVWyf9I8qR7HQW6C3QBdDF9O2Nq1qQ3eibSel8clG7wOJlmsVOxvxv6O0OwwOK9cp8DYL5y3FToHhYMNyrGoM/Qx0S/8TlfSfE7o++pugbRfacpE8hWQ7OO0Y3VfItFdsf2U4SFYFd2akH4NXM8bOjHE1Y+zMGFczxs6M8VNsaK822F+xTpvSVx9P+F6eYses1j7oP4w9fbSt7Au1Nf+oBq8Bo+jDKPJ1Lrzaip182ubT9hPaduXtJG+w0vrWOs7cjVRsHTcc7GcsTkdwHcXWcZ0753nFQsu4nO6KhS6GLqatWnWzYuGLbfbvFVvHsa0K0bKU3qvgvU70vo/etxsOPfbFhn8h/x4y/+Ltv1izxYxuO/xi+MW02k6rYrJfDcV2MV51iZyZzJ2LTzrih6bg681IdVze9YyxI9bGmYUcZiFOq7hKem3BT9MqTqunaRVXbwi9BboYuphWtZGvDX0V9FXI5Ar9W8VOvOS47uPY+THR9TnWvmBoxrgHb/Tz6ipt7NHsZ3/O/E5m7MfAn+Ol2Vj+pWJ7NhpmI3kzlhPb9hgk59FXP/qah+Q8JFshMw+ZuZ7sxe6Tiu259N4e713HXLQ3HDzTAP3t8UwDPNMezzTAM+3xTAM80561cBjPtGe9H1YstHopxEuD6P0MfdVkxs+Q5eorHWuLT+objvYba+vrOaK+9iX0M0IXmxhjXCuQnwtnheEw0sfACxjvClbuAlbuW3imA555C/m3kOyF5Fus3w6s34PeLzRfKbYPInnQX6cc8FDF9jHwQX8KnCnQA6AHQN8HfR/0B9AfQB9CzyGliefLtZdYRXq8HM938f9d6Gl6dnC60PsJravddortE4aDJfdgw27wgQg/rZL+Dcon8mP+e8L5XLET07b+Nf5qoXP8FcL/yn9faXSWYMNIRl1iOPTye/BW9Jcwxq2MsYQxbmWMJYxxK2MswYat2FDCjPfy10ovKxXbNaP4l1OGu0qxvaekvmJ6WUUve9C2Cm170LYKbXv8d3QdKRb71UvT1Uty5D5I3bVSOH+mzrya7HdQ29qjFVsHI47q/zfFTi3wT8GP6wxazKCTp9hiBp2bFQv9sdAN1R6LWbMOeverZvBuLHycvnbrWKx/Qs+g338aTiRflbfaYzss2ccohjKKffjqY5V031RJ++PIZpGxn1NsHcxqJW2fAC/SeXSb6Hz5h5k7U1XmQC9TLF5Sr35Gjy0jPAXOFH1LhKzWefE6I59L282GRlsuGnYp9q5EQ662FXoK9ADoAdD3Qd8H/QE0+6/Ol3cts5brzdUaWLHol7OnO4T4f5V+h7D2txjL1W/uFvWMu52YfAD+XkNjyV58OAZcyNv1vKWiswuxvBJvhzLSXP8jYkbj8DFicrhiy6ypy70zGgmK7dBwYpeJfLZi+yk0/BKZHOZoO3gyvWzHnjrG/3h4u/Ew62U7/slhvWzHPzlE+Hb8k0NOmKxYaPXV1YrtDehfQuRsQPNOpf33FTs7DUf79d/X2wahB0Dr2iyi7TDaFjGWjXCWwtnIituI5Uvxz0bsXErb8V5GtB1XbI+PzjUqmY3ktAg/rTK6Kp216kN3h6/VZpOSrpaeaicpzmLsWbUsPQ8qpwqcpXCqaF0tJ0fOX8q394EdJGcZrBxvP/Kz/HdldMXMWiFvC3m7WN/6XzGnR5Uv1e9iql/VfBQZT2Uk3+rbg7GfsuLIGHBK4GxVjuSuKdBkA+XbGxRbtHVyDUZ+l8p7673hxKryc+BvV75vKV+8OgWv6u6wkbdL6eUk/Z6MTaUq7iL0ajjFcDrDeZMa+y5ToSnf3qFYqq9J1Bhg5UgNI/J+jqc5qj389vAbwL/d+1T3QfSvQOcC6vYV9LVAZZyFnJvMaX0vcVUXTis4deHkcfqo5GcrDedGzvUW+fbG6EainvR4RexuoZ9Cwww0fMH9xtWGZo1/xnnkGGeTJwyNhrG63uUkq3vfWGLv75z+ihTbf0emCq0KaZVT0sbSewPtd5T2673G2b+i/3PBX0L3QM+lnJsqwblUOV4Lzk3PKo5NMjT8d805WjXLXqm9X87KWs4qns+4VjGW+djTkLZL0N+wRPesLVg4Fgu3mLsjWj1Cq5bYPBufNIAz25xA9Y7OWwzuiZ34zR0ALkIyy2CVj3GCq1CsOMb5JfYbXZsVLMWxx9nruVvwf8fcLWV0PXXlemaPPq15IIblWdw/xB5BT0N9G/tIsb9WZZyRnBn3c/Y/wMl3NufNt8zNBvRN5t6AUzaS9jpazTMnzTOv0NdCsfBVbjCWGJu9+Wqz95zS+GEbIyrCn/24r3ib+4qY+s0zdzJ3xzYT4Xo2BEsmUfqB6K5G6ceQ2R/dThha+ZdwZq8E/xr4lcCLzSk+ojcTe8b/bwrnJUY3FnuWYM9Y5jErOoMvFflv2SPu5kz9CrdY3Bd5qzlfH+XewDP3gf5+Im2/0npz6zwH549wnlOOnO6VM1CxfRSOybTsXPYYE1en9R7++tg24a+NPa80GWAQ/T6ADYMMp8QB5wm+HHwruAptC2m7EgvfwsJhaJiGhmFoGMatwkvcgQwzt3OqQTK26mmHTBOwZTD3hCPRZqmM24eZ7cstRx/VH3tI9bsDkB9Pj+/T43jDQfMl+HM3/GuUdrqSzT6BH8e3n8A5k9VB9/fYcc3zWXOVzkrhedVczcwCOgtLpoKVvoP94k/c89yhetyXVT7rSmx7GUuy0VADG7LxQ1NuRE8hM44IP4bkTVqneRUVOzex4qprpS01vObkG/wc9gjhODWpuxx2NKpi/xDZrzo1zDGNLvvjqD7UCjAPnTnUimRg2RGu1BOQv0Zpk7epoz6jFqpLfE5T2vsczjRkppkKB/0h54I5ir2bqSt6w1+ku7/bnhpgEbZt0qyS1YF6YxN6NmLPIM0Pfj1yxRZyy2Yyxi1URBWoHC7XmidW0a8iHDKVk039f0Kxk001ss6cL7JaUCG0YLe9jX32PnaudexiOqK2xgbNG1kdsHO61j9ytnqHs5XB5iTyDucXg6neqUI7KbY4lzkNqMR2IbOLVg8g8xU12API7I2qNeWsoMcMnllR0lpnBJs/w+YsTlvfKrZn4UnOIDKDWi/lQm/mdLCRanApoxvEuH7FHP2KVlMUux1Vj7+bGpgbZrcj1TI1v9sRv53wZOzuQsVyNtQsUYgG9i/7Kuq9GeCrkG/DjE/EwoOaPexTxG2M/JDDiqjAui4BL4l9K5x/Vyznr/s4i2kF28JEo/JlxX1LjZRHFdeKGWyFhknUUXpXcLNitwl7UxWdL6E1Zg5rDemavJGDf5YpR1bNOnp5mlOAnv5m4sO90L9hvRfCWQ+n0FQ4sWup+fW8Xxh7SWn9bZpU8ndZeso7LfT9SN7PSHPIAzEs30C1toRqbQP27MTC96lyN9GqCHuG0WMRNfNIauaN8Jci+Qmx+hry5DG7R6yB8N8D79Q6X3ROotUhWlGXktuHktubx7SWGx57Srz3Neulhd5aeNX0xsZpwdr/ltuMbdzhfBtxVMMrnn4NodhTb9/rjRD5Avw5GNtuQU9V9Dzt6T7Yz9BE1wtoW47mXENHN7F6e9bKe1Y4H3hbNWN7zyhtbqKQv17lrRIiuQ89MlPeVXpDaHEraH+ptG1uG76B3ssdzlpDY8MVyvHXK8e9gt47mJs9bhqLqQGeVkucD3WMfiPG+CGSVzC6yxgRbe3j2NaRsRzX2sxtCb0V/kxDIzmXe6G52J9Az0j0JNDcDhsaYNVXWLsEDfVoRSVjfwHnCTjrPM3bj3iaq9dR59TWW6as1dxr1YYzR+kKXeHMYafoRy8nwNXgrNe6wn+IvPoMeRhPxh7BS/weMPaoLztXVoyarRbW3s+9Vkbv5fxruZ0zu8MAcxPL27XmzpNqrS132g+Ye7Azk0UPEZK1WscSq2qs1VqoQlet0/wS7glvJCpuJirOlPxGNPSN7sz1DrAFN6VtuRv/nLvBydBj8G22uadFQz6z2VE12Hu8VSL5umJ7FZyT3Mv15FY8zg15Dnd0K7B5gfldg693jFeTA09STRX4deXtPhP/ZMV5/uVaiyIzD85kfr9QTWXse83vO6imHHocRo+VyQPmTFoL/i742VG1o3njY4N5ez1vn8Xn+VhbG04+8vncnWZzd5pvbvi1rZzpqMTMGRD8GqOrweiKqZ1c9Zg/gxtRVzX7M1Wz66K5I301pa+OhkOrV80dMra9gN++5SZ/ts99MpzZ9LiKau3mWHPlxPZBj8Nv2rYfkvOQnIe1LUsetvS8qWM/w/3wFZwrz1BB1ddWsbZYmEerfegpRs8+bmU3kqVXwJ8LfwmReQ02r6PVW4q9bFbcPFo9Ca6vd8ui/wQ5vxORoPTJ2O1Us4LtA+ySi6mmDjC/U7hHvcO7Umk4f4HzBzh/OXOp/qaG/TGHimgBu/mnaDiN/GmqqUHs1BXhvEEvITJvkMHu4O1VSNYyNJJ57MIfgvO469ujf2vhdPP0juISxU43JNfr7Z/LHY69nn18v/4ljGSeXkpHua4X+b+X0sjkUVesiW47ZwvdGm1Poucx9utcKsnH4E+Ccz2cSXB+D2cqVWhNX29dplKH3KgaYhW4QeKk794I3/z+Oocq6DrefksNeR0yeZr9/D8rds2NwYfcVfbz9Lckr1Anj+ak/wr2H6Vtf6x9AHv+hj39sfBvvH3RvFV5a6upcMDt8d5sxRa/HXB+orTkYa3WelGtrcNj0/BhJ6ru3tz+rWQu+sP5NZwvuONdwF68GczfM9gH2KM9OF5UP1eUVi+BC9Q22SPuZ5+VHr00N2m3YE99/PM1b+tHs6wcMzvrye3Pmrs+/ZsWqQQGsreqzC/g/+NMU6HR6T6CtRXQMwarmmPVWjx/j/lNAXvZKE6sszmxjkL+gKcyS73L9YaWuejG2eQLPZs4P6ZH7redH0dxolXWbURXTXMqwZPt8eTHcIppdYNbxNp5hKjQnfqvuoJiKbwxnDGysmID4axGhmo5NgTOt2fai55BekLxpnvzlGZENTgrtWLUMzgXbFEZ/3ZktrByb9G3/mB/sNLItCPG0qxQfufrHIbTg3k5bKom7ka4JxG6JzmqJ6PQHn3VZuMN9zFdlU6RtvVtNHCz6jajJq/GSr+I2VnK24uieVeZPyl2GsCpjcwOZGqbGyQvzepOK41Vq5G5kbhdDedt7yF8/pDS5vcCJTfpGlfbLPP7+jXY+TrRsgbbLmZGOM35nOYcTnNOS+9h/a2cd4XS5p4NO6dqVDg99C/WvOHuV0oj38P9UjhPubqzjPPuEPqA/v2VM45eWmm8xf5ILm2FtkVeb6HvVywxxm8TnFeUVmxvZnSjGN3mqHbK4GHlfBFxjM91LNPgm9PrTayyKsRnE89jFIKdzxX7Sw2NVU20KvCTiiVTyVhs8qf7n+AsxbEahqbHV7GhE329CudRPLYHzqNmrZHn93t6K9hTsT2fVpchw32gu4ycXA/+MTTUw/LfYfk/sPx3cLoisxCZX3HS/4aM9yuzW7Gu81jXA6nB6uHJNuwsrQyNnn5w7oPTj1PeF8T8w1j7BNp2wmkO50F+i7Gee4DXoqpb7d+jUeGuU2zv0axuj9C/i3P+qtgeEf3m7iKR+bWRZxfI09+PxK7gtsr8vnI3s5bBtkcY9f2MmttFpxecTnB6weliflNJjq0JLgT3YL2/gAc2wCkCj49+szlB6B2Mq7PmMdl5c9mRNfu9gcw88vkZWr2Lt3Ox/F3edmPVH+NGK5f7xtzYmyJTOboZ1pzZglvc5dRs/IbaaRurRPbWE816pZ33oY942/Ck1ldnOAWc5sb4Ov27RMnquhLn4JkPmCnuZGTd/Vz/zw5H6lUnofuIW997UHv3/ih4udLOYe8bS/9mRrB7xJtl6R2CSFo7Fdt9adVBsT9HsRcDN/KGsjYfZGf8UE8EaDilb2M9aFUAbsb+dQJcwdNdYIf7pM6sq79RLVDaGa7/95zzsGJ3gLsLbSJprVFs1zat4GxS7B1SLKNQPMN9SUeBnrbkjVVGD28Tiv0RaDgB3gUeBV7o6t17PcVufcVOkZthXWhknoBT3U9hrd74VVaOtUlpa6dikVd6jcr7+ejJQ+cy2jZ29d6vrjtRI8GdgZ1z9eactgvBLcF7IxuUTtB2qjtEYxh+qwjP1dog0jBDvYRVi5W2d2OJ69iK/WOCHWjHcZRjL+Ot/u1xU3sPf5WqvxPs5ozSOk0zp1PkvKxZ1/m1Wuv8SfBWpZ3nHb2/Hebo74kclbcLwQWK3YeQGe/wN3vOGME3uC8IfgO6ofsqesZoDYYkbZ07aPsy9KVoO6pRav+N3k86sueK4RoVCacmdlbTleJo9T7biWnN4FwsON+5Vs84Km93Bd+t2PqnYtdFQwe0xZ0rNKs4G9Cp9HHnc83G0HOR7IKGEtr+CHof+H1bPbwIGw7YPxbJRrbeIOn/2WPbp+x9mjEU26ftY5pnnMaCVzjDuZ3I1v3U3q1WKbZvc2oox1mie4f9d60HwLngRopFp2Drc+gx4Or2LiR3aWaA3mkP0WyDzg32TMHj7E+1wqTtP9UGy9ITt2V5XyuOZUP/B3QV/ka9EvRP4P8Zjmjw/hCbqbhEq6Y/ZEnGjl2pnNiVcFK8TUG3hW5raJX0DsE5BOcQnDNwzijH3a+0u9/Q+tadB2eecvzKSvuVDU3bU7Q9hbZTyvFbI9NaOY6ntOMZGvmxyI+F8xJvXzI0b+vxth6930O/9xgaS3oZDGcAbwfQ7720ulfp2Cf44RMsrI8l9Q2NbVlwsuB0ge5iaN7eBecu9HyFnq/QXxv9tZHshQw2eAn4CUMbX4H3Yds+7NyHZjT4RkNtRjqKtqOUk1VL6axahubttby9Fg3voe09Q6P/GJxjaMugOYMNeNvD2+5HyHwE/wH4D0A/Dv04MsORGQ7dDbobMiOQGQE9GHow9BToKUrbRJFtoojY84g9pxVz2gqdH6LzQ/i74e+Gxj8O/nG+hv4a+S3Ib8H/MfwfQ38h+guh+0D3gZ4DPQf6Heh30PMBej6A/wb8N+B/Cf9LaObaZa7dJHQSeWLSIybd0/BPYw/jiplxrYO/DvoZ6GegH4R+EPkbkL8Bnc3Q2QwZ4sd70WDe9oPux9v/RMN/4plf4plfwl8Jf6XRRoTcTqvbmYutzMVWJJcjuRz+AfgH4P8R/h+NvGqQakf158KhX9v0y6gdM+rejKI3/c6gxxnQLaBbQOdD5yOPZ2J4xlmLnrX0fjW9X01f39DXN8jMR2Y+NGN0GKNTBF1EW6LOJer8JUT7EvhEsmsieRr0NOjroK+DJju5ZCd/HG3HQa+CXoX907F/OvQm6E20PcZaG67YNnlyDphM5V+GhstMDMC/k7Z3oocc6JEDPTPjJmNMoe0w2g7Dkmugr0EPHnPxmF8Vyap4g7XpsDadutB1yRUXkTcuQvNeetmLntfR8zr8W+Hfik70+GaNt4HfBroqNH1VeF37rUDbCoyxAmOMucysi5726GmPDW9jw9vQ2dDZyF9p8jk+XIvO8WgbjyR5Pos8722m981oroPmOoyCDOySgV3mzmXuvBT73Sfoj3KpyZn09SaSbyLZGM2NsYf1EmO9OLfhw9vQvAj5RcizI3hmR2C9+2a990WmL5azK2WxK8XI27FaZn1hw1/Q8Bc4aHPR5rxAjy/Qy0FkDqLht2j4LTQ7Y8zsjMSPQ/y4j6LnUZMTGOPVrN/5ROY39Euu8EyuOIz8Yfr6K/y/Qs+EnokMu4/L7uMehT6K/ib02wR7oGPQPrb52OY1RU9T2qZpm4YmElwiwR0DPQaaMbqM0Z0IPRFPrseT64m0OLERpy+qF5/qxcefPv6MbcCeDbRlRrKYkRhtY7T16MszfZFjXXKsezP0zSbz48NX4LxCL+xfvqmdbkLDTdC3QN8CfTf03WjYSNuNeOwLPPYF9L+g/4X888g/j4U/w8Kfwe8Ovzv9Eqs+seo3h26OntHoGQ3NOnVYpw6z5jBr3iD0DILGAx4ecLHTNXYy+y6z75JRXZNR34V+l7YP0fYhaNa1x7p2r0DmCuz/Bfb/AprVGmO1ZiGThYxHFHlEkT+EsQxBnooxRsXoke09sr3HXumxV7rsXy77l38xbS9Gpjoy1aHZoz32aJec5pLTXGxzsc2hanJM1UTN4FIz+PTl05c3ED0DoV+Dfg16NvRs5MlOvqlC4bvwXSLQJQL91cishr8L/i7GSy6NkUtdagCXGsA5gm1H6Is87JGHfWR8UycwL56Zl2LoYvRURE9F9E9G/2RkyF2eyV3LoJchX4B8AXQOdA40vnXxrUut6FIrxkaicyR24ivH+IpV5rHKvE+hP4Vmp/ZMNUIO9MiBNrWcTS0XewqdT9HXk/T1JPpPov8kfCoHl8rBG4qeodDboLchT7ZxTLYh5l1i3jpinbDOfvE/7GL9ovSrXPo1rjJf4BpqvsEVPQWA+RaXec5+kav0C1z69a2yX92KvrjFE24FzL/jZ578RJuy392KvrPV0/yLfYkxQvFdLf2m1tmnD1/V4l/oi55NfE9rcmIvVopdyOkb7Vf6kVHaVeZYjtXl/8v3zu+0qlp3yXMJ3zuvzvfOL+V755dZ+r3zGlZfq591ufWwPDl89fxKvnp+FV89/xFfPc/jq+dX89XzH/PV8zp89fwavnp+LV89r8dXz6/jq+f1+ep5A7563tBaa62zGlnr5bmRr5434avnTfnq+U189by59YX1D+sn1kF5WvLt81v49vlP+fb5rXz7vDXfPr+Nb5+34dvnbe1adi3rDjvPzrPa8e3z9nz7vAPfPu/It8878e3zznz7vAvfPr+Tb5935dvnd9n/Zj9l3W0/bT9t9eDb53G+fR7w7fMEXz1P2m/Zb1spe6m91LqHr57fy1fPe/LV817eKO831s+833kTrQe8Jd5S6+feB94q60Fvv/cP6yHvn95x6xFL/zWQYediOGhoNQka6jcJg1ZBW/3+nn5vr/Q7e8FAniH6TTa+n8cX9M5+PU//NU591ui/xKn/DifPPrD+a5y7zb/HqY9GktNAIun6KJKq07/GkCOzdq3Ek0aPJzPSROJJoydG9GRJ7NwhUaVfy79I4iUlUaURU4mIqcwX8qtI1DwksaXxUU2io1AiTCOjusTFLIkwjYls6w15LiMmahATl0tErJRI1i/hXyFRsF1iTuPgSuIgl6/fXyWxcMCqxazn2dVkvq9mpmszuz9mXuvIvPa0rmFGr5UZHWDVswfJjNbna/YN7BdlFhsyi9czi434dv0N9tv2Equx1B/NK+Sfm4/4cO+S+PDvPc/HX4yPjU88+0yNz4yeOd97FsQXx4uiZ0V8jTzrhXP+szm+I75bnn3yHOI5Aj4RLyl9Ai+oWM5TTdvLzxrRkxs9tYN68jQSaFbO0zJoHbQ7+3RB1jwF0ZP43nNv0DvoFww4+wwKhkbPiO89I4PRZ/saF0ySp4twzn+mB7OCufJofwt5lgTLBK+khXnWlqN9RLCR9iNKPRtsjZ6dwR559gvMKuc5LOM7VvpIq5OlT2iZ5/ueCmNh5WBZWP3sUzOsxVOnjCeiJ6wfNpZYKH3ErrB5mH/e00agQ9iVp4c8qYjfM+wj+OGzsVIU1AgfDQeX8wwLnw1HhWPCCTyTwxnRMzucL/+9SJ53wkXn9Jx7wuXB1nDV2Wd+uK70iby/MJiu8R1uInIXh9vCXRpj4V48cUDjI/xaqOOMNj88lXDUooSDdqNJIiVRgTkanaiayFYqkaPeT+Th6TaJurJ2xoZ1ZN3MTDQMChJNRPuyRIt4UaJVoq1E875EJ4n2ioluwclEIJHcrMeuRCbsETRLtJU4yRXZXom+if7BscTAxJCErkeN/2aJ5xnlPpmxWJCbeDHRXzSOTUyUtaMyjAhJs1Z0dnPjaxJTw8HB2vjwxEzh1xO5ifFDQb3EHKHGhscTC8TGxYmixIrEmsT6xGbW8hrzJHYkWK+JfYlD8hxJnIibR9ZqoiTp0Zv0lKwY5Car6ZpM1hDNh5K5ydrJeslGyWZB62TLaP3pCixItk7K6PSROKslb9vJTPdIdglrJQuSieS94Yxkb5ldma1E22S/5IDkIJmL/HCwxErrsHJyaHKESI+UZ3TYNdlPI5BRmrnKJ3YkYtRLyXECk2TkoiE5XfjrkrOSc5OjkwuTS8LqyWXJlcm1yY3JreJrJ7lT4z25J7k/eTh5LHmSGC8yc56yJNbeCXukYsncVGV5qqdqhg/rI+9qJXem6sgIng0nyJv64YxUY41TwYtSzVP5qTapDonNqa7B1lSPcFUqJfE4X8eW6pnqI30ukghdp+NLPRz0Sz2aGix+GZoaFp8oUTpAYq5F0Cz1bGqUZIGC1BjJEyOS7VITUpPjDYMB8f7Jk6kZqdm6riVmxFup+alFqXeSidTy1CqJUMkcEpG98U6B5KqRRkI0rkttEl2a7YhgJMkyRHDbYFJqW9A6tStIpPbKm5MiN0Ds2ZM6IFS/VCz1dTA03CTjPp46lXbSFciCUSZLV5W8JJkuuSdRIVEhnZ3OkTy30uS6dF66rvamPaUbBlvTTTSbCd6TbpJukW6VbpvulO4W1EvFTObS3CVjy0sH6bxwRjqjlqR7Scxo7MxI90331/gxT6Kt2D0iPVBzUnpIcnR6eDhGenle4ipf8kF+SnJG/Ej6xfDh9Nj0RHkzNT1TImNlek66U7x/vH96Qfhs/Eg4QXJqxfTiYEm6KL0idTy9JlyUHK1+D/rJ2tyYXi+2bk7vSI5L707MEUsHp/eF86X/hfGJYfP0mkRGLBsTLgrqpQ+lj6RPhLXSJRkvUzFTTfKclamRyc3UDiZl6mUaZSQbZFrKTrMs0zrTLpgrmhem1qVnBsvi/TNdMgWZRObeTO9MP7FxtOi2xK5lmQGZQZmhQb2MzFZmpKzjojA/M1rGkS+x0iMzLqyVmpDReV0iMTIh0TY9PFiYHJGZnpmVmZTsEpzMzM0szCxJDs0sy6zMrM1szGzN7MwsC5+Vn3uS0zP7M4dF+limYrp/5uQ9Vrjuntg9le+pfk/NTMVgf3iKaur6//uGbOx/zzdk+1oD+HeL9BvCVkGJZXf3rOzuljwxeSrLU12emt1r3ln5zsrda3Wv1S3VLdW9jjz1u9eH11ie5vIoL1+eNvJIu85OZ6d7B3m6du+qvxeu2rXqXdJHNU43FqcbhxONS83rcaLxOcXEqHmzOMVU4BRzESeXSpxcKlPzVqXmvZiatxpnlks4rVxq2dV6V+vPmGrpiaBglGUXjJGfE+TnZO+SgjEFEy4IJgvMEJj9AzA/gkURvHOBsFxgVTmwLoJNAtsuEHYJ7I3gQARfR3A8+nmqYEJ3R6CCQNVyIFsg5wIgT6CuQMMImgi0+C4wtvOge6vzoO1/AzoJdCsHgnL0KmTOg14XCH0F+gsM/AEYEsHwCJ6/QHhRYGw5MDGCqQIzLxDmCCyIYHEERRGsiH6uEVgvsFlgRzmwW2DfBcChSMeRCE4IlHwXenjlQMXzoNp/A2oI5JYDtQXqlQONvguM+wKgRzOBltH6KAf0XY/WAu0iussFQoFAohxoGcG9Ar0vEPoJDCgDg8pAqczQ6OcIgZECo8v0VRbGRT8nXQBMF5h1Xvu558HCckDbLhFYJrAy+rn2B+z5IdgosLUc2CmwpxzYfx4cLpO7y+bbKFeW5rEex87llx4nz8sfpTFSdl5L/R35KG6dszke+65NZ/NJ2RxQun6jtaV7RmnMxysXfDeme5v38eoCNQVqmRyh+0u8juHrmOL1BRqb/BpvXkCejOcLtDF7QLxDgcntOl6J93jXgrP5Od5DIGXGG+9p/BDvY/Kl6gQeFnhUYLDAMIFnBUYJlPq31J9to32ydA87cM7P6JlgdOi7uMjFZxi7vjdP583R2T0lmifGKntjfHZk2/xz7ZFvFf33bLPnMbZFEW9GGZhfDpy/L68rB7aV2V/L7rERsLeWwvn7a+l++T/ZJzsVfHcvDArO7YFl9ruzOUtj853op875qogv+SOufpQaIy5jiu+K+AvN/sG6PWzWU1xqivgBk4viX0fronQdlObFZkYPeW5QmTXS2OQt2kc58Htr67x1dTa/lNrfOPp5PJrzU2XaTzLrLZC6Jqhg7A7E10F2lMMXmjEEEhtBXtTuv8o/5+fx8mRKbS4vH5fC6DLwQ339V/l02Xlwfp4smyt3lsmRZfNhy6jt1ig3qQ8kRwdSwwUNDWhto/OtNU3QJOJJzgokRgONrah+CSQGg05RHpO6I+gW1ROSzwKJwyBzriYIekW5rKKpGzTPBVJf6R4dSI0VSJ/BEAHtU/uSPgLtQ+qhYGqUP6N8qW2pzUrrpsXn8ii6Ih3YODPKlzvKycPn5eCzNUyUh1WX1mPBHFPvBAvKtN9nxsN/D4zWiYwtWBzx+peBIeXA+bXgxHIg8uv36rpS2FwGdpwHpTXa/6Q2q1Hw3fqrdsG5uqtsjTUxaptbxifnrS1df0HR99dVsOJcjRVInRqsN7moVC7YbOI62GHi6WweWGfWlcYfP6WGDfZFtNSpwREDZddbcMLkiKDExGfoFXy/jhEIKxogHodEa0/yVlgt+lnj3BrUNRHKuMPaZdafrKuwnllvofgnlHwYtjR7TynoeDljrTdjDqW2DNtFuiV/hF2icUbyoeSfUPJPKPVi2NvkolBycKj2qPxQs/8p0E5qglBqwFBrQO1/tIlT3QtDqf1C8UM43fgrlNoulHHrOSFcaPwULjHyoYwxlNotXFtADaj5vzQ3hzLecGsEymtnYjvcafweqh/2mzgLDxs/6jyGx6J3J42OhGVyeULqpoTUPgmxPSF1TkLWbULqm4TUNYnGxr+J5lEek/En8qOfbUw8JKS+SUhNk5BaJpEqEz8Fph5ISF2TkJom8XDEj3JuQmqaxGCjX9dJQmqbhNQ2iVHnYvXsOSDao5ROjDEyiQmGp//eUpUVVfQL8P93V/a/5q7Mq++t1N+oOmutP1tWu0AgI9BLoK9Af4GBZX4OERgu8LzAiwJjBSYKTBWYKTBHYIHAYoEigRUCawTWC2wW2CGwO4J9AocEjgicECixrPaeQEWBagI1BHJNn+1r/8DPetHPRpF8M4GWht++9f+j7mvAosrONE/dKpCmSXU1QUITYoghxPanREQaqm4V9XN/KsRxCTGG2C7tOMQYYhzaGNYhxjaMcRzXJca4xnFtw/A4hHYYYxjXMbZNjDGsa1iX8fFxDDGu8WEdQlzCGsK6BIt9z3suirY93bP77Myk63m/7zvf+c6555x7zrm3TtG+gKXaxvjDqg/2UqAaqFH+B7oWqFNttesf9tluABqBLUCzU99O53otwD7goONvBdqBTqfeLuAU0A2cBy4CfcBV4Dpwy9GD0/RU/DAw6uirTrnRafnjQiSwRBOpANZqIhPIeajluCRmAQXvXE+NRWIuUKTG8h+lsx/Vcp4kSlX9vE+On9ebDh2IPdQc22znXsq60dHEMue+yjqWP9SJlcBq8R2zwzxmnjBPm2fNHqLXvGxeM2+YA+aQOWKOmROWZqVZXivLyrXyrUJrvlWMT5kVtgyr0qqyVlirrDXWOmuDtclqIrZZO5jejc9e6wBw2DpiHbWOWyfNEesMajtnXbAuEVesfuumddu6Y9217llJ22On2z7rtp1t59mz7Tm23y6xA3bEtuyldrVdY9fadXa93WA32lvsZnun3WLvsw/arXa73cn8RrvLPmV32+fti3affdW+bt8iBu1he/SJGE9gLpi9iQznk4nPk+wcfGYlChJzYRc5n9KETsTwkf8tSyxPrEysTqwl1ic24pnwnGtEMuy4fuMaE5pr3PVb4XFNakKkailaqkjTntYyRLrm057FbjJTyxZeLVd7r/Bps7UPikxtjva8yNJe1V4V2e6E+yPiPSkbU74gnvPmexeJ93oXew2xwPsH3nWiwrve+7IwvZu8fyQ+6t3qfUV8zLvd+1Xxce/Xva+LT3jf8HaLbd4L3l+KZu+wd0y0/wtumfw/jhr49yqnxTwhzGsObgADDoYcjEyzJcaACcdGnKUp20pz4HWQBeQC+UAhMF/FWsVOvPSVTUuHHW04qHx4TatKpfEUmIe19HA1ybXUw8/lR9aU+hybWlvmgOU1h2BhhZk9zhqTq6zMvIZVVozraeKZFCvFFiLlByk/EJp3lneWcHuLvcXC4zW9lkjxfsT7e2KGt8q7SmR4X/KuwX34rPdz4n3ejd4viHxvk/fLYra32fvHotB7xntGzPF+3/t98bz3jveOmPv/uXaXKBZlD//6aOE+8YxZYM41ixa2mKWmDsTMxKIN5rIXzi06aS43V8pfHn3VaNWMlKdSnhLC91nfZ+F52fey0Hxf9H1RuH2bfZuFx/dl35dFiq/Ft1/I/yvvgnaDb18W3r7EQr/QpkGmXY9B+t3TIH1Vxgmjx+g1LhvXjBvGgDFkjBhjxoSpmWmm18wyc818s9CcbxabZWbYNMxKs8pcYa4y15jrzA3mJrNpkcfcZu4wd5t7zQPmYfPIg/yj5nHzpHnGPGdeMC+ZV0pKzH7zpnnbvGPeNe+ZSctjpS9qtHxWtpVnzbbmWH6rxApYEcuyllrVVo1Va9WZ/Va91WA1WlusZmun1WLtsw5arVa71Wl1WadQuts6X5SF9uFjXbT6jAHr6sIO6zoiby2utAatYWsUOeO2sFPfSk9dx86wM+0ce5ZdYM+1i+xSW184ZsfMdXbCXla81V4u67VX2qvttfZ6o8feaG+2t9rbzbRF9fYue4+93z5kt9kd9rGp8XvTOD4+no62T9inzaP22anxtXvsXv+ofXlqHO1r9g17wB6yR9C6MXviQf7U+Do6oSXSEt5E1tR4Pz7uidxEfqLQXDGlp677+LjLcUnMTxQnyhLhhJGofDDubzHeiarEisSqxJqpcZ/SU/4Hel1iA2reNHVfrPREE1p+G7Pe7Yv7PopZv8z3MfGU7yXfS+Jd8rdSZy2s9q3GWljj+zTWwmd89SLVt973eZHu+0OsjgzfF3xfEM9gjfyR8Pm+5PuSmIk18orI9n3F1yye8233bRfv9e3w7RR5vn+HVfN+30HfEfG8r933A1FCZrvTD9fpvDuiytxobja3mtvNXeYefKTcT33IbIMuBfj2ENvj7HgyrzcWY7T8nMC+J0up+F3IkfVdQ4034B+Az3nHQL0j8MjPIUsz2/COkIb6UbusOzZrqm6zF3slEMN/Zht3iqX/NKPj6U/JEjMwOvKvh8XcS8L1BKQ62uNoN6BNy59eLuUt6vhYfMI4bBwBjsI6Hj26oNY4uaA2uiF61DhjaMY54wJwCdYVI83oN24Ct2HdiXTMW7sgfd5a467hNe4ZWUbS9BhJf4+RZaYbuabPzAbyYM0250D6jdx4wsg1mswSM2BGzMC8E4i0jNxIhrkUqJaRRv6CRrMGqDXyzbpHyyG63mww6yMxXqEw2m82Rvvj641Cc4vZXHzE3Gm2GHfMfeZB1Jm5+Gok02yVdcbPmu1mJ9AF69Rjbemed8I8P+9EPMMoNi8aZWafedXsW3TDKIvVGWHzunkLiMAajF03h81RYDyaW3zE2GQJKxXIMIyo16i0Mv37rUwrx6hc6DWq/B3WLH/H/G1GVfSCkevvsQqAuexfllVkNlhFTh9WWKWWDsRgJSK9kQxrGbA80hvrNHKtldZqayXuhiz3zlOPtNpYZa211gMbYW3G1bda262t8/PVPbJ2WXuA/SxXaB2y2oAONZ7zYtYxs8U6ocbTOu0fsk5bZ2Wk1RM9Z/UCl2Ut0Vzr2oI+65p1g63W5hVYA8DQm+eLNWKNWRPWmHHb1ublPDp77DTba2fZ3li3nTv/7qNzKTJi59uFdr6/x54vW20XF3vtYruM97bHDtsGUGlXxdfbK4wme5XRFC00mmIee41dZa+zN9ib7CbTsrfZO+zd9o7oDmNH5DRml8/eCxyQ8+zRco/Ns8dS8VlWR3yWffjNc9A+Yh+1j9tHY+ftk5hZj8xI+4x9bsFB+0Kk1L5kX3k0FT87r8DuB25yfv4DMzJ23b5t3wHuqjlonLHvAUk5BxOeRHrCl0i3MhLZibw3z8HEbH/P/CtPnoOJOZiDqXIOMuVPlCQCMpWIyPmZsKxYYumCceZVJ2oStVN5iTnzJqxUmRfpTdQl6hN11mk5C2J9iQZrGbA80RjrNJuj2xJbzJZFA3IksHs+5fuQD98QfXN98/FWtdBXImb4gj5dvMsX9lVgx4z6YuJZ3yd8nxDv9q3y/WuR5dvt282/EnrW2XdrfbXYd+Xuq3H3dXP3ncHd92nuvu/i7uvj7vssd99s7r7v4e6by903j7vv+7j75nP3ncvdV/57QDtdZ/h3PHy7+1AV4XL0P4TpMVUVRnxOoYj74yXxQDwSt+JLoyvj1fGa8Nl4bbwuXh/oijfEG+NbmG6O7wx1xVvi+0K1gVPxg5Gl8dZ4ezAR74x3xU9Fd8W74+fjF+N98avx6/FbH75QsTd2Jz4Y2Rkfjo+GauPjFbsNERVG6nTEu40MI9PIia0wZhkFxtzoNaMoVGuURlcbuhEzEoUDxjJjubGS7Ztq41Q7gQ9dNFbHqyt2VOQba2Ubw3uM9cZGY3NF/odvyvZKGFuN7bLdU203dkWLJFB2T7zT2C/bjrYcMtqMDtl21W7jmGx3pM84IdsuIW0J47RxVvYlMtvowR1I8xX4CnDHn/c9jzu+wIf3aN8SXwDzJuQL4Ukb8UVwxz/u+ziety/6Xvwne3eJiBV8dwlIDuIPFgmhH3kImQ6WPgrph9Zip2KnHnnrWua8dcl/iUZDT17km9Egv1vE0B/X7MuEOzDwwHbFWqg12vuEq+yucMMWErC95YPYLeo/NAbdEKuPNT5Zz7vhpLe8jW529M630Fve4k6VPrhTT/FOpfNOPc07lfEW757y/+Zpefg3dB+4QrgcZEdPRE9Hz0Z7iBPR3ujl6LXojehAdAh6JDoWuBWdkP6YFkt7R/BGr0nttCaO1ti+BHpQ6asUbu5W0/vlfzAD3U6/ZA/SeR/fzX5lsR8z0Y8asYNzJCzP6D8ARC4pSPuF3UJEa1U6WgfUK3+0AWgUGdHKaBU+ldEV0VXQayAro+ui8q8LZ7xNi+QYp7MtT/8joyXz9Em2eQXeykV+Ddp396Euvazs0hG0/yR891Sa+bAjSWWXoS9R3Lvy1dDpIjMiIj14u7kcuRa5ERmIDEVGImOwRiITUS2aFjkU9UazONKFznNhHlq30LcQ37YX4emQyqdDOp8OGb4Yng5ePhee4XPh2f+Hki6RK2azv/wb1PevI1yReq7FT/pq5Bs/9hKXdkMbx2zI0K6KLvSz2oHsdy21K1LnpB9CQz1vZ0/3Pcn/aHzDA1te781oRN6WaWWbHyu/84lteSftfLu4t2q7iLQA+6alD07TrY9B1tUOdDrjWvsvdIynl318jLt+Z8bYFRoOjYbGMfM9malYpCLTzqwTwRwtRxefygnnvCj2Tc1/r/CWIC5DOyzwHAtVO8A1QrWOfhSuUP3b2tN9T/I/Gt8wzd4yLab5sbidT7zmO2nP28W9VRtFCOMf2jctfXCabn0Msq52oNMZu6nx++cYx+l4fBy7flfGUbsWLHvuWDAcNIKVwargiuCq4JrgOmBVcAOwiemm4DboHcBuYG/wQPAwcCR4FDgQPA6cZPoM4g4EzwEXgEvBK8H+4M3gbeAScAe4S/se/EndI209XfcpDWQj9gp0XrBfz9Nn63Ng+/US5vv1QPCKHtEtfalerdcAEaAWqKNdD3+D3kh7i95MvRNoQawFvQ/5+/SDeivsdr2T+V36KeR16+f1i0j3Ad3AVeA67VvwD+rDtEf1calDAkhF7HnoDP1iKCOUGcqBPStUwPy5oSL9fKg0pIdioURoGVAKLAdW0l4N/9rQemnreaGN9G0GtiJWh96O/O2hXaE9sPeHDjF/f6gNeR2hY8QJ4DRw1klL9EyzT4R6Q5enpSWuOVr6b4QGgKHQCDAGTAA3whqQFvbSzgJyQyPhrHA+04XAfKA4XMZ0GP6BsBGuDBuhoXAVsAJYBRjhNcC68Abam4D54SroJqa3ATuA3eG9TB8IN6GOw+EjxFHgOHDSSUucmWYfDZ8LX5iWlrjkaOm/Eu4P3wRuA1fCd4C7sO+G7zGdrPCE+yvSAR+QLeMq8sJXKmYDcyr8FSUVASAC+CssYCnspRXVTNdU1ELXAfVAA9BYsQX+ZmBnRUvFvoqDQCvQDrRUdAJdwCnqbvjOAxcf5O+r6AOuAteZvlUxCD1cMVoxXjEaEUAq7OFIBpAJ5EgdmQV/ATB3Kh+6CCgFdMbHIgnYyyLL3zFWRlZH1gLrIxthb4YtsTGyFb7twC5gD7AfOBRpi3QAx5B/CHEdxMbICfhOA2eBHqAXkG+r7xTL8Db7JKh33SHosciEtKNaZABvvPBHvcofzZK243+LeqK50fxoITDf0cXRsmgYMBxdjO8GYcCgLntTfBW/RazAtwil1wEbgE2AzGtCuW3ADurd0b3QB4DDQFP0SPRo9Hj0JHCG+lz0AvQl4ApwNNofvRm9Hb0D3HX0PSAZvR3zQCMvlo5Xb4VsIM+xZzt6DuAHSmKBWCRmEUthL41V066J1VLXAfXwLZXXjjVIxBqjl2KNsS20m2M7qVuAfbEt8B+MtTrIBvIce7aj5wB+oCTWHuuMdQGngG6gPXY+dtFpSx9wFbiI9lx3rnsLGASu4xrDsdHYeGw0LoBU2MPxjHhmPCc+CygAMuNzaWfGi+KlcR2IOXo6Ek/wLQOW014Zi8RXA2uBlfH18Y3Umx29nvmPxmxleruDXVLH9wD744dgt0Ur46uBtUBbvCO+kfqYozuY/2jMCaa3O9gldfw0cDZ+CHZPvDd+GbgG9MRv0O6JD8SH4iPAmKOnY+LNPkMD0qRteI0sI9fINwoBac83ih9D2QM7bBhGJVAFrADCxir6JNYA64ANwCamm+iT2GbseAy7H9h7jQPGYUDqI8BR47hxEpC/iJyDvmBcMq4AF3i+fcm4bdwx7gJS3wN4em2mmz7TY2bTzjNnU88x/fCVmB48x6sBi7qWdgOf+3i+mwG92sS7QSiTOC+1fKZDD8rnuHxemxZi8B5hVps1QK1ZB11Pu8FspN5iNkPvBFrkySvQyl9C9pld0ePmqehxPWJ2m+dhXzT7iKv87aDPHORvHeNSW8Ict1KtDCvTgbRzgFnIKwDmmu1WEeqVsfLXjBiQAJY5tsRyYCWw2rHXOvnrgY3AZidO/johf5PYDxwC2hxbogM4Bpxw7NPAWaAH6AUuO3HXrBvWgDU09WuDhK1BD0jI3xkcW/qz7Fwg3y6EPZ/5xXaZnWZN2Gl6xA7j3aoa71mteO9qxTtYK9/XInqrbSjNPPnehvtmV8JfJdP2CpRr5Xtat70K71LVoQK8X10E+uR7Ft+xcuw1SjNPvqfhvtrr4N8g0/amUBHycJ/tJueXi73AAeAw0ETI3xuUvZf6OHDSPgP7HNMXUO6Ifck+IvtrX4Gv375p3wbu2Hfte3Yy4bFvEul6a8IHZIdyEnnAbORJzFG/BeCbXxq+IabjG2JGZqFIyVyAb4v5/LZYgm+LqaI6Jy1ntvhkzvP45riR3xx3yG+Vz254doMQz7787MvClfnpmeVCk//MkvZ3wpWxO+Psw++TCzUHaYDX0Y/CtTD3be3pvif5H43Pn2bPnxZT/Fhc2ROv+U7a83Zxb9VGsTAMGNPSldN01WOQda0AVjljNzV+/xzjOB2Pj+Oa35Vx1L5UPrIgo3ysfGJBUflEQAPSAt5AFpAWyA3kQxcG5geKgcJAGdLz4Q8HjEBloApYEVgVWLN4dWAdsCGwKdAEbAvsCOwG9gIHgG2Bw8AR4ChwPHASvjPAuQf5OwIXgEvAFZledDfQD30zcDtwB7gL3HNsiWTgdtADpDu2D8gG8oDZwBwVV7Q96AdKivYHS4KBYATaQnopUL0kPVizJN1fpXSwdklJsA6oDzYEG4Etjm4O7gy2APuCB4M1wYP+KqWDtQs2BuuA+mAr4lqD7Y5uDnYGu4BTC0aC3cD5BRPBi9B9wFXguj+N/lvw3/JXBgdhD0v41wW7kZZgvJM36l8FPREcRDmZJuiTdSMuOB4cLBcyrQvUMSjLlZ8GztKXCmQsmNAzoXOAWUCBP43+ufDP9VfqRbBLAd2/Tk9FWoLxTl7Mvwp6Qi9COZlOAEX0yboRVzauF5ULppehjiJZrvw0cBb2Bn05sNLfpK+GXgusBzb6t9G/Gf7N/nP6VtjbgV3+m/CfI1S8ytvjvwLdBGxjej+wlT5ZN+LKc/St5bOYPoQ6tspy5T1Ar75Vb3thg962YEzv8Gv6MaANOAGcpp0Lf75+lvb80kzqMiCsH0OZNr+BfEPv8VfBXlHey/w1ei/yemD3OFrW14N6UAdjLyN9TcaWDesog3JVqKcK16/i9dugbyjNPNkOWXYA9pBMl6fq0i/rmvKN6GP6BOqSbR3xayENSJN2yKtPhLJCubTzQ4XU84Fi3IMx6DLkl4XCIQN2ZaiK+Sv8u/WxUBh1hB0t6wuHslgHYhfoSK9i7Br/bthVKD8RMsrPynroN5xrGsyT7ZBl1yG9gelN/t2wUdcDX1uwGzhf3hu8CN0HXAWu68fov6V3AD3BQdjDeluoSe+Fv4dQ8SpvFOUHETuIcjJN0Ie6ZVxoG+whmdaFLv2y3MADXyqQgbmRCZ0DzAIK9GP0z9U7gB69CHYpoOu98PcQKl7lxVC+CLFFKCfTCaCIPtTNuAHYQ0wv06VflpvyjejLgZX6hL4aei2wHtiI+yX9m+HfjPuyFfZ2YBfu1XKkJRjv5O0JVUFPYJ6fZXo/sJU+WbeMW4f0BqYPoY6tstyUL9iwZDS0A9gN7A0dCB1eMhpsCB1x9AGZPz0m2ODPZfqog+Pw7QydBM6EziF9AbgEXJF2qD90k/q2o/uZ/2jMHabvOkB9oXuhZOhe2BM6F04PHly8OuwDshevDh5ckhfOo57j6DyZ/1iMX6YXbFQIz5Z6SQSwwnOQ9hePh0uAAOBfUrPER13r6BrmPxpTx3REYYn0RZbUAw1hq3gw2LpkNLwUqMY4tIYOhGuojzj6gMx/NAbjJ32dChy/Toxfpxq/cC1QB9RLO9QfbqC+7eh+5j8ac0emH6svGeyU44f8xpI7wF1HT8e9J/iS4cYlHtpblrQC7Y6ejs4n+LqAU9Iu31W+p3w/cMLBofK2cDOwE2gpb1uQGd4HHFywHHo59Ei4FWhfMBHuhO7yV4ZPAXg+hvFsC+M5SLubMcgvGw93lwum+8pPwz4b7vZvCLcC7f6m8FXoLv856HP0XwS6HbTLvPIclJnFdF95D+zeMPaccCvQrneET0F36T3QPfRjHwljz6HdzRiZPwB7iOm+Bzb6AbTrE+Gr0F2hcPgqIP0XgW4H7cxbF+4ObWC6b8pe2BK+DtwCBoFhYBQYX9hSIRaOVqQuHEX+KPJHkT+K/FHkjyJ/VOUXba/IKNpfkQnkFN2omFU0UlEAzC3Oqygqrq0oWjxWUVqSX6FXxCoS/5ffbVJmfmZmvRAzX575mvDM/N7MbhGaef494yKe81LOS1qTcImfaj8RklFSsgEdTkkRkmsnS/6b3WQe0qRH+wX9LdKv2IYkVZqQXHHSv0rKlMtSevz03PVckow1rKeB/gIyDw1KO3UjY9ZSJlj/MGsbJQNQjcMGVCAku49kVTlMz1cdxiC/cHiGxG/IRVT5kElIjJNbKIs8Q52UayX/kOuIrE3rU+xEys/I/bQ11jBM2UjZ4W6Rf+uL/2QbYGvbyOuzXDIPaT3kBCqhXeL+G1kD4yfJBvRuh5cIUvxcxqQUs4Z7UrqrWdYg81BAelzv9hyS48BS2WQSmsOYww7zEGRy76RkhKqavCQ5EmjXyLZpfdJ2mbRXMteg/Qbta4zcQjuNdoC5P2Spcfr/jP4C+v+C/lLac5mbSvsztP9E1SBt108YOcTczcpmbqZqGz23kpKhZz5jMllDEeUa5l5Vkrm50k5WT45hnhRKj6cw+SrGoYK5XUKy1vXT3pZ8XY6M9Lif4d2JJr8tR552mDIplsoZyHp8UroWyRhtRNpinDEHWNt/Y+4R2c6Uy4x3MbdNXsWtSTv1ffR0Mj6N8W/IXNco7T1JMkgxpjr5XdlHaaeomdNCOZdyu/LIlni2srZG9msf7QD7tYaeDnrOsF+/ZKlvsEdNvOJs9uUw+3KBkevpX8eW7OLV09W8lXWmFDP3HOVBtvwI7UrG97M99fScUtdl2Wz6z9PDO+K6yjFJOFd8jvVLHimv6jvbc5uROWzh15JYuaJbSnc+Y947OQ5Ps7yu+A3buYG19Tt9l54G1nOdMbeldIdpX6e/lTPqGK+ylVcZUHeBspTxTdLvnqBnOftYlJwgJ9yEHDfKXVK6hihv0pPHmNu0M+k/Rc8v6VlGGaD/nJTuOEeghPerh23bzKuv5XVvcuZ42KM5av5MfkLOZLYnU3rSsqWcUaNmqRyl1BzG35Z2isWYDHpWqnkry3ryVA1yprl2cPRqkpJfbT1b2EE7PflJObuSkrHs3ZTLWKqHo2fSXiMjXaMsVUR7jJE9rGEP7d30X2Wve+kvpOfXzP06Pf2s7ev0VDDyV1JiR+NMYN8TbPlS9uLnbMNNecdTOQ+1fbK/njtSYnxeZ19e50r/Nlso45Oswe/czddZQxvZaOTKzeK9+AhzA5QDnDOXWWefM2JqHGSbDfbiJkcpm/53UdYwcr1zxQnOwwnO57ucGypSjtgsaWPfuMsdQMbUUu6h55OMzOW1chl5iaV6GHPQmV0y9x7nzzYpXUlnl3uOfq5W3n1drW61v3EWDYtnuE4hZ+RxFnHHcA8yvo6Su5znOMd8RF7L3ZH8GWf+Xc58OX+WOzvPXc5qNbaytX1sv5ppuzgaQ4z5Dv3r2fIE7Y/Sf4Q9ukq7k34reYV3to12A0f7ruRg4BWXOftMsXyX4J06wTv+X+hnj7Tvs+wZ3t8N6i7LGKwUcuyxd+rZdFjddzluYr+MwZ7zOuuUkdlqB3Z26efY09fZU1nnCY5VlrRTZ3NUG3mVQ2zbIdZQ7ax0Wc8qzroCytVswx1nx5ayhvX3qp0weYB3s5g7/362pJjxgs8IWed28tUNizqujjp5Byc/BnsF7/gQYxrUTs527lajp/2Y6/d1zkzZr7PqycjIV+hfzj7u445dTc9sPgvUOHdQpjE3n/2Nsac3KFsoJ1izwbsfoZwtZfLA5C3huv9XUqJV1XJ9seW/p55NbMmu5A/Jyiz/spTP3JRmti2fkdVJvv+wbJ6YhavnOu2fRcY7+a8HpFMKz07akIr9TggyTCjuMcV4p7juFL8dOe0cNjsy2CnuOsVXpzjqFDudYqRTXHSKf85hniNvk+KZUwxzilvOYZVTTHKKQ45cYooxTnHFKZY4xQ+n2OAUA5xifVN8b4rjzWF3I6Ob4nJTLG6Kv81hblNMV4qtTXGHKIY2xc1GfizFx6aY2BQHm2Jfc3jXFOMa+TkUy5riV3OY1RSnmmJTI4+aYlBT3GkOa5riS1MsLBwrxY6meNEcRjTFhUYGEcV/5jCfKbYz8pwphjPFbaZYzRSTmeIwU+xlirdMMZYpljLFT6aYyRQnmcNGpnjIyCOiuMcU65jiG1NMYw7HmGIXUyw4HDHFJeawiCn+MMUcpmaIYgsjT5jDEEZuMMX75XB9KZYvxQioOL3I5qV4vFLIBONwd5G1S/F1KaYuxdGl2LkUL5fDyMVSacxV/FuKeUtxbjlsW+TZUnxaiklLcWgp9iyHN0sxZpFhSPFgKQYsxX2lWK8U35ViulIcV4rdSvFaKS4rxWKl+KsUc5XDWaVWDUdAMVQpDirFPuXwTpFxyuGaIj+Q5nBK8bqKCZL8Lg6PlGKQUtxRijWKfFGKKUpxRDnsUGybYoRSXFCKBUrxPznMT4rziTxPiuHJ4XZSrE6KJ4lMTg6HE9mbFG+TYmxSXE0OSxP5mRxmJsXJpBgcFQ8Tr+5wLynWJTXTFKOP4ljiHVS8Sg6jEu+aYlFS/EmKOUlxJjlsSYpTkKtDcSM5rEiKs1AxIbE2xX6keI8U45HDdaRYjshjpJiNHE4jjp7iMVIMRoq7SLEWKb4ixVSkOIocdiLyEilGIsVF5LAQkX/IYR5SnEOKbYi7mWIYUtxCDquQ4hNSOwDnm2IPUrxBijFIcQUpliCHH4jMQIoTSLEBJV/0xCFXSrbm5NO002kvor2I9mJPArIkZRP9a+j/Ju3dkMUp36WdoK3KLqJdxbILIf30l0huadQjyxaz/lWexVKmvEhm1ibYWZI9PZmVInl8uxjzLXnd+7Tvv8E2NNP/OdqLaS+mXaJa68gmypcZgzrv/9wzD/Km06N5zH2RrWJPPeXs12fZ8nXSdl+jncZcwVKv0fN5lv0oPc/QrmDZf8PanmFLKihTGFPKmLWQRbSLaBd7AvTX0y5lDfRTLmZuMXNf8ASlTPkcWxJgpLQXy9MYxKhx2M3azrC2BO1vMVLKhZ4OxihZRlnNmDrWf5L1y5F5MaVXzofUX8r5QDud9iLai2gvTnlV9i71JP0N9B+l/ZK8eupO2j+iPUz7jrRn5LDsaTkf6C9J+Qrr+Uv24jecCbL9q1KvyPkwQ/YiKzUk5Qx5la7U9XI+zPiKnA/Svv+GtJPNqV+T82HGiKw/dUDKGb+i/VNZ/4xB2r+lrWI+RrmYkb9PWSdniGzb/ZuqzanfZHwbbVVqiG0epb+Afp+UMyLsnZ/yV+zvduaeoJxB/wuMjPFad+i/yDqL6VEzQXnGmfsi43fxihc5SuOUr/DqUUZyDs+QkUW0i2gXp16g/x7teaxH+QvZkhW0n6f9Kdbzd1KmzaDNOZ+WxtwX6flT1vY9OUNYwwusYRHtRbQXp/4rxv8t7WzKmSxlss3FbPMa3uVX2dPfMJdtS22n5yXKH1GOMvc9ct7O+A7t46yzm7aa539N+Q36T9C+TPvXnMk/ZmvlPFw8+ZrkBZ/8z7T/Sl6Rsnjy27Sfp5SRRU7ua5RtjG+irWQO5dfpV2WP0T7G2jopf0bPz2hfY4z0L07myzbcn6TNe5c8KHPv/0JG3ud8SK6nR67oxfffkO1RnuQrlPmULMUaFt0/z0iWvc+Rv/8q7QHW+UPaV2kPM5ez+v5P6Pl71oPZqH1afpPSqvitgd+VtCXSIz6ovh/Jq7t4mqfx7M6lTucW0v4mJU8Fxb+nzZMlF+sR/5WS34tdRyl5LipepeS3G9cHaP8HyiwpJ/+M1+JZh2sv/X9KP7+Du8Yo1bnWLyh56iX+gvL9jORp5KRqLU+NBE8IJ39CWUs/v0OJ31Lyu57rZ5SfpKeP8hOUv6L8NMvyfCn5+4z8OP38li14vjT5Y9qqzTPpUSe6PNNz7aTkiajgWZNLnUtspIc9muSZYZKno/e/JeUEzyIEzyIEz/Qmf0rJ78uamzV8mbkcGfEleljW9Rw976H9J7Tvsyy/RSb/N/1vUL7AXHW+sYSSpwqTMUbSc5+nwa6XmctTkUmOv6bG8xo9PId0dTOGJ58ufsvmAa5L8DTVxW/f4quUPFnVeBrjukX5Iv03OcfU2Ttrc/1HSp6daqrOVyjZBtcfsJS6L1HaXYxUZ2Kz6OdJiJttcHNWuHj3NTUPOQNd+ZQ8JXbxjosblKzfpU5BG+nh2YvrXbQ5tpPskeuj9PyIkrVNcma6fk7PFcpPUfLuC979SZ4YJ7/ASH73F/+JspKSJ+eTTzOXNbt4ki84W0SIvbDp/wElf5UQ36efc8D1DXq+TskzE/GXlOpOvUb5OiVPv8X/oGRtgit38o9pf5tyCyVPe4TqlxqTz1O2UnJeiQ+zrFojL1H+kO1RK4s9En9NyRk4SXtStZzj7+H+4OYZr4st1NSew9mrqXOkbbQ5M12XKNlT92fp53mv63uUH6HcTMlzZjfrd7FH2jx6uM9o++nnehGfoU2P4A7g4im0xh3A9Tzb+RQ9vNcern3tu8z9W0qesGmcb27+uuQ6zTvO+t3cqTSu+kn+CiP+nJ6TlBHWqc7xeMdd/J1CfJEeta9yPWrsHd68pc1V7+aO4eLvDq7/RQ9ngqZ27/9JD3ctTfWRu43rb+hXNfyauV+jn/dX44mchzPZrWbjcXq4V2hcLy716xLnsHaRueydmzu/S51MqlNHznaNMy2Fq9vN31Y07jke3lM3V5mHvdP+OyXnsJs7huD+4+FM0zi7NP5u4lG/2nA2apwPk3/uzA28J7jVHH5N2pNq7ZTSz90Aa+EyZ4j0qHm+XtqaGts2Z7bA4+FzSuOzD6sGHqFmYNKZOfJ0d7mTK8+9v+vYeBYLtUv/IWvgU8+jZoKaq1yVk2oWfYst4b6H9XiZK2UEfq5TjWsQnmGuL0iPenardSQ4DpyZGvdGt7o7as26nZkg61d73c/Zd650N/coD+NTudY0zh+Pesa1snc/dWxcN7WcMXz+erhONT5PPVW0qzg+fFq51Vrj3XSrNcVfGN3c8Vxq5aperKZUv0WqJ4Va0fwFxKV+qeSK1j5EmzuVi3fKzd1Y4x10sR433yXc/5YjpvaBIsaouc14198zhrX9H+6+Bjyq6lp7n79JxPB35kzmZP6YGSbJJHMCFBERERERYxoRMcUUESONQJFijIiIiICoFCmNGCMXkVJALsU0pkqRUow0Ui5FRMqlXKQpIlKa0hgopVxKk5m71ntmSORp1ed++PS5H5v9nnfWWvt/n733yczeR/oV+CfQYhZT7NEVc7p8O3A95E6UFGVX0GoyUlHsOcu+R/CtpdoTEtxBKr6vVI4CcXermOkU+/tTjPMqVibyVZCj1RTc+5I9UmHtIWMUUr4H+U3g94CjZypoLxkrJQVztIx7SsE9peDeV/EdqIw5VLF7DlY+cfTnBMarBO64OPpJHN9RxrEyUezawNpGtr8rQV3FUVftmFPiaOV2tFp7H0gw67VjzIljHmxHTuIYtdoxzrRj5G/H94BxjGDtmJ3j9kxhz0dYyyXQUgl7rYheGscsH8cdHce3xnHMle24j+Joi3gF7O1VFsbehL2SwfpBYKyOo2biqP842qsdPSqOO6Idlu34XimOHhsvAI4G2nKsQNqx/mzHPZt4HfELcQFYA9zF+Lft4K8DyyEZD05PPbQuh6V0O3JLPPFntiSswfqZJb8D/iEZ5wIe2/l3I/LkeAZjgp5bxV+VhTzn2khtKElFju8RTqDVhCSa0vgXKU6b818PRCL+GHN+yiZke2f8I/C3gd8GTgW+hbD9EU8EMbwP+4XQ/hRyGZKTkFQAH+K/tFN/l5Sn4/eD0zOgMirxMnPtMeD3gGWw0aHtDsl0SLqB3wEOSft5SDRIHiF8KD4CEgXo43TVCYzxkcjnOsbE95CfrpAgh1o7bBzQ9oRWhiQd2t+DZwC5vZraz0GOksbHAidCci/4k+D1jHTHswS1px6F/CXgDOCz0GYhXT8kSyDxgj8I3gtoW16BeP4MjvaKPw3JH8GXIdRgLjvN6lwnd6KeP0ZNPo06Qc1rw4HfQB2eYy2tU1gyDng95G2IYTz4CcRzBpJvoZ4HQfJr2FMtyar6XcLr2vlbKhWtqXK9ySr/ZYDwSv7rZVI7BUh9TM7hv3TJ1fFTjNwuco5WCFwE3A1tAng3JGvB7wHeB8k14F8HzmFsPwr5W5BUIZWRiL8L5GOBLwIPQe6B5UxIfgI+C/xm8EnAlxDz3yH/JSSvodRvotQPo0TPAM+gvDcATSr12aT2EeBfSTJA3UO4JrGRufYXRgf1H+nDeAvwdsiPsU38ZmhfBD4HnM9Px1x70pr2v8HmDg7VTjHL3bXr+EktsYN4Af9dSO7u+AEkOiO3nVyg8Xfr3eMPw+Z14KvAl4FRhHoTNuDcnwl7E96j8q/OtsS/j3q4E9gInM7y9lPQzuTRpt1uQe5pOnqCrr0N/A3wHdY67oM9WtbBvegG5Q5IYmi1xcC/AV9F/HugdSL+Ysi5p6XznS7rPJ5Qihng58CXw/5qcLSI8mPCShrXqQVpLSbJ76HXVWslkHBZ3ovPBvaC3AKOAO4DBmG5nlH5T8TwOORXQ47+qXUFZgPRozQJ2meRh3HIgwGkUIqs3kJYkZgEzqNiRfxt5lxjxH8MHAPtGcj5O+gslUYY5frEHOb8l3DCC5wfdRuXN1ku7pPVDhrZpFMskaL23dfO9Rzlv+MRbgHKwDog98wi9WVGbimaO7wcQ3wJJHWQ9AR2hfxrhPO5NqQtSGU++uF8/tsd1f/j4PnA7wKfhjzIz1yqhfxMZa4VAHcBc4BvA39BNj+i9QuPYxMxXtUBHwX+Avgs8HXY3MmzD/coaT7y49SizOOvQl4DXgS+APynwEGM6ivIWzVzRxb4teB2z18HzEV+cpEW36Hv81hNrfk6c3U1JPOAf2J5O9LV/o4UM4A/RD1MBz6J+Lsj7CrEw7/SfF/5NSSIU+MxKreNx8zl6ieMCR6v7tO4n9/nuJHwg3hP4FqMM8ORt3sxVvdk5L9MEh8L7I4UA8jJu4z8d1oqlwnJJ+BPAB2wrINNGSRPATMh2QOtB33ABD4BRH+D5Sm2pJniA8bEeK43HtnkHzn4V6lunmEJVyDPQ5HnbyKH6cjzOfDbgHwycz7/8lNt4D4vOVX+huvf7fZV+RcX96ppPBrHz2FMXoR5PI21yRl/HPBOrE/8WJ/cgBnzL5DfDSyBFjXDd5x0L8+kFOcdjG1cM2tVnkOf5LWNtFbj1lmLe6GMLaW9yE8Zf3Mk7Y2/Bf4ptDuhfQCSMLSPgNNqUO6p7EWcf2SuxYAvot15/Lwu0Q0lakN/eAzynyBXheAHoD3N3PE4JL9EWSpRugvgCvgjiGE0wqKu2vuhp30L8ncgqQQ/Bh5FbC9B8jH3NJV/nehI8JrzA/U1vjeVH7E2sY3l/Bd76s8Ktzv/nlm8yr8Zk07xmE+SR3GXPczjhoKRhOdr0mIs4tWRVMO1p7ym8q+AXmNL5RjXgPizxvdsRaKKuaOAkb8Lk2ocTuAE5PMG5LMRcdahly5EusMh+S5wL/AeRtyJp3huIpwCfAx4CPghWp9/EafGJ0OCOS6uIU4ZklsxszwH7gPuAb4Km9PgY4G2/UvAFeirMmIu4ThV9MP4d7CW+wvumj1ce+qPGfk7VjEdfalIrYL9TNgPRQ0/Chs/MAAJn/P2vIpeHbdX+M8DDwN/ixXsFGiHQDIIiJUtrw9JixLJn4KPQWw8Ypxq5zXtq0oDcBlyOI3z1s4zSJH837Dn2F5tnwHttcDBkLyFUGsR8yn0nO9grLuXucotcq9cgzphSZ7yHu4RWzsfefsEeBw4DUgxSI8pdL9Ldyu8XlqW+A/0roXoXc3o+f8G5FFuvv3MwuOeMkP5DfexxBPM1T+hvx1grn0L2p2MiQeh/QOjrY1HUBsSauMwo7IdLeLi1VG8DO1ut/Iq3CMzcL88xaOchvVMcoVzJywXA/8GtFc4H0MbBZ8BPgha7pm/Rh/7La8QKP4M8HPgy4HD2D7ZS7+BXMmQ3Artc+A+INZR6KVb0Eu3oJdu0Wz7l4DcSx+I/x5I62HJj1WrP86/wH8AK88BWHk+wCtDal/qq5KTv5miHngFOK91ndop9BDuq8+3/xCWVzHyt5yisL0G8uGw/B36cB1sYOngZ5xrYPMq29CTbDokaznORF9C0Z4HDAO/AXwB+F3GuA/2q9DuhSxpex5300igA/GkgacDM4DlyPM58LHAicAngdcDC2EzBfzbwCzEZsfjBfYCPgu8AvgY8GngMuAQ4AOI7TmMAHim0+x+az8JngeegKQH+EZgAyR26YZD0gpEz9fwVIh7sCmOp1qtL/AXwNdxt/JfJJoSvSH5EJLd4NvA9yIsQrXjSZb7GElCwAJIBoL3AbdHAPsO/QnwDUhuR1vsQz7HomXf5/KmGbDh0cDJ6wcxnb/XJv4ELFHbaV9D/JjBeS1BkrXoLZ8inl9B0h33uwnJu+BPAPFE75gH+TxIvgfk1UtRclWAMto5caA20vAsn8Z/Iy3S/sBpcSq02ukOXgG+H7nlmr/G8Xvgv6H3vou0VkP7e6C9ttGA3TCnvIc596/Ac7hTdOA9qKtHGNs+RrugTdsw7iVuhJb7xqttH4A7oR0KbTGeTx8B8pN+NcdA+AnwD5Dz72OzORRJPhK8J4VHgw85lLSG7ek5ke/EQ4inO2J4D9r5wC3As/y0Iv2AZ3YxQIzmsx5EvkgTou/hi17qe/Qzn+W+u/ru7XuAmVD1rnoPIfQsPYv4VfpVQjNdpovfvCHknt/vSTNcen368U5nSKxP+gXka5PXz3qp76Iv5J1l/0j+Wfs3OvEtnWwaLrHb8Q/T/DL5+SK7f5ZH0Xc3+X2dPh/sdG26xHNcNDP2bU7WXar+/hX12NlfWo+t/2fqca6IS+mSLvmkHKmfNFgaIY2SyqTp0jxpqbRaekPaJu2U9kmHpeNSq3ReluUMOVMOyvnyAHmoXCiPkcfLk+QKeba8UF4qL5fXyLXyZnm7vFs+IB+Rm+UzcpviUHooHiWi9FEGKcOVYmWsUqZMpTXJXGWRskxZqaxX6pWtyg5lr3JIOaa0KOdUoXZRDTWgRtX+6hB1pDpaHaeWq9PVWeoCdYlao65WN6qb1AZ1l7pfbVJPqKfVCxqNRpqphTVLG6gN04q0Em2CNkWr1OZoz2hV2gptnVanbdEatT3aQe2odlI7q8XpiVq2yq2pVoU1k9g4q8yqtKYRm27NsGZb8y5q5xAbYs2y5loLifUn/TxrNrGR1hxrgVUKbSXrhcrhrGesJdYya7m1ylonFPtqbbTqrc2k51QmWdOsumR8Cq5rrMXWBquG9Kut9Vat9Ya1xWqwdli7SYKrtc86aDVZx6xmIcf2xg7EDltNxHbELljC2k9sa2x7bKe1l1h97ESsxdpBbH2sNvZGrIHYXGuztc1qpJw2xJbHVsU2EttKqW6w6lgb28ThiY2NLePUSVsXW83hiW2k0FQGYsmcEdtEobdbO4k1Wrs4bmKcSzss6yhuYtugp1xRPS3iUhCrsmqsPZxn1FEjwi6yllKJU2F3WnuIUTjrgEVjbEfJrePWSeuQdYTYCauF9GeItVpnrQsFglhbAYdnbbxALehS0EPIBRkFOuV7N7FuBYZ1zmoj1qMgk9MmpheYnDYxo8BTELTWEPMVhLn9iQUKIgX50OYUdON2Ixam0FFoIwWOgoBVgZiDFHchwmYWdLGGEjOtZmqzMRyzdYRKVJhMdxu0ekEG1eSAZK42WPm2NtZmyXauYmdi51O5KshButHYkdhxTte6wO1vpxvbHdvH6VpnrPNWnNOlPJXGtiVjHhV7w46ZS5UsEcVOLEgxU6nsmLm+UKJ8rkuU16KaPk0sWtDHOmqdsMNySyBsjt2CFNbHLXxR23BRu+miduPFmlydjLmOejrHHKb7Ykky3RXWAmiD1D9mJXM1xZoObcCaYJVzzBRviTUO5W20iqzRdnkp5ZHJdAdaQ5JhLat/MuawFU2ma1qBZIm6WQax/IJ+1EpdkmGPWILDxk5STZ/jsLHzBfmxFrorzsZaYxdix6hfyVZ6bH/sELEeVmZsV4x7tm6ZsYbYDu51VrBAjW2lsMIKFzhi9cRkSrUttv6idiW0Uas5tox7rBWwjsQWEQtaObGa2FxiYcsXWxKbgd4esTbEphI7anmsVbEyYk2xXVZ1bCyxQ7EGa3GsmNgB0h6ODcedEiaLQcQCViQWjfVJxhyIRRBzNGbEPMQiVn6sS4zuDyvHsmLHYw777s4flbf6f73PfIxrghCu+1z3ia7uNndCdDO3mn8SuvlpVo4YwSstWe1YXVGL/WNfLCqtAdZgaxiNrsXWGKuU2x7jcDmNxLafmfSXyuaQX0B+UZJf+nlp0rOrTvoV5Fcn/fqkryX/Rqfrli/wDZf4VP5S+dqRzEfqmvK7ye9LXg928k1Jfyzpm5Oe42slf5b8Bauc+lF5gYN8RlJOadFoV05jT8c1cImPfNZfrL/O9ZrMO907tu+X9AOTnuMZkqyfWrssBcOTZUrFNYDvSSGbaSa1ttnbjPJ6WAzufNIaVseyfr/+bVo5P6g/LK7QH9PniG76Fv3nQtff1z8QmU7FqYksp8uZKXzOiDNbBJxXOQeIoPNm50gRdt7lLBUR5yznYyLH+ZRzoYg6X3TWiHzny86VwnL+u3OD6ON8zVkr+jnfde4Q/Z3vOd8XA5x/dP5JXOP8i/OvYrAhG6q43kgz0sQw4ybjJnGjcZdxlxhujDPuFjcZFUaFuNl41HhUjDSeMp4StxjPGs+KQmONsUbcarxmvCaKjLeMt8TXjZ8bPxfFxjvGdnGb8Utjp7jdOGj8l7jDaDaaxZ1Gi/GpKDFOGafEWJfX5RV3uXq5gqLUFXaFxTjXta5rxd2u0a47xHjXZNd3xARXheshcb/rEdcjYrJrtutxMcU137VATHW94KoW01y1rlox3f2y+2XxoPsV9yuigk+rE/yN9ACZ7rTUPRY99k98s7hBzKO7dolYJpYLfirZKOrFVtEo9ogD4og4Lk6K0+KcaJNkWht2kwzJIwVpfWhJ/aVB0lBaIxZJo6Wx0nhpojSF1oozpNm0XnxGWiItk5ZLq6R10kapXtpMa8dGaZe0VzpA68ej0gmpRTojnZfiPA7klefRuJY3ATg1r+KipDiP5sy8kXk03ueNyStNStS8UrJlCyVvUt60vDKSjCTNVLJQ8kp6R/JGkYQsevsQi5lHI32enkczXV5Gni7k6Nk8Gt3zRB6NdNHm6FmWRGmmizZRbbCklXBftAmhaDbOy8/rRxgBz8ij0TPPgTgD4JFONv3A+0GeD5t8pBvhdAkzEMoB5DyYnC6hnYfWi/k0YW+yfbQU9hlsHy2GvYPt8wTsBfJ8gdqSsRa4Hria0S5ptBq4FKksAlKonCNRWs1GW6MzUeqKf3CPqvZITmN4u+hKY/hO0d3cY7YK/lYyKPcTmsiQJvCvpKP15Dd/ZV76UnbbyDeS30WeZuPoAfjONkrS43PwmFCjhz/HH/0C/eXwJ4SaU23zYPNFebrQRVQMpZqdSndnjaB2ze6X3S93Efml5KvxaQVJPdme3MXkq3JrwFfm0ro1d1m2yi53IvkpYLR6yp0TaWWXW547FdeKXGr5yKHIodxp5AeSr8QnWj1EGiONuRPJD8qdAj49t4himBCpZZfbhfxIsEySjorUsMvNyB2C6/DcAPqSZErUlyabP0Nfkqj/4LeScrW8kd8SKI0RdwiRM+dzvfwF+s/zypeyo+fiHHqOzllKvvoL7aWc1f/Uq5+juxxeI+9IfQ7UXZR3EZligBgjKsRS6im7RbPkkGgEyt6W3Uh+V3ZjOJ69N/tA9uHso8ROZLdk07MSf8o+HD5KMnK2lK7ns+M5NCbTp8bslnAjhSWXfYbD05XDnLgYdh2FXUe4Mbs+ezNdOT1a/1OKe7N3hZ/J3ht+hnBJ9rLs5XRdlU2WpN1Mdps5Z+EpsDwQnpJyqTyHiyjdIkLWj6frAf4ELaUStrLXhWkBy6llD6XrZv5EWspFdn24G33uRkjp4rqckbSc/qrQ6ex1odOElGdcZzNS71Sony6j3lptviks86fUZ4vRZxtN/MZYmibN4bdbSWOpnkXvXV+Zl76U3V7yNLL1Pkz+6Bfbe2m+6N3yOf7MF+j/372S4t4LF2US1agcCUQikfxIv8jAYGlkSGQ4Ro7J1AoCrXAbWUnmHiFp27SdGDXGiTuFCI/8yrz8peyKyVNPCJeSnyCUcDl8Sq9eYq9FDCGFp36Or/gC/eXwM4WDruwlz6yL8t6iUEwSC8UasZ3We220vhtE67kZtH6rp/Vai9xFjsoj5XJ5gbxabpCb5AuKqQxUSpRKpUqpU/YoJ9V0NUcdQfW2MLw4XBVYyi5cE14ZXhPeAF4XoJWHLQlUsAtvCNeFN4W3gm8P0MojPCs8N7wwMIYdaavYGnxNgNaA/DkwIOXClYiJ2cLAANJyqpkpl0yH2YZAph3Wfz7lwgPDQ8KTwAr950lLqfoPpxzHRNbMVvoP2yXyb0u50IWwCOczC2f4t5G2MjzLvyrlwqPCJeFxYGX+VaQto3TmpVx4GqyJhfb550Fb6J+YcmEdYZlN8k8kLcXlH5FyoQWhRaRlVu3neh5OYXNSjsKa4VFg+f4c0lIJ/ekpx7akJRYq9afbWt/JlAutCDWFh4PV+k6SNj8sfHt8e8L9GENdYM3M59tD2kjomK/OVxfOZwy2ULoBsLivTsih1rDuq/JVhU3G4N5wgOIiFqr20ZNdqDl01lfpqww7GIP1YUFxEQvN9FVy2NAiXwlZlLALLQ1VU36IBdf5SkjbFJrqG0j2A9mFKkIzQ0uZBZ/xDSTt7tA+nxk66DPZhcZQbTUxC07x0Uo6tCP0hvdCaLf3ArvQgFB5qIFZsIjHodAboS3eppQLeoJB0jKzvLT6D60P1XobUo5tQ2DBbt4G1npXd7jgEqrLWma9Tntp5R2q9i7ocKRbTfbMar0LoC3vcMHRwbGhFcx6bfLSs05ogXdkhwv2Dw4KjWHWq8ZLo1Oo1BvtcEEj6AlNYNZrljdK2mJvlw4XCoeioT5gA7xdhOxp6ex6Hep1JDQAbIiHRmTP3s6u19Ze24P1YAEPraY99Z1dr5W91gSXgQlPPWmXdXaBfb3agpAFjnmWYR7lVaDA2P4+PT+IrJysHH6LXVp52mzhSD1F+Cq+Mi9/KbuZ5Gmd56M1oW+RUHxL4VN69RJ7yVf9OX7FF+gvh6c1IV3ZS8aaDnlwJT5fQyvCxfRE3yAOiTNSBj21D5PG0ci+VNpAT+NN0jm5h5wvj5AnyLPkZXKtvFM+SqO7ofRRCpWJyhylRqlXdivHlbhqqv3VYnWSOk9doW5S96rNmqz5tIHaaG2qtlBbpW3R9mvUgwJHAycCLeYSc0ngTOA8X21HmuOBk4HTZqVZGTgXaOOr7UjTHGg1S20XOJtiZqkdmznUdhTr0JQjzaHAETNiu8DxFDNpzRvYFzhodrFdYHeKmdT3A42BXe7TtgvUp5ib1n6BDYE690HbBWpSzH2QNCsCq93bbBdYn2JuGvsDywLPuNfYLrA8xdz07BVYGFjsXmS7QCTF3PTUHZjpP+GebrtAlxRz05NZYGJgirvEdoHpKeamsS8wLlDmHmy7QEmKuQeTpti/3B10BwNjyJcysx1pRvjnuh1uR6CI/FBmtiON6W/NbMlsCQTIR5jZjjQ9Ar7M/Zn7A5nkuzCzHWnS/XrmlkC3zC2ZW/yTGG0nZP8F3/nMVQGRuSpzlb+Y0XakafFvzFzoP5O5kLA/o+1Ic8RflTnVfzxzKqHJaDvS7POXZ462na8lxTJHk2abvzFzoO38wRTLpLHfX5fpSzn/pg5OmtWZcsr5V3Rw0ixxNaecf14HF7Jrr3+Wa6/t/HM7OGk2dTh/cQcnzYoO5+/fwSmdgd7D3qOuea55/iHeFr7ajjRR7xF/H9ck1yT/AO9pvtqO1sZN3mOuYtt5m1PMRU8i3hMUR3/bec+kmKs/aU5SHKbtvIdSzGXasRlx23mbU8yI01i4xXvCOG4777wUM46TZp13uLHbdt5JKWbsJk2Vd4dRbzvv7hQzaOz3zfFuM2ps561PMaOGNFM8Z405xhxvHflNzGxHmhLPYWOiMdG7nvwKZrajXM/wFhmFRqF3Nvl5zGxHmmnefkYfo4+3kvwkZraj2DI80w3Dpxv0z9NoXPxHYeKeEucFn+q84Lzg2cBoO9Kc9jqcR73nnEedRz1LGW1HmmOeFudOb7Nzp3OnZwaj7UhzwLPdWWs7T2GKOWtJs90bcC6znWdOijlp7vN2cc5KOW+PDk5zZptzQsp5znVw0jQ7R6Scp6mDC9mZ7zngzLed53CKOfNJ06PDUUkv8s882/5MWFnRrDx6huU5+VQW9gmKIjGL3xOLvxRLRstFL9h74vT8SM9pxDVPi16r13rOAM8z0jXuVfVaWmNwSmnmVHMqpTTDnEHxP2o+SvP9fHM+5eAp8ymhmk+bTwvN/L75fZrzZfo82ZxM1g+aD5L1Q+ZDZP2sSfOu4HfcBvHXa51/X0U9RvGs8Kz2rMfT4M9QphfNFynsK+YrJFlnruMSyeMVi0NJcd7nnVGY9BHyo5LXy+VLktdxnWRlnfiky5jWNPKVnT7P6nSde4lPlXVUJ/5VlLuz71zuqn9ZufuYi80qcjXmSnONucGsI9xkboVsu7nT3EO4n/CQecQ8bp40T5M7Z7YRI58lZ6Vndcsysjx0Tc8KkpMhk+HouUqEL34T2l1oek9dF1fohu4SV+pu3SO66n49JHrqvfWIyNRz9Bxh6gX610SWfpV+tQjo1+iDREi/Th8ieutD9RtEtn6LXihy9a/rxSJPH6XfLmL6GH2iKMD3qkPNdPNKcZPZ1ewmbjF7mD3FrabTzBRfN7NMv7jd7GUGRYlJD2BirJlnFoi7zL7m18R48ypzgLjXvMYcJO4zB5vXiW/ReukGcb853LxJTDZvNkeKb5u3mt8UD3zm77P8q1KJ/m/BHVcnokKkt14efwXdf1eMuuzxRd3DyI10F7vH0LWU/AR3uXuqu8I90z3HvYD8HFpzLXVXu1e4VxOud9fCv+He4m5w76Aru93k99FKr8lNT3vURj3w6z2n7hSSnqlnCln36j6h6PSITS2erWcLh95f7y/S9IH6QJGuX6sPpj5wvX499YFh+jCRod+qF1FPuE2/TXTXR+t3iB76t/RyoZsZZoYwzO5md+EydVMXmabbNIXbDJgBkWWGzJDwmH3MPsJr9jf7C595tTlQ+M1rzWtFL3OIOUQEzWHmjSJkjjBHiN7mLWahiJjjzLtFDtqRx3WBcT1HSIqq8K/hM+Qu4kkh0kYkfZB8UfJ6ufzo5HVsJ9n4TnziZU4v5aeQn97p84xO19mX+FS5izrxr6IOOvvOdbDkX1buOUaDsYPcbmOfcZBck3HMaCZZE/lW46xxwSVcDmJNrgyj2aWzzmUaZ10BV8SVT9p+roGuIa7hxApdo1wlZDOEQp11jUs5iqfBVeaaRDjNVema5Zpr7HYtdC12VdHnGtdK10pKkUOvcW2gPOwjSR3FQMw5m1bPW0m3naQ7mVHsNa49xPe7DpH2iOs4rWFPOmeT/LTrHEnHufaQ7X7Xfv4WnfAsxdbmGmgcI3+W0h1CFgNphZ/Oa1UaYy/vWH2jfhON1Txi52PEtjBi98GI3Q8j9o0YsUdixC7CiF2MEXsURuwxGLHvwoj9TYzY4zBi34sReyJG7HKM2JMwYk/BiD0VI/Y0jNjT/7+bgSQpQ9qNGWeriAkhz/kK/EHyTZc9vqi+Sd9Kfru+U99DuF3frx8if0Q/TvKT9Pk0uUP6Ob3NKZNPd3ZzGk6PM+jMIWfpm5z99a3OQSSXyQ3VD1Hb9roMs88IfST1Ap6DemAO0jEHOTEHuTAHuTEHmZiDsjAHeTAH+TAH+TEHBTAH9cIcFMQcFMYc1BtzUARzUA7moFzMQXn/Z+fOjtMreK/jBGUzo2girFJ4Z2wVc5E65wInXNinWvzvz7NQJjkGEu4W2J/m4N1Ecd7TLl53NJJ8IWtVB7TvarzbNo5d+jlso/bhs7YpFNnIE/HujbDjFJ/kC/l+tpcXszyt0SFwFnyAz3/XRvKZufykp3yQ9hDZ47wVaYq6TCTPWHFoWjHhBLZXtqfNS52SQza8q+RR5uqVWhaH5dhI/pSQujzG7zvp8jGn7ihhSdqdif9kG94bpv4u0YPzz1yOJX7KbzLgcxkcZ8XHhLnqD0nSwDbKp46b+azzRB9OS+X9Ws/YYdu7AnlV04w62YTTQNK5NpSFvFNImYT9QvtxVsI0LjvJGyBv4DzzaaHqLdgx3lW5C/vH+G0is3iHvPYu5IPltZCPYTnv9Cb54yhRHmEj712nEnE898M+loznuwhr7/ceSvwG+eLeby2KN8qUY8fs+8qL2JXKe4CreYetuob3MUpTFC/kGSTpoTxC9lcmeHfxOt6dKF/HJ4CoMyB/kOVaH95t6MBZYxRKhmQ0S7hupXVKEPJsrlve2+l4PfEO+GzwxxHzPsTcSi2Vzntd0q5OLAfvBU4ldfye99g7qjhO4tXgVAp1u/o7ji2Zloy8fcrnufMZlMoY9e/cglwnUjf5I+Kf8m5zZR/3VbFf/gXahWJQ6/FOjlfAI9z/1Qjvz1QP8X5ytQXvGjkESSHvOtby4p8QDlI+QLvQrKGuV1uI/wm5ekd7mfjziZeQq4WoAcqD403ekeuo5J08ahvv5nU8x3tu1TbuJ+r9vL86bSZa52O+C5SZfBqIWC/xLt8a5vIpHgHsU0Lkv3Dqopi1ygPcsuqVLFdf4Df3qL8Dr+fUtSzm1PpXEX6Dd3erc3nPpJoHm7nYX13Kpw8oCxHzYu5vihe8iOtQXqvOJWxHfso4RbkUuzqDvI9OOsv1RhJ+U9G1LJFjvI9LXuzgffutdpxce/JveO83IfO1ODPlWsQ5FXF+hF2gD8D+Pd4RrYzh2JTbcPLCGJyNspnPLFA2g1/Lu0CVD9r4HIrJfCK/egxhb+baE+dQM1dzjYljiH8Dl1EsA9/JZRRzwZ9BGT/iMoqNkGzj0snTUK5WuxScZ8XL+ScsR/3zjt+VSKUv51zsZe54jk/AcazDfq3k2UM4b+iaRJlIvrFJXIO3d+Cukc6y3H5bj1yN93DgRCTJPqmwCWN7E8I2QV6SGAQsA+7Azjrmo2yEjX2aFc50k6ogr7I53oThtOMBzrcRNvOhfQ5p7YLE2ektI19LrGTk90bYb+uhXGEnM+Q4LU7KRagi2BfxqR+k5Rw6IZ+X1HIMJXhLzSTEM4tjEDg7zH4LEUnKIInyrMES+30hygf2+M/pOuyzw7bbswBjl8cwa9jliiNvH/MuYs0+lawbp2u/7UbSsLvYrmeV3/9hv4eJSsp8BlLEiVoOlCstHRxnq6lIMfk+oV2wx/lTyj5oI0CceKUWIp5B4OuB7yRTOcCjASRtQPss1KnJGbkW/ElCWsGDP0HYA3PNWWUsbJYDn8WMz7v31yh8Xslm7i32W82kRnvegXwhelEN9/NEC3ZTV0E7BrPVdoXPudDxLrRa5gIng5BlMe44tnkB2MbvNlOvorWDpK4Ef0pSKayl3I3etRT9ls9b2ZfgU2ZKuUTSqQTdWVqTchOj4FOBauQ5sOcTHyxuZbk1cb3gN68EYD8c9tmwrKS6mqLwLLCC0yVeAf5nSt2DPNyB/GwF/yHyU4T81HF+tI+R7sfJdIsgz6eyZHCKpLVTGQZ5T4r5O0jrB0jrO0jrB3hnWI1cApsB/C4BzKQPA7vw6kK7UeLzOP4mt2J1NB73NfXAxCZeoSmrMMM+ifeynAH/VJ5GNobMe9TXYaZulX4rkiemqRk8b2pl/LYV7V2OUysTCdhPJstG3u2sNLONwGmkWhnVoqTN5b3xjht5vUc2XK7FHD/J6V5zRMVoxLAW2rug3YYUaQXleJhnDccS7ieOVxWqH8cmvC3GoDZhexn2pZwi10zaFTz7pF3H/ZP4K+DdKVQD3YuEuLMMtqewGdzTmDsalP9GDNx2n/CoTrl6AjHn8El/3Pe013g2l0slPpfncbahensBsT2Eusrmvs3lojk0QvY7YN/KMSh/xHz9E57pyJLP0KliS+Vp7r3qJM4bxUZ3lro7adMTcuJqNp/cod7G9wvxbzDnmlc/5DOkqC0cnCLupiBy+yFs2mDzE+T8Fm5xeRtrtT5cJ9o5rEwM+R7UQ0/UA7Tqr5DnUuZYuxocD9nwOSOtyZZ9GPXJs2ozQq3k+5GQZkZVhk057vd3MYO/Gf8B4Vvgz0nXkbZe4vN6Ygqv8dJZq3wEPk3injwSNTxNeQErCj6T7n62p5ipZVUvJL+SfsR1pfAK5xOWSM/LXVEP3D9dLNHKOAbtNebqTajh8Qj7d4S9CS3+d5p/qLZVPt9hMPL5NsacSm5f+SDs53Lq8pt4D+Ip2AzjmlcGc+tQ3vjMkSZtE5eFU6F4+A1GL+IMprf5HpfXcovI7+GeOoiwaZD/ESevpSl8Ass6bhclnZ+qlGmokxA/I1BdVXE9oCfI3Dq0muqJ8oYoVC5q9RTXqnIn16HaEzW5imtSjnO5aG32P9VdeTiU3fufzTayjiVjjywxPDNoqJTIGmONkpLs6zBZWxkRlZKIIrtSIaLotVVUtlRSlCRblkRpEZHf8xwt3n59v9/3+8f7e6/fNZfPnHOf+7mf+5xzn89zn2eu60B6VARyFS7Qi3jEB7gXZUgr4idWGvgzB/xRBZEpBvx0QuRYLSC3A35+BX76IH7Ca2kBs8HO7g3AEoCVyDnCYK+3Efk/SfNeaB1kZ4dkm/AqiwCYBrAV6McjO0H0MIKYYkQTDY/hfOtCGWArRgXIm0B5P7JbxCQg+E0TKbeiZ4G1FNBqCiRNQDIMdEyBNVNEgliDMQEgkCCnccGacF46n4Z2Q56hyJlBsBw5EYBnHjAMcoocigegDECBb+VbQOcw0GkBOi1ADsrziUATKQvMQ0ACgb5DQP4B6COIAndBAX3UNwn4Re+rB0Dk1zrKXD4ot4DWnQAh0It0gFUAx0FfngD/3UCZAeTAPoYdSIB9zCpQzkVOw0RaYVywIwbKV0A5GCAN4AZgUwoZJbDSUcjuBpY/AHMHrCHxA1+7DrQeBBIfUAbRgqxZGMG8IJwPl0HOgMQtjMcQxLEC5AU6YAQw4P3Dgj/IioPRBrkLehTca6EXOgCLAN4COAquCgdzutDfnSDSnoCrwDhgnoH7CgFUB2gFRhVEJsjWUAjHohSQ7AieOyAB/30NhWRZcCsSyQpArvBNDtbCHLAM3jag5r0ABgJNW2CnHkj2A9QFV7WDMhHomAIkAjk4Lxd8kG8UETkVWgBk7CjiDYhJrGLlWBFtFD3FhWbDZDKJhbDoAgZOiTkhDlYWJW4shsiCgpxY8UqsaByaScWgcZnWkCWkvEgili0RLgYncsjHHLUTpng6ygfligqE/9YiH0h6kTGcQMzr+6s3jV+FDraPcrq42+LYokWeZjIFIyEmrg5iYi9lYjFoDIaAnKR6JzR8JTqI6MkADt+BuH54i2aB/QoBbmI34VgJmE3WZALEh1TYCXg7p10enn7ugXQ/Mi/EjQjZCGxWri6+dD8XsgQkhkjwBEEzT2cGfRfdLVBKj87wpzOcAj3hK6QhSaQdS1j6s93G09eVZB3o5OsvZaG3HpIQ5iKvhLQgKpmqoamhZg9XNRdVoYjSv8UzLogTaeck4MzMLazI8tDyhaqEn56nv4crQ2qDtb6UvjVtlYEGRZOkRqVSSZrrqSvJyyGZhR6J/bZH1q6MYE9nV4iJXrZ4hNEsKCwTzYOC5XgME41GFXLKiOY3xSgIrOyv89jGelAhaP0h/vy0C+qYHVmFBtfwXAV5j7gM9Icvp4u937V9nj57LYWU9ElUJuaTZelQqp3tnFlztsb1QadmdwGM8IbPsYKGmST8cdTl5kM3TFwaNWt6jyqN1kWrXVO6QSyelj/DCvlr9lQR6sPvm+xICejvraOXx68y7OPlvMSIcdgvq8f95OJ5afWYZwUh8YO9PHtPCkfLxIk8uhtwJ+9TsYVyhn2LfTH6biKzHv1FEOM65lcjjCIdYjlxeHsc9ShHRo3bSz/fxy8zTbpeJKbv3vdUyO0GeoWqufyM/eDnd+KvuXGfvPUlBPbdcDnV9eD6vEGrV+0uSQwWXkc5TDQHPCIskDg8pOLcOCGcQHvtJ0pxDJnnlUjiu7W15JmtGB4OEEPiMrilkFC4gIz656dWBv74Nzpfgr+UKhXXaZTyQDaIgiTODNoIGWcaZupH63kEBvqvUlV1Zvio+H6fJxVnuq+qv7cnIlX1Z9BdgpwDd6n+mEZkFsEkwlGpAqtAm1nZ4YXJwsIGbwJNIRPI6HsdwkSv+XaDkJCQ393AlfFvLAdCBMTf5bglEP67SSz7LwsSi0RJylbU84kcoyMDFlruibI36MdrdHq0zimbxSrnb1lLwXu1zDoI41Ig87b5JdlRL5bfwq1in6INoEtf+Om50l5qq+j7Kwa1mXuaC4WWtu5ZOyFSYFZSFESxkmVJju80eja84Uu8k9CW7fdKlDYlZVg53LwBybONPzGVDyutmzLR4BIxyyHffv6IuCxOnkNdh9qabiR2OOiw3tlORZuyfKqPQHpDqE+5yMVDoTlUlxp0wli3zgFHPl6bRBb7ZwdKFTbyp6szj6gq7KDyvnMntjN3dfVQvvSo5fTraEhXUbdSPOjNnUrDaCfnE8kxr0bfFmMuT085zPZE1KnvL7PsFpUcsxqbgWnsDUxjj3/SGFrn1IVxf9uvLWwLj5pfaSzsbyELGUh6YdETF7e7uEpZe7r7wVYXEZkmWZMCkWH2QoiMSiZDlG9VKCLy/4LIvqlj/4X6fySmro1HRrBejg2i2/AsWgOPuRMe1PceGc7lYhHZfGNNh2J3bLmH38aM/VVnqm2itS6809QQeiVe8KXI+zkHNFEh0ePz2eTMpmSjBpnY0i3y6tVJZMM0nlYdDQr168h781xibmlYVXjqOtmU+of0xweG9OIGnk+2vSpye4NbJZ14zu45tkv5jui8klb+ttpNX7uNe2xYEi+p9eTuI58zq7a9L0T2WHfQW8z3/fhj6PC4q2h6ObuY4v6T1ZP7dIM1l7Xv2fuh4npAel3iB2a0BvNcYDVGbcYmOipnec3F2O19Wo5y61OIL66/MogKrbSkYAzHBqYlq3GWQa/4U4NfRyULLMNnEaacvhOTEzwi2363ULGL2CptcNiXaVdElX0xuv1CvWO8eOvTPZAV0syHg6ko1xDS/3V+1CEKUmUhKFEoWpqQmpIbVVNjJ9kZImm4aLmR1NXIK0maLiudSFR1J9eV6hQXF1e4cTEDNvMNN7WVCW1GN1JV1ISErpuewUtCtgsMaA7BHJgJc2C0/n/FgHAww6EMR7EjBD/syCQ4ZiHAgfaLOJAGwSy4iAPX/jUO/Be2A39HeN4Dtv0dBHEpnWnfkRe0rm0Sd3zkcqYGOcKXzNv1lrU/nXYw6mU9cCvXpuLU7o9xjZGEJQG1n2crVVoEd71HedOWX/xQj2ckWmWEmCmeVGAnCz3t8Qu8VD9MEyw5zbKBRjQ2Vi4IG6+NMj/oZzhR09l2xNiTWzHyY151jqh0YXbe2niptI8Z/Nq7twS5TDzLiTpI4cdgvFxC0Oe0UkrHsxWMfQpkKQpr84+4KX/BdEaqyiScmLJznc99PGLJnvjpydyNxzek9Of0jM3Dxl1EDuyg9dU3WdMkv9if4Np6TzZy767hRt0QfkeyXGNxq/VhJ5upW3GM0+9uXxPffzH+IG5VcljhDojJUgUTXu4C4eGd1OSIIF0j/8pzjoA+8BwJcrEnJ5Vd0CJCWHjgySKQ8J+EHD/mhUyClBaIQfYnMVjR6TA7wBPl6ebp7BToKrU+KNCDzvAMDANsBkGaamQKhaylRoHZjPKtSkGq/yTR/icKu8LY4iACudSKn9khJaV7OtjaZ63oE3pL87tR76/JQrwve1YFRhLLVTMpY/MvbunSZB4zUF0advjYpiIp4w9vPQrMNsblVYdtDEg1ZHs2t7znbFDM/Yu7NhzoiOh6Xz25MrfRQf/55ULtlwoeycTzeYxdtu+EEwfmNBIZmU+CHSVC9COjNIUe7NrK8oe7VVzeFU/VZyKcXxMCFfuCVW26BaAtn9vids41NzoakC2uyxMGdKD7DEVehWV3qTTtTIp2/L0sTdYoB5otU2EFC6V8Y4e581Abaec7fe2hAnbUJ4Os9Idbj8pZD+++aDJpcJ+6RjO9LMQhTzg9rpnvuO2amwUcjthH3ylsOzwi9hAPwgwENHoexwJh4a9F9PVbJkHYSpwHh4MjMBriZ+X4tjcRRONYgGE4//0hwyBW5h6SaY/kDif1puxYnU+mn1tT1UmCRH4oCWBwSyTwKGtUELyf0UOt/xOXcRcwd+jYyicPLifMrujFWydtGciFLBa4zBiC6TNTL3N99Lq/zmU/mhlwaCMUBFjMZhGLGUEG0IZFLKb532RyyILRW7D6v/kLg0Zt0Vp7QM7g8mu6TgnlqtdrblW/fOOp145Bb0xXkzr0Cjm/No+QyDkyLXstUsKltxVoq5r+kZ1vm9bvX1lR9jnsqjFjau3o+gNNvUuEPZvz0qRIM5wW9bb3SP0mbVX+Q/lc2dg825cVhzfaTSbppr17PzHeHy2pvqbC9sxba5moFblMsZN9iWzik320z0ezmoYJeSdoDaJtxxlJKwJ8U4mfxd5aP3FvWTbvIH4v+2i1/JUwZ9sN2Zb3pkdyNtt2p2L0N6g6fnhW1M6k+M3mJhEGXnsOXchWrmlQ4uV2PXa662P2DL8ch6tm4rvdkiaVD3tthx+Enlrq0Kgh5Nh9Utz4GKmmUH2D2DivIBG1rVtjq3Rryl2O8Sjuo+a+3ASa9l5FozTGw/c+TTfH/HPsEuz2JcZlihph7afu57jjA/NWviGpCje8YlD5P9BL1rgzp62uxKkJuUpwH+7mfeHygd5q0P5IeCSsHlf26Ityj+Th9AL8F4K8TuHAdO+FAwaVbDsMXXfo0Ip1x2hvSoPDOvHqHL5i4WTJPm6b7sGsL4OGvIUuKfMWQip7a1mkd/clrZf3rDt5PKkxrjNVuojLIe1tdlG0R+QSL1JlsDdK/FThpNCeT0KRstdj7nvlG5JVzzzvD9DuQO3fafiwNaaxYukMNyPuZo72ZYyO17xn6qk+3nzeMqoF+5M6bYjJygbz98R3/hbyUAf8LfZP8DdEhdQhmLE11CAthL/JoKoGIdV/br//n9g7I8unpKfLKGHFXm8Vkd7qvv7bpy1lLApbu5fSZHnGH55/aFoYCEnxvWZ7bJMkaJwoqptQlOIAyT1DeQ/vqR6LZeOZ4salvI1tkWxWkz10dvKDu5jy7J6hGPHRIVpO1k0Z66a4Gf37HA+2X35QrIvLnj7nc9K9Q+G5gXVx9INBBQMV+YJo801WSwawyl+84uMhv0Pvt0BnZ/Y/SS4dlk7e/7mN8J693NrXqkw/PsMIZWLoxiev6JafPPCINcIke/rgeT5DAQ5mxsE3m0K/os+IW7BHoXghgzflL2QMKutJNhmXJULXk0NaUntWR57McsJcFecqmZ1KvYJuXbbRZn6ape6WFOd39r4Ej8j5f8fev90J/4m9eRezNyxBQREpC+QbEQ9FxP2efrOcc53+9vBk8oYVCmWZZOYVmu7a/IGNoOL6/4b1/9LeHR5r3uTDdQ7YDSu7R8oKQ7pawyzN0CUqgQFbfZcQLrXW7DleodLOn33Ud2eFHaaZJkWwON29W6fPrvLy5jNiveLo6ILK0MkjD8ZWo8f7ao7jWRrijPreWgt2m19KGBiK83ocfvNV4iSrahR25MQK2WX+Xz7NDoSeVuGaYuvzr1pKO3vMG89IqsjSSnMn3bbkHt3psE4o5YjUuj42ImW6hWwSTNZWYnA2jPprz0fhCT238E7H3nZUCL+mHTlwW0Npe07t66p9nLp72q0Z0uNQU2Woq8NWtDBegLvtmUDKxzXX3TaXklSHpqOiWyxth8/6J/oUaJm2fwqrvbh0907FiexURXXWEOLORm0JX0nmW867ypX39UoHp8f2Xe3PzQ/UqKDdDpDhlwvmXGN1NMDeQE+gqrS02My9IUN3PjxMOjxdEHIb1uXfTmxIXyb9QG9EaaTyg1GLcnsnJdxUboWRrKP9qO3EuRenzzatoldHyAey8o0HS9emMm/K21wr8dKOzQp2KvPLIpyrvWj4lp8+d5jic+Vrj2XDUZlGt+qz4of4XTDapMtbjlcMSA9eLW5yLgu1YWlfr2JRkFicF3qpNPNUEPFpwiFC0DJVSj67X+bWo8trMycONkk/eS1h3nhm3PjlFNqVHsu5r8Gz4ZXf6PnkVrLiPPftrQ6dZqJZnTOq6etUNgl5NxJy5shMHLyEcecxaDQEL7d/Ll/+/XuTn2+RMyPqkXTtW/xyYMlLFr+ihh34WeMkc0OLWwWRZPD7hTgyTErE2rJC59EzA+0H9F+Jhd9OrtJTsoZcFl2yhGwL2WSuCFdAmaE8Uc4oBooO3nK7oQJRUigbVBjKH665w3InuOSBCsuSC5f9l4vVJsyf7s5w8vcIU/3loYJjwrtJ1nAVnp2s5fPnghgWHUtT73dfYKql+odxK0UWpZeXvnFW4mkusQni8uko39c8BfFS/bnTGYpKnBL30jZO9FyoMQ9ARV6y5z8rlNVfOXvea8VsUc5o77G5ldKU2dbNdSk3pNomiqcV4jxEVvmacfcH8I1R5FsssoPxNL6QINm+rKPjdYHQQMPk9pyQi1z6Rt6cOrakj9XLzz7v4hNMk7kvyKHdFxf3bGX+24fXIjrL2MLUr+xeIf66j0/nvNy0wYlwDa4z67wj/BnO+wfCL9jyfkwv30GVUJS85k4bjbE4VxAjMRd77GXD5SrdodUHSBl3bQ51zj3uVTR7kVi1I7nlVslg/pEsJkYBYmJkf84RK5mJEYRFfCAqj/1jWcDvf5JYFJPboKWLQ5Lz508raPjmP1pYyDzIazaIAic2murqyGu2XyMyows9886qb1uNo+7eWxxEtRhzvl+zMSRWmKsESjpEDvmoiTFPxybwjMoVRqS/2tQn1G9ZG5CgHR3+pkW7yvqu4ugfpiiR2plG52WbD4ZhE+8QXMOJL8KK0n1x25S6pe4wKtKUJdSJn02OXy+qyS9+Y80pmnL1mFxHwH6u61vlr92tFBPOG3zfVH6280ibwHXf4j8OVZyfTWmv6phMeLR8qtzYhD38kdmQ/fo2u2Tc7eMnWOwtNUltbVTRrydiBm7FjQoWSSnGQu88eKqbAo95yY4+NTs39h67RaOvLWjkqV3qakV3L8bgyGrr/KM8E5bPtZP7uM5/Tmgw1ztkxW63ulIq+KtJ1JBEn79hOW/S0j1NS8K8T86OzVwkOWraMf8HJf0ykg0KZW5kc3RyZWFtDQplbmRvYmoNCjE5IDAgb2JqDQo8PC9UeXBlL1hSZWYvU2l6ZSAxOS9XWyAxIDQgMl0gL1Jvb3QgMSAwIFIvSW5mbyA5IDAgUi9JRFs8NUQyNDU1Njg4M0VDQUE0MUIwMzQ3QTZGMDMyMUE0MEM+PDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPl0gL0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNzg+Pg0Kc3RyZWFtDQp4nGNgAIL//xmBpCADA4iqhVBbwRTjYTDF9AhMMXeBKZZKCLUOQj0GygM1CDAwQShmCMUCoRghFFQJK1AD6wmwPnYPMMWpycAAABqrCWINCmVuZHN0cmVhbQ0KZW5kb2JqDQp4cmVmDQowIDIwDQowMDAwMDAwMDEwIDY1NTM1IGYNCjAwMDAwMDAwMTcgMDAwMDAgbg0KMDAwMDAwMDEyNSAwMDAwMCBuDQowMDAwMDAwMTgxIDAwMDAwIG4NCjAwMDAwMDA0NTEgMDAwMDAgbg0KMDAwMDAwMDczOCAwMDAwMCBuDQowMDAwMDAwOTA2IDAwMDAwIG4NCjAwMDAwMDExNDUgMDAwMDAgbg0KMDAwMDAwMTE5OCAwMDAwMCBuDQowMDAwMDAxMjUxIDAwMDAwIG4NCjAwMDAwMDAwMTEgNjU1MzUgZg0KMDAwMDAwMDAxMiA2NTUzNSBmDQowMDAwMDAwMDEzIDY1NTM1IGYNCjAwMDAwMDAwMTQgNjU1MzUgZg0KMDAwMDAwMDAxNSA2NTUzNSBmDQowMDAwMDAwMDE2IDY1NTM1IGYNCjAwMDAwMDAwMDAgNjU1MzUgZg0KMDAwMDAwMTg2NCAwMDAwMCBuDQowMDAwMDAyMzQ1IDAwMDAwIG4NCjAwMDAxNDkxMTMgMDAwMDAgbg0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dID4+DQpzdGFydHhyZWYNCjE0OTM5MA0KJSVFT0YNCnhyZWYNCjAgMA0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dIC9QcmV2IDE0OTM5MC9YUmVmU3RtIDE0OTExMz4+DQpzdGFydHhyZWYNCjE0OTk0Nw0KJSVFT0Y= + + + ANG987654321 + 50 + + + PR12345678 + Project reference + + + + + 68 + [Deliver to party name] + + 98765 + [Deliver to street] + 4. OG + [Deliver to city] + DE + Bayern + + + + + 20180413 + + + + + Deb. 12345 / Fact. 9876543 + GBP + EUR + + 74 + [Payee name] + + + 58 + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 2048.44 + VAT + 10781.25 + S + + 20180413 + + 19 + + + 0 + VAT + 0 + E + VATEX-EU-132-1A + 0 + + + + 20160101 + + + 20161231 + + + + + true + + 0 + 0 + 0 + TAC + Testing + + VAT + E + 0 + + + + + false + + 0 + 0 + 0 + 102 + Fixed long term + + VAT + E + 0 + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + 20180413 + + + + 10781.25 + 0 + 0 + 10781.25 + 2048.44 + 2048.44 + 0 + 12829.69 + 12829.69 + 0 + + + + diff --git a/tests/inputs/cii/02.04a-INVOICE_uncefact.xml b/tests/inputs/cii/02.04a-INVOICE_uncefact.xml new file mode 100644 index 0000000..05cd915 --- /dev/null +++ b/tests/inputs/cii/02.04a-INVOICE_uncefact.xml @@ -0,0 +1,309 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20180413 + + + Invoice Note Description + AAC + + + + + + 1 + + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + + + + 1034 + Beratung + Anforderungmanagament + + 0721-880X + + + + + 6171175.1 + + + 0.00 + + + + 33 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 0 + + + + + + 2 + + + Beratung + + + + 0.00 + + + + 42 + + + + VAT + S + 19 + + + 0 + + + + + 90000000-03083-72 + + 987654321 + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + 123456789 + [Seller trading name] + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + rechnungsausgang@test.com + + + ATU123456789 + + + 123/456/789 + + + + 138 + [Buyer name] + + 90000000-03083-72 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + rechnungseingang@test.de + + + DE12345ABC + + + + [Seller tax representative name] + + DE + + + DE124567 + + + + ABC123456789 + + + 65002278 + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + ANG987654321 + 50 + + + PR12345678 + Project reference + + + + + 68 + [Deliver to party name] + + 98765 + [Deliver to street] + 4. OG + [Deliver to city] + DE + Bayern + + + + + 20180413 + + + + + Deb. 12345 / Fact. 9876543 + GBP + EUR + + 74 + [Payee name] + + + 58 + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 0 + VAT + 0 + S + + 20180413 + + 19 + + + 0 + VAT + 0 + E + VATEX-EU-132-1A + 0 + + + + 20160101 + + + 20161231 + + + + + true + + 0 + 0 + 0 + TAC + Testing + + VAT + E + 0 + + + + + false + + 0 + 0 + 0 + 102 + Fixed long term + + VAT + E + 0 + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + 20180413 + + + + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + + + + diff --git a/tests/inputs/cii/02.05a-INVOICE_uncefact.xml b/tests/inputs/cii/02.05a-INVOICE_uncefact.xml new file mode 100644 index 0000000..5b51fea --- /dev/null +++ b/tests/inputs/cii/02.05a-INVOICE_uncefact.xml @@ -0,0 +1,771 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20190820 + + + + + + 1 + + + Produkt 1 + + + + 29.95 + + + + 1 + + + + VAT + S + 19 + + + 29.95 + + + + + + 2 + + + Produkt 2 + + + + 19.95 + + + + 7 + + + + VAT + S + 19 + + + 139.65 + + + + + + 3 + + + Produkt 3 + + + + 16 + + + + 1 + + + + VAT + S + 19 + + + 16 + + + + + + 4 + + + Produkt 4 + + + + 32.95 + + + + 10 + + + + VAT + S + 19 + + + 329.5 + + + + + + 5 + + + Produkt 5 + + + + 22.95 + + + + 1 + + + + VAT + S + 19 + + + 22.95 + + + + + + 6 + + + Produkt 6 + + + + 12.95 + + + + 1 + + + + VAT + S + 19 + + + 12.95 + + + + + + 7 + + + Produkt 7 + + + + 69.95 + + + + 1 + + + + VAT + S + 19 + + + 69.95 + + + + + + 8 + + + Produkt 8 + + + + 42.95 + + + + 3 + + + + VAT + S + 19 + + + 128.85 + + + + + + 9 + + + Produkt 9 + + + + 41.5645 + + + + 6 + + + + VAT + S + 19 + + + 249.39 + + + + + + 10 + + + Produkt 10 + + + + 15 + + + + 1 + + + + VAT + S + 19 + + + 15 + + + + + + 11 + + + Produkt 11 + + + + 10 + + + + 1 + + + + VAT + S + 19 + + + 10 + + + + + + 12 + + + Produkt 12 + + + + 9.6774 + + + + 1 + + + + VAT + S + 19 + + + 9.68 + + + + + + 13 + + + Produkt 13 + + + + 3.75 + + + + 1 + + + + VAT + S + 19 + + + 3.75 + + + + + + 14 + + + Produkt 14 + + + + 7 + + + + 1 + + + + VAT + S + 19 + + + 7 + + + + + + 15 + + + Produkt 15 + + + + 0 + + + + 24 + + + + VAT + S + 19 + + + 0 + + + + + + 16 + + + Produkt 16 + + + + 0 + + + + 6 + + + + VAT + S + 19 + + + 0 + + + + + + 17 + + + Produkt 17 + + + + 4.564 + + + + 1 + + + + VAT + S + 19 + + + 4.56 + + + + + + 18 + + + Produkt 18 + + + + 20.0542 + + + + 1 + + + + VAT + S + 19 + + + 20.05 + + + + + + 19 + + + Produkt 19 + + + + 3.45 + + + + 1 + + + + VAT + S + 19 + + + 3.45 + + + + + + 20 + + + Produkt 20 + + + + 417.6011 + + + + 1 + + + + VAT + S + 19 + + + 417.6 + + + + + + 21 + + + Produkt 21 + + + + 1.9496 + + + + 1 + + + + VAT + S + 19 + + + 1.95 + + + + + + 22 + + + Fremdleistung Anbieter A + + + + 0 + + + + 1 + + + + VAT + E + 0 + + + 0 + + + + + + 23 + + + Fremdleistung Anbieter B + + + + 0 + + + + 1 + + + + VAT + E + 0 + + + 0 + + + + + 90000000-03083-72 + + 987654321 + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + 123456789 + [Seller trading name] + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + rechnungsausgang@test.com + + + ATU123456789 + + + 123/456/789 + + + + 138 + [Buyer name] + + 90000000-03083-72 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + rechnungseingang@test.de + + + DE12345ABC + + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + + + Deb. 12345 / Fact. 9876543 + EUR + + 58 + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 264.47 + VAT + 1391.94 + S + 19 + + + 0 + VAT + 920 + E + VATEX-EU-132-1A + 0 + + + + true + + 100 + 920 + 920 + Fremdleistung Anbieter + + VAT + E + 0 + + + + + false + + 100 + 100.29 + 100.29 + 103 + Rabatte + + VAT + S + 19 + + + + Bitte überweisen Sie bis zum … + + 20190829 + + + + 1492.23 + 920 + 100.29 + 2311.94 + 264.47 + 2576.41 + 2576.41 + + + + diff --git a/tests/inputs/cii/02.06a-INVOICE_uncefact.xml b/tests/inputs/cii/02.06a-INVOICE_uncefact.xml new file mode 100644 index 0000000..38ce3ba --- /dev/null +++ b/tests/inputs/cii/02.06a-INVOICE_uncefact.xml @@ -0,0 +1,186 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 1234567 + 380 + + 20190820 + + + + + + 1 + + + Abschlag Monat + + + + 29.95 + + + + 1 + + + + VAT + S + 19 + + + 29.95 + + + + + + 2 + + + Minderleistungen Produkt 2 Vormonat + + + + 1.00 + + + + -19 + + + + VAT + S + 19 + + + -19.00 + + + + + 90000000-03083-72 + + 987654321 + [Seller name] + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + 123456789 + [Seller trading name] + + + Tim Tester + + 012 3456789 + + + tim.tester@test.com + + + + 12345 + [Seller address line 1] + [Seller address line 2] + [Seller city] + DE + + + rechnungsausgang@test.com + + + ATU123456789 + + + 123/456/789 + + + + 138 + [Buyer name] + + 90000000-03083-72 + + + Tina Tester + + 0800 123456 + + + tester@test.de + + + + 98765 + [Buyer address line 1] + [Buyer address line 2] + [Buyer address line 3] + [Buyer city] + DE + + + rechnungseingang@test.de + + + DE12345ABC + + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + + + Deb. 12345 / Fact. 9876543 + EUR + + 58 + + DE75512108001245126199 + [Payment account name] + + + [BIC] + + + + 2.08 + VAT + 10.95 + S + 19 + + + Bitte überweisen Sie bis zum … + + 20190829 + + + + 10.95 + 10.95 + 2.08 + 13.03 + 13.03 + + + + diff --git a/tests/inputs/cii/03.01a-INVOICE_uncefact.xml b/tests/inputs/cii/03.01a-INVOICE_uncefact.xml new file mode 100644 index 0000000..39d5075 --- /dev/null +++ b/tests/inputs/cii/03.01a-INVOICE_uncefact.xml @@ -0,0 +1,641 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 123456789 + 380 + + 20190228 + + + + + + 1.1 + + Arbeitspreis Strom + + + + Arbeitspreis Strom + + + + 0.2185 + + + + 935 + + + + VAT + S + 19 + + + + 20180501 + + + 20181231 + + + + 204.3 + + + + + + 1.2 + + Arbeitspreis Strom + + + + Arbeitspreis Strom + + + + 0.2185 + + + + 119 + + + + VAT + S + 19 + + + + 20190101 + + + 20190131 + + + + 26 + + + + + + 1.3 + + Grundpreis Strom + + + + Grundpreis Strom + + + + 0.1022 + + + + 245.11 + + + + VAT + S + 19 + + + + 20180501 + + + 20181231 + + + + 25.05 + + + + + + 1.4 + + Grundpreis Strom + + + + Grundpreis Strom + + + + 0.1299 + + + + 24.40 + + + + VAT + S + 19 + + + + 20190101 + + + 20190131 + + + + 3.17 + + + + + + 2.1 + + Arbeitspreis Gas + + + + Arbeitspreis Gas + + + + 0.0405 + + + + 328 + + + + VAT + S + 19 + + + + 20180501 + + + 20180703 + + + + 13.28 + + + + + + 2.2 + + Arbeitspreis Gas + + + + Arbeitspreis Gas + + + + 0.0405 + + + + 3875 + + + + VAT + S + 19 + + + + 20180704 + + + 20181231 + + + + 156.94 + + + + + + 2.3 + + Arbeitspreis Gas + + + + Arbeitspreis Gas + + + + 0.0405 + + + + 1746 + + + + VAT + S + 19 + + + + 20190101 + + + 20190131 + + + + 70.71 + + + + + + 2.4 + + Grundpreis Gas + + + + Grundpreis Gas + + + + 0.1299 + + + + 141.80 + + + + VAT + S + 19 + + + + 20180501 + + + 20180703 + + + + 18.42 + + + + + + 2.5 + + Grundpreis Gas + + + + Grundpreis Gas + + + + 0.1299 + + + + 401 + + + + VAT + S + 19 + + + + 20180704 + + + 20181231 + + + + 52.09 + + + + + + 2.6 + + Grundpreis Gas + + + + Grundpreis Gas + + + + 0.1299 + + + + 68.73 + + + + VAT + S + 19 + + + + 20190101 + + + 20190131 + + + + 8.93 + + + + + + 3.1 + + Arbeitspreis Wasser + + + + Arbeitspreis Wasser + + + + 1.86 + + + + 25 + + + + VAT + S + 7 + + + + 20180501 + + + 20181231 + + + + 46.5 + + + + + + 3.2 + + Arbeitspreis Wasser + + + + Arbeitspreis Wasser + + + + 1.86 + + + + 4 + + + + VAT + S + 7 + + + + 20190101 + + + 20190131 + + + + 7.44 + + + + + + 3.3 + + Grundpreis Wasser + + + + Grundpreis Wasser + + + + 0.1973 + + + + 245 + + + + VAT + S + 7 + + + + 20180501 + + + 20181231 + + + + 48.33 + + + + + + 3.4 + + Grundpreis Wasser + + + + Grundpreis Wasser + + + + 0.1973 + + + + 31 + + + + VAT + S + 7 + + + + 20190101 + + + 20190131 + + + + 6.12 + + + + + 90000000-03083-72 + + [Seller identifier 1] + [Seller identifier 2] + [Seller name] + + Kundencenter + + 0800-12345678 + + + kundencenter@sellder.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + ATU123456789 + + + + BI123456 + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + CR123456 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + + + [Bank assigned creditor identifier] + EUR + + 59 + + + DE75512108001245126199 + + + + 109.99 + VAT + 578.89 + S + 19 + + + 7.59 + VAT + 108.39 + S + 7 + + + + 20180501 + + + 20190131 + + + + Dieses Guthaben werden wir auf Ihr Konto erstatten. + + 20190314 + + [Mandate reference identifier] + + + 687.28 + 687.28 + 117.58 + 804.86 + 1030 + -225.14 + + + + diff --git a/tests/inputs/cii/03.02a-INVOICE_uncefact.xml b/tests/inputs/cii/03.02a-INVOICE_uncefact.xml new file mode 100644 index 0000000..fc2e2e3 --- /dev/null +++ b/tests/inputs/cii/03.02a-INVOICE_uncefact.xml @@ -0,0 +1,231 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 0000123456 + 380 + + 20171211 + + + [Invoice note] + ADU + + + + + + 0 + + + 1034 + Anforderungsaufnahme + Anforderungmanagament + + + + 850 + + + + 1 + + + + VAT + S + 19 + + + 850 + + + + + + 1 + + + 1035 + Lastenheft + Erstellung Lastenheft bis Abnahme + + + + 2986 + + + + 1 + + + + VAT + S + 19 + + + 2986 + + + + + + 2 + + + 1036 + Pflichtenheft + Erstellung Pflichtenheft bis Abnahme + + + + 2344 + + + + 1 + + + + VAT + S + 19 + + + 2344 + + + + + + 3 + + + 1037 + Entwicklung + Entwicklung System bis Implementierung + + + + 2800 + + + + 1 + + + + VAT + S + 19 + + + 2800 + + + + + 11002002-98765-14 + + [Seller name] + + [Seller contact person] + + 1234567890 + + + contact@seller.de + + + + 10623 + [Seller street] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + [Buyer contact person] + + buyer@contact.com + + + + 12345 + [Buyer street] + [Buyer city] + DE + + + buyer@info.de + + + + 10520 + + + 0000000752 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + Entwicklung System + Project reference + + + + + EUR + + 48 + + 41234 + [Payment card holder name] + + + + 1706.2 + VAT + 8980 + S + 19 + + + Bei Zahlungen binnen 14 Tagen, 2% Skonto + + 20180110 + + + + 8980 + 8980 + 1706.2 + 10686.2 + 10686.2 + + + + diff --git a/tests/inputs/cii/03.03a-INVOICE_uncefact.xml b/tests/inputs/cii/03.03a-INVOICE_uncefact.xml new file mode 100644 index 0000000..aca92e3 --- /dev/null +++ b/tests/inputs/cii/03.03a-INVOICE_uncefact.xml @@ -0,0 +1,239 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 0000123456 + 380 + + 20171211 + + + [Invoice note] + ADU + + + + + + 0 + + + 1034 + Anforderungsaufnahme + Anforderungmanagament + + + + 850 + + + + 1 + + + + VAT + S + 19 + + + 850 + + + + + + 1 + + + 1035 + Lastenheft + Erstellung Lastenheft bis Abnahme + + + + 2986 + + + + 1 + + + + VAT + S + 19 + + + 2986 + + + + + + 2 + + + 1036 + Pflichtenheft + Erstellung Pflichtenheft bis Abnahme + + + + 2344 + + + + 1 + + + + VAT + S + 19 + + + 2344 + + + + + + 3 + + + 1037 + Entwicklung + Entwicklung System bis Implementierung + + + + 2800 + + + + 1 + + + + VAT + S + 19 + + + 2800 + + + + + 11002002-98765-14 + + [Seller name] + + [Seller contact person] + + 1234567890 + + + contact@seller.de + + + + 10623 + [Seller street] + [Seller city] + DE + + + seller@email.de + + + DE123456789 + + + + [Buyer name] + + [Buyer contact person] + + buyer@contact.com + + + + 12345 + [Buyer street] + [Buyer city] + DE + + + buyer@info.de + + + + 10520 + + + 0000000752 + + + 01_15_Anhang_01 + https://xeinkauf.de/xrechnung/ + 916 + Aufschlüsselung der einzelnen Leistungspositionen + + + 01_15_Anhang_02 + https://xeinkauf.de/xrechnung/ + 916 + Gesamtübersicht der Leistungspositionen + + + Entwicklung System + Project reference + + + + + EUR + + 48 + + 41234 + [Payment card holder name] + + + + 1706.2 + VAT + 8980 + S + 19 + + + Bei Zahlungen binnen 14 Tagen, 2% Skonto + + 20180110 + + + + 8980 + 8980 + 1706.2 + 10686.2 + 10686.2 + + + + diff --git a/tests/inputs/cii/03.04a-INVOICE_uncefact.xml b/tests/inputs/cii/03.04a-INVOICE_uncefact.xml new file mode 100644 index 0000000..f1e88f2 --- /dev/null +++ b/tests/inputs/cii/03.04a-INVOICE_uncefact.xml @@ -0,0 +1,449 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 123456789 + 380 + + 20180605 + + + + + + 1 + + Energiepreis + + + + Energiepreis + + + + 0.02580 + + + + 804878.94 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 20765.88 + + + + + + 2 + + Arbeitspreis Netznutzung + + + + Arbeitspreis Netznutzung + + + + 0.01146 + + + + 804878.94 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 9223.92 + + + + + + 3 + + Konzessionsabgabe + + + + Konzessionsabgabe + + + + 0.00030 + + + + 804878.94 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 241.47 + + + + + + 4 + + Grundpreis Netz + + + + Grundpreis Netz + + + + 29.51 + + + + 1 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 29.51 + + + + + + 5 + + Messstellenbetrieb Netz + + + + Messstellenbetrieb Netz + + + + 17.73 + + + + 1 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 17.73 + + + + + + 6 + + Messstellendienstleistung Netz + + + + Messstellendienstleistung Netz + + + + 1.70 + + + + 1 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 1.70 + + + + + + 7 + + Abrechnung Netz + + + + Abrechnung Netz + + + + 14.77 + + + + 1 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 14.77 + + + + + + 8 + + Bilanzierungsumlage + + + + Bilanzierungsumlage + + + + 0.00080 + + + + 543758.89 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 435.01 + + + + + + 9 + + Energiesteuer + + + + Energiesteuer + + + + 0.0055 + + + + 804878.94 + + + + VAT + S + 19 + + + + 20160101 + + + 20161231 + + + + 4426.83 + + + + + 90000000-03083-72 + + [Seller name] + + Kundencenter + + 0800-12345678 + + + kundencenter@sellder.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + ATU123456789 + + + + BI123456 + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + CR123456 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + 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 + + + + + [Bank assigned creditor identifier] + EUR + + 59 + + DE75512108001245126199 + + + + 6679.80 + VAT + 35156.82 + S + 19 + + + + 20160101 + + + 20161231 + + + + Dieses Guthaben werden wir auf Ihr Konto erstatten. + + 20190314 + + [Mandate reference identifier] + + + 35156.82 + 35156.82 + 6679.80 + 41836.62 + 39839.00 + 1997.62 + + + + diff --git a/tests/inputs/cii/03.05a-INVOICE_uncefact.xml b/tests/inputs/cii/03.05a-INVOICE_uncefact.xml new file mode 100644 index 0000000..3b584f6 --- /dev/null +++ b/tests/inputs/cii/03.05a-INVOICE_uncefact.xml @@ -0,0 +1,230 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 123456789 + 380 + + 20180605 + + + + + + 1 + + Messpreis + + + + Messpreis + + + + 386.52 + 366 + + + + 31 + + + + VAT + S + 19 + + + + 20160101 + + + 20160131 + + + + 32.74 + + + + + + 2 + + Grundpreis + + + + Grundpreis + + + + 3.2916 + 1 + + + + 2100 + + + + VAT + S + 19 + + + + 20160101 + + + 20160131 + + + + 6912.37 + + + + + + 3 + + Arbeitspreis + + + + Arbeitspreis + + + + 0.061232374 + 1 + + + + 616290 + + + + VAT + S + 19 + + + + 20160101 + + + 20160131 + + + + 37736.90 + + + + + + 90000000-03083-72 + + [Seller name] + + Kundencenter + + 0800-12345678 + + + kundencenter@sellder.de + + + + 12345 + [Seller address line 1] + [Seller city] + DE + + + seller@email.de + + + ATU123456789 + + + + BI123456 + [Buyer name] + + 12345 + [Buyer address line 1] + [Buyer city] + DE + + + buyer@info.de + + + + CR123456 + + + 01_15_Anhang_01.pdf + 916 + Aufschlüsselung der einzelnen Leistungspositionen + JVBERi0xLjUNCiW1tbW1DQoxIDAgb2JqDQo8PC9UeXBlL0NhdGFsb2cvUGFnZXMgMiAwIFIvTGFuZyhkZS1ERSkgL1N0cnVjdFRyZWVSb290IDEwIDAgUi9NYXJrSW5mbzw8L01hcmtlZCB0cnVlPj4+Pg0KZW5kb2JqDQoyIDAgb2JqDQo8PC9UeXBlL1BhZ2VzL0NvdW50IDEvS2lkc1sgMyAwIFJdID4+DQplbmRvYmoNCjMgMCBvYmoNCjw8L1R5cGUvUGFnZS9QYXJlbnQgMiAwIFIvUmVzb3VyY2VzPDwvRm9udDw8L0YxIDUgMCBSPj4vRXh0R1N0YXRlPDwvR1M3IDcgMCBSL0dTOCA4IDAgUj4+L1Byb2NTZXRbL1BERi9UZXh0L0ltYWdlQi9JbWFnZUMvSW1hZ2VJXSA+Pi9NZWRpYUJveFsgMCAwIDU5NS4zMiA4NDEuOTJdIC9Db250ZW50cyA0IDAgUi9Hcm91cDw8L1R5cGUvR3JvdXAvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCPj4vVGFicy9TL1N0cnVjdFBhcmVudHMgMD4+DQplbmRvYmoNCjQgMCBvYmoNCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjEzPj4NCnN0cmVhbQ0KeJytj0FrwkAQhe8L+x/ecaaQzWyycTcgQk2sWBAsDXgQDx7WINpAm/72npsED8VzB+bwmDcz70O6w3yebqtNDVkssKwrfGolRsYKwVsIirIweYbgrCkzfEWt9k/otFo2WqUvFtYacWjOWo1ugYUXEzIHPxPjA5qPwbd+92j74TTaSYW7Wmt1oJoTR6ceVw70w0lBHedTf0f2hMhJTpeOC4pcEp47dnQ7tTyjiHHUxwtbmRYM+IjmVavVEO5Nq3+AycSaUP6FmRju0R/+YbWt8AtH80VUDQplbmRzdHJlYW0NCmVuZG9iag0KNSAwIG9iag0KPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvTmFtZS9GMS9CYXNlRm9udC9BQkNERUUrQ2FsaWJyaS9FbmNvZGluZy9XaW5BbnNpRW5jb2RpbmcvRm9udERlc2NyaXB0b3IgNiAwIFIvRmlyc3RDaGFyIDMyL0xhc3RDaGFyIDI0Ni9XaWR0aHMgMTcgMCBSPj4NCmVuZG9iag0KNiAwIG9iag0KPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250TmFtZS9BQkNERUUrQ2FsaWJyaS9GbGFncyAzMi9JdGFsaWNBbmdsZSAwL0FzY2VudCA3NTAvRGVzY2VudCAtMjUwL0NhcEhlaWdodCA3NTAvQXZnV2lkdGggNTIxL01heFdpZHRoIDE3NDMvRm9udFdlaWdodCA0MDAvWEhlaWdodCAyNTAvU3RlbVYgNTIvRm9udEJCb3hbIC01MDMgLTI1MCAxMjQwIDc1MF0gL0ZvbnRGaWxlMiAxOCAwIFI+Pg0KZW5kb2JqDQo3IDAgb2JqDQo8PC9UeXBlL0V4dEdTdGF0ZS9CTS9Ob3JtYWwvY2EgMT4+DQplbmRvYmoNCjggMCBvYmoNCjw8L1R5cGUvRXh0R1N0YXRlL0JNL05vcm1hbC9DQSAxPj4NCmVuZG9iag0KOSAwIG9iag0KPDwvQXV0aG9yKFdFSVNTTUFOTiBNYXJjZWwpIC9DcmVhdG9yKP7/AE0AaQBjAHIAbwBzAG8AZgB0AK4AIABXAG8AcgBkACAAMgAwADEANikgL0NyZWF0aW9uRGF0ZShEOjIwMTgwNzI1MTI1OTQyKzAyJzAwJykgL01vZERhdGUoRDoyMDE4MDcyNTEyNTk0MiswMicwMCcpIC9Qcm9kdWNlcij+/wBNAGkAYwByAG8AcwBvAGYAdACuACAAVwBvAHIAZAAgADIAMAAxADYpID4+DQplbmRvYmoNCjE2IDAgb2JqDQo8PC9UeXBlL09ialN0bS9OIDYvRmlyc3QgMzkvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyODQ+Pg0Kc3RyZWFtDQp4nG1RwYqDMBC9F/oP8wdjrMIulMKybdmlVESFPZQeUp3VUE1KGqH9+03UYg4LIZk3897LZMIiCICtIGbAbBDYw673EFgIUfgGLIbI1tZrTB0tgAxzTLF43ghzo/vS7Frq8HCC4AyY1jBwNpvlYpQELwnX5j8Vc/dnZ5gUHqPQRJlSBjPV0pHfXGPOyzqRHKquR5dxNqvRxqsm9DAHegKbrPfWSypDmLhtJ6sZFJZ6UQ/MqTT4RbwiPcZO84q/ZSsk5Q13HbrEh7QO3AglJ6yN+OU2GNCP0teLUlfcqrLvbE9D5t4QmXEYR15q5eHPxu4e3greqtpL5K2oyOOO91harXmHe1H3mqa3Jn13P7mPjefpzrNeLv4ATdCbvw0KZW5kc3RyZWFtDQplbmRvYmoNCjE3IDAgb2JqDQpbIDIyNiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDI1MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1NzkgMCAwIDYxNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDQ3OSAwIDAgMCA0OTggMCA0NzEgMCAyMzAgMCA0NTUgMjMwIDAgNTI1IDAgMCAwIDAgMzkxIDMzNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1MjddIA0KZW5kb2JqDQoxOCAwIG9iag0KPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAxNDY2NzUvTGVuZ3RoMSAzNDE5MzI+Pg0Kc3RyZWFtDQp4nOxcB3hUxdqeOWdbtiS7ySYk2SS7YUkoSwidgEiWNHoJsJhQE1KBUAQiiJRYAI2g2Lti94pls6AG7L1cxYa9cvVarmIFCyX7v3O+nVAE9bm/3vv7/Pvtvud9v2/KmZkzM2eCMYwzxpJw0bGKookjht2b9Gwd06e9xFjqu8UFRZPm5tj3MZ57NWOG1cUFowsT9lz1HOPddYyplw8rKi6Z/MMcD1N8dqTbh40fN7Gx6v0SpvRC7IvgsImBAuOn5yUz3n8FY3suHDcxt/cVj06/hzH+Ge5aUTWvcmH2ntxzGBsHV/2u6pQlnm0L3+zH2BorY/oHahfWzVv1vjqAsQl7GLP56ioXL2QZzMu4Dz6z1zWcWusbkNbIWPMzjA0J1ddUVu99yGhE/Q1I71+PgO1O+2L4N8HvVD9vybKvp6X0ZUwZztjo1rk1i+b3vXvg3Yzt34n0Aw0Lqip3zX35TsaeRXt7T55XuWxh97jsLiiP+plnXs2SyndvTBuH/qSJ9s+vnFfTedP63iiK8cpVFy5YvCTsYmvRPlGfZ+GimoUJdR1TkNWD23/BxFgbet50UeIN22fGDd7LUkxM2P1frHhe8M7tsR/t33ewKeZLU3+4MUxhZChnYG2MP2HetH/fvk0xX2o1HWa23iKS0o1dxOxsGdOjpJ3lsnWMxffHfRWkqjof34gUk/4KfR9UmUGsvsTWKszElDi9oig6VdF9yLqFH2GdTtNaABsz0eNhfsaynqc2GK9Vsj2Mh0Waep8+VvSUOXWxh1rDX8R0uh7P6Q803Zfsjj+yvj/bDG/8tdr7R5q6B7PvDzRdDbv+iPqbjvR/tewZrOHX0vmXv14X0h1Hx9RnqYzy4bHLGgzset0Fx07T3c5qf0/sWKbuPmocxrERx8xXztJ+T31/hqmvsWl/Zv26vqziiPvtZ9P/zPv9p0x9gvU7OnZ0X482/jpb81v1Is8Vx7zfjYfix8sTacPx0/LYlN8TO5Ypzx1Zr5rJSo+VT3/XkXHlLpb5i3s2/jJ2rDz6BMpneOu38/+ePH+WKXewonb9TzZcaWXDNH0Z6yaYV7HKiN/AZ9D+pnzCGoBiWY7/AL8nK+Af/bHv4X/H1E4RLvnP3hfzmvEd/9l7Ri1qUYva8Uy5ipuPm1bBdh83Tc8u+3Na9H/f1H7s3P92G6IWtahFLWr/vuke/X3/zvFrpuw99G8b6ih23m/ec95v54la1KIWtahFLWpRi1rUoha1qP3/tMN/xhQW/TkzalGLWtSiFrWoRS1qUYta1KIWtahF7a9v/Li/5R61qEUtalGLWtSiFrWoRS1qUYta1KIWtahFLWpRi1rU/oKmRpBGf1WNW+FBqQrTsW8Q6M08UPFQNtaR9WBDWREbwypZDatjs1kDW8CWsE3sNvYD75XePb1n+kBPjGd11vNh7S+koYznsDLVWpm5bD5bdJwyPLwX9+4Wfjy8M/yj9veePmd7qKHhKj6TrWf9vlgnPrs776r84MTIX4LrcVh/umjXbHC34/VYHalexlN5Bm/gC/gpfCVfzzfyK5mB/6Cl/3D035eDr0T+Gp3Cft34oTsc5+Zlv1EDmU67Jv8iXvSLyLGbobVT9BHX8cB08VcB+QJc0V8tjfr8hxk/47fzKMb/xQ3U/0XZ4xqv/X83y5l/yto1SxYvOnnhgvnzGubOmV1fV1tTPWvmjOnTpk4pLwtMmjihdPy4sWNGjxo5YviwkuKiwoKh/vwhJw4+YdDAvAH9++X2yOneJTurk7ejO9npsMfZLOYYk9Gg16kKZ92LvSUVnmB2RVCX7R0+PEf43koEKg8LVAQ9CJUcmSfoqdCyeY7M6UfO2qNy+imnvz0nt3sGs8E53T3FXk/whSKvp5VPKS2D3lDkLfcEd2t6jKZ12Zpjg5OZiRKe4uT6Ik+QV3iKgyWn1DcXVxShvhaLudBbWGPO6c5azBZIC1Swi3dhC+8yhGtC6VI8qEVhJpu4bVDNKq6sDo4vLSsucmVmlmsxVqjVFTQUBo1aXZ7Zos3sXE9L90ea17fa2awKn7XaW105rSyoVqJQs1rc3Lwu6PAFu3qLgl2Xf5yMLtcEu3uLioM+LyobNaH9Bjyoz7J7Pc17GRrv3f3lkZHKSMSQZd/LhBRdbB8mpEvN0Da0EP3LzBRtObfVz2bBCTaVlpHvYbNcIebP9ZUHlQqR8ohMSQyIlCaZ0l68wpspHlVxReR7Sn1ysGmWJ6c7Rl/7ZuGLdE9Qza6YVVUvuLKm2VtUROM2qSzoL4LwV0b6WtzSMxf5KyvQidliGErLgrnehUGnt4AyIOARz2D2xDKtSKRY0FkYZBVVkVLB3OIi0S5PcXNFETVQ1OUtLdvG+oQ/bOnrcW3pw/qyctGOYFIhHkp2cXNZdW3QXeGqxvys9ZS5MoP+cgxfubesplw8Ja892PVD3C5Tu6NWCn07KrfMLHpuzDJ5yhSXWi6eFgKeEly8BYORYMfj0lzxRAsGe8q4i8lsuEskh1BH1ANHzSocLpJUUbRwuCuzPJPsV5rkirRJnxU0HVaXHYH2NtF9jts0yi0a1NVTXFN0WAOPqFQfaWCktmO3UxFjEbkxSpjE4xwuk9QsrFzEFFSjhcRTTPYE2XhPmbfGW+7FHPKPLxN9E2OtPd9RE72jSqeUaU87MksmHeFReh55QZaJZOkohZiDJT6XfKyaP0zz293hRyWPkMle0a7m5uoWpmaJqexq4ZrQF55bHhznK/cGZ/m8maKdOd1bTMyaOamiEGu1BNudt6TS67F7SporW8NNs5pb/P7mhcUV9YOwLpq9I6qbvRPLBru0xk8oW+laLu4dz0bxUZMKUJXCClq8/OzSFj8/e+KUsm12xjxnTyoLKVwprCgob+mEtLJtHrwAtKgioiIoHI9wRE0T4Ji0/K5tfsaatFSdFtD8qlbOtJhJxjiralUoZqcbZWs38uOsVNWqoxS/zK1DzESxJsrdJZLbhBS7SNnO8CJhWiJZCxMD7Dfr/SZ/jN+q2BQMqQiFENmOvDGcbbFyG3e1oM4JWriVN7XE+F3btJomRHI2IaeINbXH0HKR7bCKcD/qeOBQDwJTyrZYGerXrshRIAyzMLkecwjvk2JPtZh/K8rrmyvKxe7BkjBX8eVB7h3Cgop3CFpssAbN3pqCoMVbIOL5Ip5PcYOIGzHzeRLHwxabbnOFFxsxVkwZc3Faa6qo0tMaDk8qy3zBtbs8E2tpGjClLBjjw8tNnzUS+YYJVCA8LNhUVSnawQJloqwxa0RVOdalrBBZRgRjUENMpAbkKNHKiPWGQlWYa5VeTSKMraOpPFjuEzctm12urVd7kA33DgoasqlOfba4UW55c7y3t7b5YK2bs9YJikHb2MQyirjg4mblNEhGK1pe5UVSVYWH5shErGV6WZhdFKnBnq/LrtFgdkUSmeiWmmWxmYMxPVAhvkJbeog9R59lLC+nxmveukgG3NsetKBF2YcNZaQARgdJI0Rb8F2Hpoqsj4pqSlvZBO8ybJ2i0VpNRiQHbVkjKvF2o/IWRLx5srBJbIKWSB1PUNQoem7FuGNLaA3f6j018zDD3iHefmL+Mdc2LFRW3nx0IDjVl9PddHTUpoWbm022Yxeg8TLZ2lkLKllV4q0AFhNOm2+eYvGq9I5sUcb6NOYaN4/04g2iZAngoKNi+WR6qstFLjR5vLaXHTcTPyyTeE1rlTfbT5Aej3j0MJuDdUe69e1uiQAOg1k96AyBroi9FnNljivYgJkps4gn4mn22L2DvOKiFR4mUIGH1L4sMP0x68SiaarylM3CZEeFJRXNJc3iiFpVGRm2yJ2C831HVIl1wTF5UJHoTrBpvKei3FOBoykvLcvMdGE1gj21OKd6K8WrYDz1Z/wU7ahS2SymOMNJpdwVNOLFVFtZ483EGyQodiAafdFGXWTZMFdzs7c5qK3bEmRG9dlYdiME4bvQ562sEUfoWnGCrtHKlqC52uiI2lzFXqzlGoS1scTAYeubJS5VzeKAPr3Ch5FwNMc3ewY2YwuejreHLrtqcgVeVeKN5NEedaULHgZhhPDKURFljMkSGWkJiNbM87VMN2YdimjfBT7KbNJqRcsmlAXHyyzaehLiZF9Q6ZCHRNF5PmFKmdynVJE8AsPrx6xyidKeoDKpLPJ4tPIjRFGXfGBUDBHtHRJZX+1vG/kemubCmB43jpeDOnSi8ozyFMtjbuXpCL/H8pS3WUB5C/wG+M0Ivw5+DbwT/Cr4FfDL4IfBD4EfBD/AAkynvMP6ApMAtV1VAzcBOwE9m4uaOLOgPGdO5TFWBFQDS4CLAT3yPoS0m1AjZx7lrK0xyXwkHuiZUpwhxelSNEmxWopVUqyUYoUUp0mxXIpTpVgmxVIpTpGiUYolUiyW4mQpFkqxQIr5UsyTokGKuVLMkWK2FPVS1ElRK0WNFNVSVEkxS4pKKSqkmCnFDCmmSzFNiqlSTJGiXIoyKU6SYrIUASkmSTFRiglSlEoxXopxUoyVYowUo6UYJcVIKUZIMVyKYVKUSFEsRZEUhVIUSDFUCr8U+VIMkeJEKQZLcYIUg6QYKEWeFAOk6C9FPyn6StFHit5S9JKipxS5UvSQIkeK7lL4pOgmRVcpukjRWYpsKbKk6CSFV4qOUmRK4ZHCLUWGFOlSpEnhkiJVihQpkqXoIEWSFIlSOKVIkCJeCocUdinipIiVwiaFVQqLFGYpYqQwSWGUwiCFXgqdFKoUihRcChYRPCxFmxQHpTggxX4p9knxsxQ/SfGjFD9IsVeKPVJ8L8V3UnwrxTdSfC3FV1LsluJLKb6Q4l9SfC7FZ1J8KsUnUvxTio+l+EiKf0ixS4oPpfhAiveleE+Kd6V4R4q3pXhLijeleEOK16V4TYqdUrwqxStSvCzFS1K8KMUOKV6Q4nkp/i7Fc1I8K8UzUjwtxVNSPCnFE1I8LsVjUjwqxSNSPCzFQ1I8KMUDUtwvxXYptknRKsV9UtwrxT1SbJViixQhKVqkCEpxtxR3SXGnFHdIsVmK26X4mxS3SXGrFLdIcbMUN0lxoxQ3SHG9FJukuE6Ka6W4RoqrpbhKiiuluEKKy6W4TIpLpbhEiouluEiKC6W4QIqNUpwvxXlSbJBivRTnStEsxTlSnC3FOinWSrFGCnns4fLYw+Wxh8tjD5fHHi6PPVwee7g89nB57OHy2MPlsYfLYw+Xxx4ujz1cHnu4PPZweezh8tjDF0khzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLs8/XJ5/uDz/cHn+4fL8w+X5h8vzD5fnHy7PP1yef7g8/3B5/uHy/MPl+YfL8w+X5x8uzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLo89XB57uDz2cHna4fK0w+Vph8vTDpenHS5PO1yedrg87XB52uGFW4RoVc4KZQxx48wcykgEnUHe6aGMQaAm8lYTrQplWEEryVtBdBrRcqJTQ+lDQctC6YWgpUSnEDVS2hLyFhMtouDJofQC0EKiBUTzKcs8ogaiuaG0YtAcotlE9UR1RLWhtCJQDXnVRFVEs4gqiSqIZhLNoHLTyZtGNJVoClE5URnRSUSTiQJEk4gmEk0gKiUaTzSOaCzRGKLRRKOIRoZcI0AjiIaHXCNBw4hKQq5RoOKQazSoiKiQqIDShlI5P1E+lRtCdCLRYMp5AtEgKj6QKI9oAFF/on5UWV+iPlRLb6JeRD2pslyiHlQuh6g7kY+oG1FXoi5EnanqbKIsqrMTkZeoI1WdSeShcm6iDKJ0ojQiF1FqKHUsKIUoOZQ6DtSBKImCiUROCiYQxRM5KM1OFEfBWCIbkZXSLERmohhKMxEZiQyhlPEgfSilFKQjUimokMeJmEY8TNSmZeEHyTtAtJ9oH6X9TN5PRD8S/UC0N5Q8CbQnlDwR9D153xF9S/QNpX1N3ldEu4m+pLQviP5Fwc+JPiP6lOgTyvJP8j4m7yPy/kG0i+hDSvuA6H0Kvkf0LtE7RG9TlrfIe5PojVCHk0CvhzpMBr1GtJOCrxK9QvQy0UuU5UWiHRR8geh5or8TPUdZniV6hoJPEz1F9CTRE0SPU87HyHuU6BGihyntIaIHKfgA0f1E24m2EbVSzvvIu5foHqKtRFtCSfmgUChpKqiFKEh0N9FdRHcS3UG0mej2UBL2a/43quU2olsp7Raim4luIrqR6Aai64k2EV1HlV1LtVxDdDWlXUV0JdEVRJdTgcvIu5ToEqKLKe0iquVCogsobSPR+UTnEW0gWk85zyWvmegcorOJ1hGtDSVWgtaEEmeBziI6M5RYCzqD6PRQYgDUFErEZsxXhxL7g1YRraTiK6jcaUTLQ4nVoFOp+DKipUSnEDUSLSFaTFUvouInEy0MJVaBFlBl8ynnPKIGorlEc4hmU7l6ojpqWS0VryGqppxVRLOIKokqiGYSzaBOT6eWTSOaSp2eQlWX043KiE6i5k6mGwWolklEE4kmEJWGnH7Q+JBT3GFcyCmm99iQ80zQmJAzBzSasowiGhly4lzAR5A3nGgYBUtCzlWg4pBzHago5FwNKgw5m0AFofgS0FAiP1E+0ZBQPN7v/ETyBocc5aATiAaFHGJqDCTKCzmGgQaEHGWg/iHHFFA/SutL1Cfk6A7qTTl7hRyiYz1DDrE2c4l6UPEcukN3Ih9V1o2oK1XWhagzUTZRVsghRqkTkZfq7Eh1ZlJlHqrFTZRB5dKJ0ohcRKlEKSH7dFByyD4D1CFknwlKIkokchIlEMVTAQcVsFMwjiiWyEZkpZwWymmmYAyRichIZKCcesqpo6BKpBBxIuYPx81yC7TFVbkPxlW7D0DvB/YBPyP2E2I/Aj8Ae4E9iH8PfIe0b+F/A3wNfAXsRvxL4Auk/Qv+58BnwKfAJ7F17n/G1rs/Bj4C/gHsQuxD8AfA+8B78N8FvwO8DbwFvGmb637D1sv9Ovg1W4N7py3b/SrwCvTLNp/7JeBFYAfSX0Dseds899+hn4N+FvoZ2xz307bZ7qds9e4nbXXuJ1D2cdT3GPAo4A8/guvDwEPAg9aT3Q9YF7nvty52b7cucW8DWoH7EL8XuAdpW5G2BbEQ0AIEgbstp7rvsix332lZ4b7DstK92bLKfTvwN+A24FbgFuBmS477JvCNwA0ocz14k2Wu+zroa6GvAa6Gvgp1XYm6rkBdlyN2GXApcAlwMXARcCHKXYD6NprHus83j3OfZ65zbzDf7F5vvtW9Rs1yn6Xmuc/kee4zAk2B0zc3BVYHVgZWbV4ZsKzklpWulaNWnrZy88p3VvrjDeYVgeWB0zYvD5waWBpYtnlpYLuyltUqa/yDA6dsbgzoGp2NSxrVPY18cyMvauQ9G7nCGu2NnkbVuiSwKLB486IAWzR+UdOi4CLdCcFFHy5S2CJubg0/smWRK6ME7F+xyGYvOTmwILBw84LA/Np5gTlo4Oy8ukD95rpAbV51oGZzdaAqb1agMq8iMDNvemDG5umBaXlTAlM3TwmU55UFTkL+yXmTAoHNkwIT80oDEzaXBsbljQ2MRXxM3qjA6M2jAiPzhgdGbB4eGJZXEihG51maPc2TptpFA8amoSXMxQt6uvyuD13fuHTMFXQ94lLj41LdqUrXuBReOC6FL0hZnXJ+ihqX/GKy4k/u2r0krsOLHT7o8HUHXYK/Q9ceJSzJnuRJUhNF35LGTCrROL+IuFc/ra/uJG92SVwij0t0JyrFXyfytUzlHs4Zt4NUE/Js5YnuEvVBLn7pTs8438gm+Ua1mtiEUUHT+KlBfnYwa6K4+kunBA1nB1lgytSyFs7PK9d+JyHoFL9UovlrNmxg6QWjgukTy0Lqpk3pBeWjgk1C+/2aDgvNkKXcN2Nx42Jfmf9E5vjQ8Y1DTXzY/qJdiYvjcXHhOMUfh8bHxbpjFXEJx6r+2F4DSuJsbpsiLmGbmuS3ISL619k6flJJnMVtUQL5lnEWxW/JLyzxW3J6lvyin1tEP+nOviUzcJmxeIlP+8Ir543C9Ymo+C5eAl98GjWf+X7VKBto5mLYEhlc8uul/q8b/2834K9v9Js8Q8PKWaxaORM4AzgdaAJWA6uAlcAK4DRgOXAqsAxYCpwCNAJLgMXAycBCYAEwH5gHNABzgTnAbKAeqANqgRqgGqgCZgGVQAUwE5gBTAemAVOBKUA5UAacBEwGAsAkYCIwASgFxgPjgLHAGGA0MAoYCYwAhgPDgBKgGCgCCoECYCjgB/KBIcCJwGDgBGAQMBDIAwYA/YF+QF+gD9Ab6AX0BHKBHkAO0B3wAd2ArkAXoDOQDWQBnQAv0BHIBDyAG8gA0oE0wAWkAilAMtABSAISASeQAMQDDsAOxAGxgA2wAhbADMQAJsAIGAA9oBsaxlUFFIADjFVzxHgbcBA4AOwH9gE/Az8BPwI/AHuBPcD3wHfAt8A3wNfAV8Bu4EvgC+BfwOfAZ8CnwCfAP4GPgY+AfwC7gA+BD4D3gfeAd4F3gLeBt4A3gTeA14HXgJ3Aq8ArwMvAS8CLwA7gBeB54O/Ac8CzwDPA08BTwJPAE8DjwGPAo8AjwMPAQ8CDwAPA/cB2YBvQCtwH3AvcA2wFtgAhoAUIAncDdwF3AncAm4Hbgb8BtwG3ArcANwM3ATcCNwDXA5uA64BrgWuAq4GrgCuBK4DLgcuAS4FLgIuBi4ALgQuAjcD5wHnABmA9cC7QDJwDnA2sA9YCa1j10CaO9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/vkiAHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARzrn2P9c6x/jrXPsfY51j7H2udY+xxrn2Ptc6x9jrXPsfb/2/vwX9zK/9sN+IsbW7z4sIOZsOSZMxhjxmsZa7voiP+LZDybwxazJnzWsg3sIvYwe4fNYmdCXcE2sVvY31iQPcqeZW/83v/j5vdY26n6ecyq3scMLIGx8L7w7rZbgFZ97GGRi+Al6DyHImF7+KujYl+1XRS2t7Ua4plZK2tTXkH0e34wvA+vXPjh/sJX1kHHaSW+NV7bdnfbrUeNQSmbwqayaWw6q2CV6H81q2ezMTJzWQObx+Zr3nyk1eFaC28mcmF70fShXAvYQmARW8Ia2Sn4LIReHPFE2sma38iW4rOMncqWs9PYCrYycl2qRVYgZbnmLwNWsdV4MqezMzQlmSJnsrPYGjy1dexsds6veue0q2Z2LluP53weO/+4esMR3kZ8LmAXYj5czC5hl7LLMS+uYlcfFb1Mi1/JrmXXYc6ItEsQuU5TIvUB9hS7h93F7mb3amNZhVGjEZHjUquN4UKMwQr08MzDWkzjt7R9tFah76JvzZGeLkP8jMNKnBIZR5HzTOSkWug5iFpWHjUSG9EH0od6RN4lWv8PRQ8flV+LyvG4+rCRuUrzhDo6ejx9KbsGK/B6XMWoCnUDNKnrNH14/Nr2vJs0/0Z2E7sZz+JWTUmmyC3Qt7LbsLZvZ5vZHfgc0ocr4rvYndqTC7IWFmJb2FY8yXvZfaxVi/9a2rHiWyLxUHtkG9vO7scMeYg9gp3mMXxk5EHEHo5En9Bi5D/GHocvcpH3FHsaO9Rz7O/sefYiexLeDu36DLyX2CvsVfYGt0G9zD7H9SB7Sf8xi2VD8eP/dozz1WwGm/FH7m5Hmz6VJbJN4Z/CS8M/qcNZLZ+EA+QdeEpb2Xr8xD7/UE7uZmbdP5iTbQ3/oE4Ddzn4tr6+7Ybw10yPXXOx+gp2OZUZ2UA2ho1llwXX+MoeYDacUpLYIH7PPYlFRaYc40M4gSjMgzOMiXFe6I/TKbb7UlPzvff1M2xQHSNaec7WfOMGnM7zD75/cEfuwfd3xw/M3c1z39v1/i77tzscA3P77Nq5q1dPl9+ZaruvAUX7ee9r6KcaNjSojnxR3h/TkO9XjBsaUElyvi91h29Hrm+HD9X4evYq545MhwZnrGI0Og3ejj2Ufp2z+/fp03uI0q9vtrdjrKLF+vYfMETt0ztDUZ0yMkQRPldfOTBFHXfQoKzy5k/uo89IjXPaDHolLTk+Z3CWfeLUrME90o2q0aDqTcYuAwo6jmoo7vi20ZGemJQebzLFpyclpjuMB9/Rx+77Th+7v1DXsP9i1XDCtPxO6uVmk6IzGFozklO6nZA5YnJcgl1nSbA7kkzGeIe1S9G0g2sT00QdaYmJVNfBMRhOb3ifbpXeyTqybPauGPdtrFP4s61WOx/tbY2I7NbwN1stEBYpzBD+VKGy7OJq065W7ervwrNEcncLH9PJm521x2qxJndM95ptPElnZVa7Vbnb+7D3Ra/qtXqt8ekT4gP6AMvPz48fODA3d/p0R4eBDkhHH/vu3o4+vXpy3/TI29/nc/kzUKU1a0/D4XUeXk+yrKi9Gh9qwcPLSkoyaE+ss5qpxqrejtnZ/QdwekwdjF41U9do4vYstzsrIUa34OAnc1RzgjctPSuOm3hIZ0vpnOHplhqrO41/wB87MckVq1ON1hh+QtuzMbYYnT7WlaQLWWJNqmqKs2w4eBpG9g7GdOdjXsczN7tcjKw/PT+TJyTb+ZgEexwuThsu8VZckjFUCffjB2PGUsOfbUGOVIzglrgI2zT+YYtV48+2IHfq/fgRNoYlc2sottTVyrNb9JNY/u58zPZd2mDtJOrVc7qrJTa5lVu3NsSW6kXOUAOyYnLna1NaTNDMjtn9HH3798nEUBj79lC8XoeY0brzJ9/8zS1tX3Xo2rUDz7rts2tK7+m74Pa1d7esuH3RQOXK2/bfPMHdWXdGZ/dJN352xex7zhp5wDGk6VHG2R3hfQYfej6Yva71214xZOEQxdazZ4fcXHOP5GStE7+nk62KAw+8l9VqFqNmFqNmtiOj2YxcZjFq5u0YBxZ+xJ8Ch3XqX2pJ7mDLTe7Vw+DuUuoOyKmVH4/Z0Cef5+700bhgTtjblWPgibl9+oi5Nh1bwzHrSD5UiZhLclk7vFxMJUwq7nW0B/uKHQGzivcR80vIRIPP5HSndMhMMCltfVRLYrozMcNpUdqGcZPTk5LsSTB2d9V7enZKjuFL9XytJdWdnTIvzpVgTTVZjXq90WrS1e2/2Gg2qjqj2YBlf0V7/JZunaypXVwHTlJvyeiWYolJSE/E7LOH96kf67JZJ9aFnSyewj3JHTpbs22tCvfHdMj2IG7JNrcqJ/jtLDsrvVvnn6xYQzXx9fp6Wou5u7F8eEpu8s5djoED4wem2t8jIfZPO0pYO//UcKgMrbtcHwodsdg6ZxqPXGw6bbGpbxtVe3ZmZpbTpJ7U5p+gMyd0Skv3xiomPltnTe6ckeJNjreY1JXK3bxucBIWnmqwxuz+IsZqUvWxaYnqk5ZYo8qxTVpNTW1m8fcNrmdMPYAztFhvQ+gNkqAMFEtKcfpjYpJ/jq12/ayvk6uEXgTW2OSfG2Kr9a6fG5B0xKrwHntVqAdGND+zYb+zUycndzQ/emZRsEtgXcMFG2vXlndX3OufXzs0PVO9KTO9+KyHV01YXzfowFe9ai4Tf19BtC8W7evOykTrWlI7t6JhzhhPgieBxaT+mJ1tSPnJVt35JwO1kd5dL4i9zL6rt2hsQnbqjw3IZkv5qcFWbcD4GyJtjrygso5ezYlawHGURDOMFsPBT0UflHijxaiDb2yr4HVGi9jBoK/gtxoQL4pPdRipP0a7Kz4+Jc7U9rzRnprgSLEb22422lNEzxrCX6lf6XozP1soerYlIyMuWfwuDusS16rk+c39vHtT9Pj0NIv/GDmo1tnK41t6zo70UvRPeyBPYH7lin5aUrx7G7QCg0SJrQ2DanuKMqEGFIr0F6XanxTmmXj1Jjoz8JLtP8DR/sbN7J2U6HAajLRGIy9hnfqV3hiji+s1et7oyc2VfQdUnVPao7Lzl3Ic+Mwkj92ROX7S5K6rn10/YtzGZ08rXBQY4DSr6xNcdlN6VvrgOZeUz7q0rl9SIs/AEIhhMaa726qc6cb41ATL6PVPLV+9Y+O4RLc7wa09+fA+PgprMZF1ojcsU5xbzfYabamh5+jzFs3DIjpid4mcGhL5KG2XyHSaYpye5BSP09RBtlb93kDKwMJh5sCdpunXKNk4jTJmULIdkfurG3D/PDaD7u9VKrbm5CTl9XlIORFvfovixEHLrFT5bSypS01HiyOtxtG+EQwU2ybOT7135WKaaavGcnimyBv38JZ35o5f9MERedeKeWjkPENVN5gSvClpnTrY9G2rZP9Mzkytf3yBIS7Jk5zaMSFGNVhi2m7lSw0mg5pstBrFi9ekOA5+bfrFELT1488hqoqowRLrsLQtbosxxdrMkfWnvIVRSGZ9aRQS8BSY0VaDqRXbotMWHdab9jRsNToRDTXoaIFpfTNElpbskFhKylv2uDa3s9OhdostubhTJhbN87JZB043Olz0HPQ12AHy2BzRgq3dE3M649Uc9sd0tOWac3I69jULz8E69qvOSbKo6dnV6fX2yIMQbx/tSfSOx+sKA45NAfuxeBxxR2eXb6uj31WRPfl/2PsS6Diqq81XVb3vi3rfqtXqTS11q1ut3ZZasiy1NsuWd2zZli3ZyJQ2S7bBGJKYJeEnCwYcfkjOTDgnk2TOTAI2BhzIxhmRdUyWn2EGAgST/IQlSkJyfkjmx9Lc9+qVuiUvccjk/OfkyNd69arq1Vu+e9+999163X01W2W3yUeUVt7h4i1Kdv5uWSgGXqOam3+QVVp4lytgUUacQqAiCIYqLmMyOlcw7t3vKivI49EPbtfpOIVawR3/4K7Fq98r5bGRuphlv+8vd2v5Ukkufw8caUK9RCMGLXhDl1dWdY75EYiit3ZEW+7ghx3XcweKRTFD1aG2+P4SKVRg5R1lIpFoqARz6pLRWu12R3WSKzCT+32pezoQMc2/GeuPMgzLKM1eu9OHR3vc7Ckxq+YTm+MsA/8UFq/D6TMr2kr5QJDV9jzUW9rd01168VvFY1UZnab5sg0PD8Q2b94SY/4NrJRMBgm2U/sXfitrB21pRVGUx+P+Niphm2C6+iHVIBdjPGPcHzrHGE/LR5cYq9NGF1w9Kxj3y/Ft8ONGl1qsooUGMViLOhF8ufbWj3zj2LEnb17V9tFvHDv8+PHcmWD3jdu23dQT4nvgeKw3yPpP/PjkuvaP//DOW8/fs679zu9+Ztt9wqrcxH0bdnx2rKlt8hToF9J3+W2gX34IHVayalgHE9sLnPw8SHY12IBhcXZpWNvZtClhzuJNq5EmMzZ2Rm/C/EZTk6PhPcw1Ua6JnWuAMWaevwAMfIEoGEuiyfyGACX5hvcEWhZzmBi6hmJNE01yoaXiLBk7pZ9zOOx2rsh0f15lC3s9QZuG22Isq2rNHpDUDthy9547dlT5anrTnspw0LRdo/yNraond+rTzesyLqsSxJlTG7R/KG9Puef7F1n9o6Av0nGgNbtlbcakDVblYm+5XeyroVUJ1/zXXCn8HQNdC79lPwBu96DbRVzaWMvjkWwka/DhPbrIAMKuz6kbmv/sWyNP7AcFYH6Ct1ZZWStoBj0RgYvPD85h2b74/BwWf2L7iDw0kGf1QkOi+c8CedyKn39MsMrxw5KAzCbw03AoyIlCkhNx5bp4rrAttacK9oOm/Z/eWL27t8aklLMs+Afayo6hVZW9dYFEx3WD13WWZ3cez5cPrEkbyH21Uh1fPVAdzVU4Kzqv23VdZwUT7Z7pr7B4vLA4tJlKfCVqX8hnjzdF4qtT4fLqtUOtudHuuMnuMmrNTpPVbVa5fW5buNqXaE5GY5n2XVhTeEG+mkG+eNRINAWSgTg9ZjfKTKClH/MMa7AozWWY1Oy7zwIyZ2QefOOsQO6A4CQyZOygwQuiEix4CeASNRsN8xfUlqDLHShRzV+QHCH2Tcxr7ufh4AcnFrl+q8oMvpDHrMRqHaR/58Ic18L9kEj/e2TFwxvbAm2pNk6rdmR1sFbJ4lVLFi9YsiYjrJGz55j3cwYUjRrx95bhdQ1qxIsgKNqIFz96etSKx7P4mcZzrCpXYnY8i7KmLNv0nSyDskw2m2wtP8eADfhJKVNaKvO9nexe/bKuT4ZS1IccxH58anBq16C0NpxN7BpsSInLnwwYkF2w6tFrHUzW8ayA6yslFdoFVAqLa6gz6XtbSHbrVr8s4HqdKepw7t41iL39VGJQ1LkK7OXX1Ig2hgBbXUO1EL0iI6pWKcqWHbtqXIvJ63EHDE0nN3ROb6hsnvnK6HF7el3D6qGutE6lU8uUnrYt+7NDn9gU+eKn2ofbAtvXt06sdup0CoVOd11LR7hjf2vvZHe4I7u+xgNypTK5jC6fO+SzVmy+ddOso7Il3rGxrR14tAd49Hn5GIqgBvQNwqNASxOj9TRgzjTg9WSDyYQT4EUDZlTD08yfQbelFl7D3EjRJWuKLllTlFspyqXUOVaT01iDHdqGqEdmKMcb5ZzdwGbZY4Y+eS+WTuAGseBL1ucYf4BfIz3oxE+eFZzdBvwsrNnxw1iAAfJl9rwY6YzdUTBlkUix5q/jPg+2rATHfjof3LHvk1tjmb0nd/ffllOWBMBlsai/tOaW9pZtdS5bdktrcHWuI+qCpSUIuk51tG9L322n9848fXvn2jWsVqnHK0698uLajVtX7T2eaz8xstpSviYN6A4Cug/CDEigLHqboFueqm2pnajlrDyOcvA43mENVpgAsgqMbgWGvYLMhYpzzJ8fb098McEmANTHoWQiKzsnwg7H32KYybmWHMXJIMN4B4MV3/uo7B4Z+x0Z8xMZI5N5Uy9Hup1v7zFMGliD+m1vH1WeZB5MHZImQOaVxCDJYOklIZJcqazie8IRUkck9bIQ6TY43xaQwWRgjZzBq35bgLqwKsVCT6R/MCFpFIoz9W0VxVbYFq0lvFByD0ZdF8/4OyY35Ia7UjrwCTmWU2prt0zlJr58qHHV1Bf2HTy1p/JL3E1HV+9sLmVZNhrsuXFL0ua2KQ0ui95q1GldTmvzsXPHZr7+sbXt05/bZj1xf7J3pA5/v1zN/H3cXdz3UTNah3YzdoK/zVLZiWW5UwXwdfImK9PbWd1ybuFPGM4WKsVwfO0JfKtF2Q/ZnN5oYXr7PTJjFVetVGLMQeQ9eH+WHjKV1UqPR1ldKUO4bBYHXLbhJrbxJnhsW3k4p4Vj2Fil5Oq7X9JtfNNm21PPvbUqX863vVjfveNFvp8u+VqITpp7Ac8IJpWoPo+VkgPMGizqQKc4GkznE/A/ISXYJYiSenXdLwk6m23jmwKufBX3loCrr297Uajv5ne8KEATdIHYIion03fxxKG8CtntooGLRBVg6uwOh5+zFXlOdaDAsrUkFScVLCCZbGRRYTWz1mwkGjVw9Iy7y2r8WMibGfzourp9HoujtfadNZMDyewNX5oae3BvhSmY5tOpTDhQlt35sd54Z4Axmc3z8yODVZ0px8iOdD7l2Lh7w1t83Km+/UjPSLOHmwkFyram1t24scJntyT9oSSrYYOrtzc1T25Oh3Pbs8Hm+mqXq7di9Z5IeLCt79imSrUqOP/uzgN8fVds+/5AXf7irsYWVuWqjMdsrWt8Vc3YPu0B+fg8zM7VaD36OJaOMxn/evz5ZGQwoA48k/QxHxqo78o0r/fLQq14X29ldw8cHg/1Ot+Ri2wT9Ze5uhpm0Sy2Hxmy+NAXPVmJHz0rVHaH8MM5tRDqlTvfEeSUKaIOgxoKamypI1KzZKHOOmqurNPqhIeF9L6NtSUqjpXBakNd2TXanhtq4+PdnZ1RSc3FO9d2xlUWrP7MyksUXXjswT0VWotNbzSV6EqghNVlda8e6R2JN5QZ+257ZO/0U7d1msNN8TG16A6o598nqq9l7YnhVZY4qD5A9w5Yc2+Qp2B1H0Rfxug+2RLqD02EODu15HYa1iTnVnIkE8tOZ6Gd2hD70+wU8iKbGAy10ads9K4Nx96x6rOdY/70hCaQgyfx9vizLlMXMTAvzCWofqO2RQz+unChxwWxFFiS7yYuG2Kw4tcZWPpB7JlmlUUMSsJKENsIlbWiqTGB/1wqLV7JABy3K8U1jZKpaiyPN8Af+GkPAhbN3DeKIh3Mn85qaAelSAftyOUjHZc0XdQiMAC8cK0KiS1xx+VTYG8eI/pO11LLxNNMOmdh+tLnFn5CoEpTMwLHtzGWaWpG0k+zUVSKdBRRHY0/6yjkOgq5DpDOue2VlQiDjXJwC9lLtfJYl7fD3EvGRBad4HYmEjAj3iXG5TUJezAr2uLSTlr8mgMlCiXDwALmuMpa6vaEnEbF/O3L0WE2qSyuUqer1KbWG+efYsb1WjdebHJKvZr5w7xeAk9eLy1BP/gZc0SjByCVWrUOVqlPzYfNNiTxDhC1oQ2iFDv6HRMODlFwEAUHUXCQJI/oHOFxh8RjSfIeI5c+BKMLfaV8/gLorgw6R/hstJjwyxKctGSZcivuHX6jQueSlfbWSntrpb21YlZ6/Frs42mx76HFlkuL/T4t9ke0cP9JkcN+WDoocprK7nJXWZeLshnbLAaskziz6KsD7Lvhl1KnK8kjWqHoGTEe0bJssmF3WKG8lOe22lpRz30BUCFoOJNdVc3H2yWQcNTB7jMpex/ou+7m3uAiVqyxb1d72bbNF+++dJoc3dy/ev9de7COug78s1cBRRxz+AHB0dsSZ2IWJm5mInomomMiKiaiZMo5Js4yfurs+imofjqN/NQb81NQ/dh0+FMaRlOC38+UYEhLsL9Xgt9qlWBcS55iNfj9zJNG1DcJ7HThT4kYu0PnGPa0vI+GNwYprKnBxZdW0j8x6MGcFYzdOOjBwpq275qDHtyrjdNfPTTxX8ZrG6b/+zQc677maT7YD4Yi6Gk52J8/2M4z/zr+9Tt72m49ewiO3XA83nVib0N294m+7hNDDdldJ3BUlaAn97MR8g3ESlaJ7kZ0xrBfJuu+O0k8b7KGiRip4BkpRkZpmhipZBqxJFpQzoo1ihkSDBhyw8I9nFMnuiNGG99lwzKHo1lzRLWI8JCVwukEKagRCiWdYtHl0fDLSRlRLAr2y6xCrVI5fGU2V1VNY2i5jIVbGxt8+mCZTyfjGG6v3W9Wq9WqkmRv3cVHL5Wy22rbo0ZOpdGoDTjGuWFhjn0OMOliTKJeTvW09PT3fKTnkR55K4WglWLUSuWrFe/qt9JzEz1q8ZF5ORcoy5RldB48Zz14unrwFPbg+e/B8uZ5Cn/5NXioGqyidTmituE0AvW16B7RsbrkK3Wad8zrzXvMk2auzlxntq/6eatHHu+2vylKIKA3Zybvnk1zJiKOCek1oRhrKVjTXLgu+Ypg1rwjILPJzJs5g1hjfNXPBVKn3P6mJKE45kKqxWuGIu7Irjn28lz1rhPrqraurbJrZAqtUpto2VJf3p7xRHPrN2/IReMDNw+U5RvjNiUH2lyjUJfWdqXKc3FbLDeweWMuyhjWCiAlDldJWcDqNik9vMcSqg1HsrFAaaJ5y6qaoa4KncVm0hntJvw+x+6yW0NV3mhNjC8tX7UJidyUj8kn0L3oj2Kksp55GY2gnYB5K5pkXjtbFrfefAe4krlGo8s41jrSajUara0jsr6Pob6b84G5wx31Ow929LwzsH5gz8DkAJccSA5srf5B5GD31jc7+u4wzrnyd8FC97Ra1AUZSKoXmWEmUwDHfGct4urAgrcFXMiYXn3+ggkI+5/Zm/OHA3OC2NBAD3BmwDTADwBnSFsHq38gQGsdW98UoD2XcU5w5dW4yTOCmmqSDCTVBVaRVmnIny7nzMQ1Ko5oYBWznF+2q/LX7pCWFXgmUgOPQ5d2afUoH2Nh1R2Ipeydwzn/zUaLXKVXHXMl2+KxNVXukE/F4fBaaU13MZOvLiKV629odiUsdkfVzts2DRzfVP6GSq+WWYy/rs3bw94SpUKlkO0w281arVGtCPdMr2MNfJnVbVZ2r9pa5/GmO+K5bi/vv4x0NF5dthqH1kYUCmc+0jaxIZnc8rHNu5Rmt7WMn9cM7lZr1HKDE6QruPA7dkz2VdSI7iL6M47MoUqqEyqprqikuqKS2qRKqlcrsRrVOfSVc6G8Tz/nyKexGClFMTqPFWc1jbCcnyVvC6DqOQHKOnIO/ZzgyCvTRAiUVAjcpvOSsZZdwvOrcY0dU5n4eNLRMZzz3Sry7BbJpfk1DmEB2nWdjjJviUqulst2+EpNhqVYv6CEUjK1DjLLMALbAxhxv5OnwPZ8hdieMPufiO3B118G7FrR9WRFl2o1YT8s4fcnjHg+6riaRGvelJhrqsmX4DBUuE8thqHOwyxjUplXLljIIo68cdVD0ZrEnNCUq8mHS0jkiZQnkSf3eZgiWH+Rt6mL4dMiDGxXA437it+uIm+UrKr5VBEUV8aNe9Lj/uCBRVtjKyBi8QXNV4SP4iL7qez/gJL6EsXFgL9ZIbFuG0YloG/Te4FQTWITWpdvzTc18fmqPJvfZkjM1eQtWCTCfTuLRAl0UmZ2sCGFXdvZVLW4tYjoIAqdS6wG5U15Vsvla7YZMJAAo4XCqNy5RNBA32RMOI6E61wicMsQvVT1SIgGC2uFy0mk7Kcqsz+OtUiLf761CHCWUxr9sctDznwbeOQEN0D1BhFaw69rO0FF2EBFYKENmgwainoRM8wlZr1efyV2MIy0R2V+4fKSrdhIJPusKNlyVpJsRStw8KC4sjsTaO4nAn0wc9BwcHDwoIHzrMPfmdGWxiuPM2HPRsA35xjuy/c259P5RIKvr6pn6/uRZy6cl2FW2qhxoYxsEbUDngHEqhB2Yl6eHiZV+YVCXajeVA9srQ/3o7BnTgjnbTLCTZtkOwq8bBFdsGudFsHiF8l/eWIxI8Uzxxy4wswpsJFd43NA3uXgS5TzqSJmFoSDSxZPrKvopWJOXnlmFlWA1xzt7LNsTu5BlaDfP0k4qbQ14q9WQqEQyp5jtud8xvApnvfYTvJJpiqZS7LJpMZzKjZVd59mhpumMXMcuQWPAO+FKQ47hfnwKQEeTtpOCihpSv4+yek4eD7mOSXEpjR19wmkDho6p28r6DZOMdRxhTcVBSNd/KKChcVj0B0ebKzoqQ3EeoQ1m/SB6kh4VaVfpbcYmoZXtw82uO8ciDVFLJmKipYy9pc6nVZfFY7bK1rKk2sr7SFPuVdvsZlDXmuJ3+mr7Ut9VGfn7dFoWRSwygNWxxRmVIZq0HUEK7Wr5mkG/+RKJXNXzmQOjLnUXOxR+1Tmc7oibMj7hOcpJFZSyB57VLBP6TKfE3TFAJB3Bwzds3pNrw5g0MdcQbPdqEgNrWrb0eDmW3e3pAdiSqO7pMRtUnwi1hkrywaMOn8mUtaVZH+l0+NAXGsqneofXdUx3Z+IRJikXCXjOJlKPr8xmeSza0JlHTXBRA2Wj04Y8zjIRxgl0XHyVi8pw1+Z5jGbPZFzzNacA3ms9xsM6uRJHgfmnfF7+Sn1KeeMtDtqanF7r2jJMAYBg/V+AZ6RJUEsZIyHg+f4+L0CP+VUnxLgWWeRPFgK8lCI4tvFORe5JIbPjrut8yct8bZ0pCUT1GhUhtJEuo4/dSrafUN7B0ynj8vWtoeyZVZWhtyu6Opyu9aos7q9LoNOLb/3VMfUuvJYx65ac0ePI5b147h9OfM+OyJ3oVWoF+1Ab4ge9gamHcWQhRlACbSW2fhkOgEU9qzGX86hRH1PM1uRB21ituRiYdn9DROxDffnbOttrC1/0phUcrW8jtHp+NzJ2il+K7P1ZI5nePzZcJU2zx9BLYnBuSkRO1B9cy8MzjXQ7QXPv3zBLG7FArf6FeJYpxtk9wvQgG3D/QKymaAJnS5/UiCtvEZaqc2dFHA7ADXP6LmihgDlwpsSaCph+u5gQlqj/qU4fO0lYXj4U14ahieP4jN2RK/usRiCzVtqAvUWjT7C35fszXpDXRM9+f2t/oqolw+57a7S5q3V3pTtCa32m411nrhH35j1Jjz6ZE3q4yFnT3uiMWSU/Ry83IQzmc+49TqNw2RxsgrWFqkvja3J+uyRGj7W6ten3KEmh70hkcpXexRy53+uqjP7oiVVWZOvbP6gH+yvJ2oP8UYnj6V8iP0Rw8r/nUSHcyKH7cxLyAuWbivSoADjPusyTcrxjH61sNMDB23dTwiuHLkFc9j9HMbOesmSvq4obPtvcqPbhmemwuQusbmNcn1pVTJYmqwKsr+CiSnDs5N1gsvPspA8We73x8sDfrx/j/0RO6Sw4p8QwT1s1aI0czfeFwZdtKMQ8zjocA1zDu8Ow/HMSe+YeZr0mEY/QXzI/jCyKae4RFHEUwpNRLnLRDzrChFPpdVuZ4eUFq/d7jWr5T+Tm0RtoxCP8rMyjQVG57Eo1YYv/kirKgyNqZz/FynPeeV4OwIk86UvKjQKDo9YVWJ5dP4di1EcMfojjLgoTr31rMY0RkYlxanHxBFcFvc/Lu9XoR+FthHF9mbQchVoHdFxZWY8g72A7bacAXkNj0anyhz8pIMCKsYZ8eqWqHRD1PCoUFSiKKrIFPoUWRZUxMKwGFJkb8ZdtHqMytr6UGcMTqy4365Q0JXZU900kLYXQVjf1ZmqnL+/IC06+NdWnSxbPVCPpXkt6OyHYTRW0Np0j20JcxfeuwRWSq1xfdY4Ffpn+cyyPbZG12cF45Q89M+CfOYag3e17MPx/kP5/smu0mjv4XXd413hTxnDq5Plq2Ml+LhuM/f+msmBymjvWOeaiQ0V8Z6xrlhnjd+b7awo78j6dlHsmZ8SD6SD7EstdSMjNiw6t2Y2OlVqtPknbdOFSNu7s+LmZn1UMysU7l9DfE0EXNzezPwUVvFyldZoMxtB79glQXGFQg5neSRkNQTtSrBnPzM7DUq5Qq51xnzzX1mKeGcg5lDJVAqDA0bRxj7LzMEoWtAnRFltYDY9zlfwFTrXOWZzzod05SdfS/8+zaZr73U1yMNTmpPfMf/EzJrt92JOFHYPDS7dPpQLp8tPCny6Cp4M194rkGfNmpMktAW+gFluv5cyTHztTTYRDV4+klULDpR0KisERkBDAyJzZS3ba/imZECn4ORKmcYXqw1XNpc3d7XE+YYNGX911K2Vwx25wl6WCmQSiZbulnLuaKKt0qk1GnUOm96qk5ssxtKoN+hwxHI10VUJu1qn18Ads06uN+njbn/IaQ83Y66HAK9H5A+jDNpCuI5CgSjmuslq1AYmog+4tA9YJxIPKkUpPU82fc6+++z/msWY2AIT1ugDgsuas2ofEKwTysSDgnJmMUSQEL0o0UEwU827JEBgL6zGyPxjHlFo7P6gcc+mdVqtVtenoN7T3XCmvZsvd0cUMoWc5Ux2p1alkO3cxUScPq/zFjl46jJIbnF6fc7536YzRpnWgn9LjnuS/YLcj7TIgZyoTZyDOrYXWZCC7T2DbOpzzOrHjJwzj1pezeAtURfIlrozNg7feVwwcjm45wSLklncFSVZEHnxS0CmOVZbG4mCHWb2SrmLe2TP1MWiNfWxWA09zj+DeyXj2Wfkty3v1RDp1ZDYq1bcq+HL9apV7NXwNfWqLV5XF43V1cWYj8TramPx2vroxRZ5uC4eq62PRevocX4W/+Ih9yR5M6tFOhSTdl5PnVWoOR1G57yo6M+quZyOIPLq+WUtM8wG6cXn/COy8/Q95/xpXLeMZ3rkdyyt+yipe3hZ3cNXqLunoqG+PNFQn5h/HPqfiNfVQ93Qb0az8B7zsnwXWKc4CpPPbsjDnj5TB6iqV56DWp+Qh3PkHDsGrzxXrEy5yOL73GWfPPumEn/yy2tRmhmVLeT1hGwqg9oVCwTiTrXaGQ8EYi41c1h688Y9pbPo5AqdWffvDcGER6v1JILBSpdW66rEdmBuYY55RLab9LBe5LadHUY8srENT2hN5dDfUQSdNc1KVuAJfDHnwRsS3fj6Epcge6VOn1IaPTa7x6RgzAprmddTalWq1fYynzfiUKsdEa+vzK5mavDHYjhI2AWdSSOXg9v9Ae+LOrVaZ9Tni7k0GlcM9MIDC+8z4+g14Fhc3EOoAH/1CR3TBzzrRS3AscQz2O6rcxwOfLnP063EiwwbTzWvSuK/sc5Uci38YSTu5vazD8kPF/PKE+k0dQKvzmcIrzw5co55dT6zhFeS5Vt2xW5jb1OYHBaL06hwaEqCDmewRM3Mf3zJtaoId6fELObHUm4+vfSayYSQCe1H18l2yNYhJTLC/AygKEqhOrAnnagfbUW70QE0gY6ijzBkF3ZufP31wiah/sbjq47HJmcqZvg9w2XDqnyvrhfl2mXtpqpsSVY4PjPc257NtvcOzxwXlN5tO53e7kNH1h1pO3Zrx62Zg+O14+7rdvl3WQa22Lewjc2KZk150pA8cuv4ri3NyWTzll3jtx5RRvbvLY2g1PnUebMY3heDMeczV08Y/ITlr3kCa/b6D9e/XAQ5U+6/touEzaHSmmx1JkqPVnp00KN0X7nsfPlx+X2lfel5eFn9Unvc81XZbNX9OHm/Ol2dLsO5+boM/PtqdTpdzQ7g9KIbX2BvWyx78WtV2UymjElns2nme/jm/E6cvo9L349z3GchqYKz+f9dXZ3+BZwwD0BmC67tZkiYb2ZSNRfzkDtVVZVleVpoXgmZN/FjL2arsknILCwgL3uefV7+FnjnjyH8pvXT7E/Zd+W/gvMn6fmPuV/I34Tz75B95rQ8rE3CqJ3sUiibDfnwp9DOsXc8Zll0olOWhjnMdI2ubFZYVsAplSCezJU/qMY6lFw1+5yc0fqdTq9JIWubf2MVqzJ7nc6AlpEzGlZtBuXkN2vYTfufY98zmNQsI1cqHjsthyUWpzLr2VeUahnLyjSKh+Z/DL2noyOfUKM20sr8E/6EGrP9MbVrVo/76J5VHKL+89zzeBBn9a5ZAd96XOGeFeDmZT+ltuhCi1vd2Xez++8b+YrB4zGc3f+ZPelPexq3te/Y0bq1yS87sP/BkYzVyX7Taa0Z/tTOun352MULpWuvBx1J8UZNaA/RkZUu/LWhIfzBrW1nUKgG9yLp0HL+GM75pwvrQPHDKXMZ0xyebV9HNZcrWfy5lML6haMfoeRC1mKXWvygRrVV+ggl9wulyWWzegzKtxi10W402Q1q5mWGUZqcNry88Vs7HLzLpPgB9y9Ki81l6dZYdWr2l+Bwwj9YkeUufoPDnpZMIYP8/1i8/oLbBlWYL/6B1VvcRoVcZ9Yv+R1lHUbCQ5Lt26vEa98WiRGukd76+xD73/4jiSu7RpqhdOFyJJtaRl9aRqclkmeBDhfRRcWNRfTCIr1+KSknRFJZimjobyF19V9Jr4ukefjvT9rTEun2LKM3lpPeU0SzmAzGJXSmmIwbFmnwMvRrkUzPFch8USTLZxbpc8vJGrV+YP2gRHUJ/eZvIdsJQh/Yb7Hf4pgAesbxjLPROQH0gquS0D3umPuBv5led7/uqfyQtMNz1wqt0P8HeqmYvNkltPs/lE6v0Ar9Y5Nv/i+RX0HIcAnZV2iFVmiFVmiFVqiIDlP67nIK9KzQCq3QCq3QCq3QCv2D0fYVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEV+kcg8YcS4e9PkEbRd5AclSMZ89DC/0QybhvSISeSLbyOnNy2hZ8wLFyfY/yQ/huznmEXXoLUDVfWM/6F30G6HlkhvWXhD5CeIOlDCxcYAUq+Aql74fuQ+he+BektC09DeoKk90ANApR8jzlC6v8klH8BUvfCryD1L/wrpOtJ/paFX0B6gqT3QJ2fhF5lmHvgqbeYh+CpX0PqJnn/wtuQ3rLwG0hPkPShhV/CeGRIx22DftohfWjhefxFN2wpwt+Kgj/oZSJocAQRAznjyOe/DLJHaZ5DZbJv0bysqIwcOWWv07yi6LoSHZH9X5pXAbIGmlcjXj5J8xr2C4vltWiL/B6a16Fy+Rs0rzcoFFIZAxJK7NJnhRhVyQmaZ5DS9k80zyKl/SWa55DTfoHmZUVl5Ehn/zPNK4quK1GTQ07zKmQruYvm1cjkyNG8hlm/WF6LEo71NK9DNsfNNK9Xco57aN6Aav33QU8YmRrOhkmvcF7EWcyLOIt5EWcxLysqI+Is5hVF10WcxbyIs5gXcRbzIs5iXsRZzIs4i3m9wen/Ac2LOP9XxKMMqkJpVAe5PvJru4fQBJqGv/1oBq6tIb9SLP5W8RBcGYXcOErCnVYkAPFoAK4dQNfDvWlyNgLHESh9BNJhKKlHecjthSsj6CiU6IfaRqCOTegmkuNRL9R8E9R7mLQoQO4A6QkPfxPkd34PLbbBL/a5ClVDLrJ4VocqSPtDUMMklOWh3SFoB9exD91Ay3bD2fVwFd89DP2bXhzPJvJrw9OkB1fqz36CA4/a4Hwv3MFXhwgKS8co1jNBR8qTVg7D3X1kvBK6R+HZQ+TKYSg1TFDj4fr15Fof6oI+YXRGyXPjBNcm8vwIKTGCxqBNjPIwSXnaI6ksT65PE56OQl8k7hXGge/PQC9G4clpQGENGc0oGcno4jiG4G8MnhB7KI5niLTBU16PQo241iEoh+u6Cc6OQm6G8AH/jvVeyAukT4cIFni8+HeyD1CkxFpnyJjENsfJiPaRno6TVqYJn7oIV/bDlSHyO82HyBh5chR5MUrGJGIxTaRiGmodovKKOTZJr0utjEE9AsFnkvZyHK6MkVbFOqcJUoUe4BYnyVik3/EWsRX7LhCpwZJwPZVc3Cv8m9X4t8BnyNk44bUk1yJmYisiH8fpuCYItntJyUKPi0eEUbuRPCeO+gY4T5K5W8zNKKltjNRwE8HhMJ2lxXhL0jdOJRmPX+TLISINkoyOEF5jyZ1cHI3YxwO0zDScHaO1z8AoRA4dWeTSEJERPAPGloxL0jz7oCdDpP19tP0k0S4HCK/wnUv1VeMlo95CJUeS/FqoJY0ariLpM6TNYSKJuJUbFnlQmJmX6skDVK4nF0tjyRU5Pg7lR4js9EKJfShGMI3T+cejTvLsBKl/BmgSxpECOkooSebU0vaStPYU5G8iEniA9BrrvZvgKkZsPxkxltSltQqkD7gHhRJSfZcb2TQZ1SRBS9Qy0nNYxraTUYtydRORB1HzzCxqU6m0JAX76EzFPK0gGOByk1TrFs/KScKbcSoNYi0j9HyIzsARIj+jZIRi7/aSfki8Wq4RZ+gT4sw6dMmV/YtjqLgmvos6YJhgOkN1jWj9xHYrFttZPgJxzhylv3F//RUwO0pHOkosmUBslmhXL8UePyPqkRiUjy+xEJevXezDh8W22P6Iupyn2niGcG7fEq24fAQFHbi8X01FMoBHIo5FtA2SJ3Jo0c4ME007TjTu0BVHKsre0BKpEvXUBE3FUYn5w2S+iPZ/mGitUWq7xXpwSYHM9SvLqOgjjVPOFGqXZshokQ25nmiiUYoz9pn0xB8ZoWOQ7ImE8lKpriCcGSL5YSRZ0+V+xPKZEFumF0aIH3SU2I9Rwn3M1SG4hhE6QPSReC9F69y9zDeJ09lb0BYF3S/15q/x/q7R2+K9y+rolergfYvSfBCuiXySpEa0RQL10grSfTUPUpLKK3uRmHPrF2fOdJHlEfktSsEIbUvU2uOU7xVkzIeodydZEdEKHqB8luRYlKtJat3EFiaIlzVExilJyhAqeNHL9dnfgReLCA2RsWPcRqmuH6ZzdR/1rMZJX4t90lHie00T2aR9vDJvIb9xqR8N3I4XYTRc5A8Wz4drrg8VfFip9OW1W8Uy7SZhv/xpgfiAo8vGLfWrsMYpzJqCJZJ4WIEkXxz73NL5SJGETBJvWyDydn2RhRV7vZf0ZYRaqsOLvCzWJSIPU5Tj02SWCIt9kOb1Ulm6dlSLLbw4ymJLs1SmC0gcJTiOfUg+StbgMFlLiMiMFPVgmKS4zQIuB6HEviLbMXMVfSxq/mEyAsniNS7R4kNQ4wTROJdf1Y4TGyFZmWJvXLITl9MpS5+aJrpC5NVeOu7L29yhK3D00OLop4mUjpPaxVl06Trnw0qAZN/yaC2524864GwrWMsBcqULrvGgRQfgzhY4a4er7XAlCiU20vtRwqmtxA7lodz/Y+9boKMosv5vd/VMZiaTIk9ERLZFxKAxICIiskggCQmGJCbhoQKbyWRCBiczcWbygMUwsgEjIiIiIGIMLiIqi4iIiIoRMKIisoiK6CLrg1VURHx8fKyL3607FUi36EF395z//xx64Hf7dj1u1a9u3aqaTmA0rXHROooQ81G/jmJcNuikC+0azJ+PdYmyWTCObGRhbcWUs4jqHoVP81BmyXyixHB8Mhp1cT+ComDUXj6Wip7Rc+WaGG1pCT7XT/TQ2KpcstjeslGoFWH9OTI1A+vOpfpE+4X9bLrPP9HObNnSDOJI1CzqHI4tyiNNPB2NshDzFZP9DOpztLX51IdsTI/2JYtaICyny75G8wl+xsgUMUaifXn4OdmrDOIgh1pzkr/hKAux5aL+EZhaQitEAZbMpJ4WE3tZkjPR2zzSTvYqOlLDqTeCVcFBJt6Pwr8jTnBXRBhtS1GH2ozcjaX0k7mi/cuQOJyYKyAtOhrDSSuhsRKpaXIsi6gfZqtjyROzKFcG9bj4hIdkk/dGW9/unVEbBR1aErUnxrZjW9q9Wv+FORKtpT19tBzpn/IiWM8gTkS7ik9Y/rmaxdz8T51CT54v+1D8Ed8PRb9nSaf9QTXUP6L363vpFfoorzsYCAUqwvrwQLA6EHSFvQF/up7h8+lF3kmV4ZBe5Al5grWe8vS4HE9Z0FOnF1R7/CVTqj16nmtKoCas+wKTvG7dHaieEhQldFFz38v0XkJckaYXuXzVlXqOy+8OuG/EpyMDlX49p6Y8JOyUVHpDuq9jPRWBoD7MW+bzul0+XVrEPAE0qocCNUG3RxfNrXMFPXqNv9wT1MOVHn1Ubome53V7/CHPVXrI49E9VWWe8nJPue6LPtXLPSF30Fstukc2yj1hl9cXSh/u8nnLgl5hw6VXBbBCtOPyh7CWoLdCr3BVeX1T9DpvuFIP1ZSFfR49GEC7Xv8kbBRmDXuqsKS/HAkI+j3BULqeG9YrPK5wTdAT0oMe7IU3jDbcoTQ9VOVCXt2uarwXRapqfGFvNVbpr6nyBDFnyBOmCkJ6dTCAoyFai7X7fIE6vRLJ1b1V1S53WPf69bDgGluGRbCPfrQVqNDLvJOo4qihsKc+jIW9N3rSddnNC0N6lcs/RXfX4JBG2y3o8yPJQRf2JegNCUY9riq9plqYwRon4ZOQdypmDwewQ7WiSy4dB6Aqaks4j7vSFcSGeYLpRZ5JNT5X8IRfDWo3PUj4w+VjkCIxBAPSL73SQH046Cr3VLmCN4p+0JCe8MxJyHi1eOwOYPf9Xk8oPa/GneoK9cZR1EcEA4FwZThcPahPn7q6uvSq9nLpmL1PeEp1YFLQVV05pY87XBHwh0Myq6/G7QrRA5HvpLFQTXW1z4uOI9LS9esCNcjYFL0GXSgsnFU8FkS4cWjDnjS93BuqRgeODmh10IupbsziQenCYfQEq7zhMFZXNoV61e6OSBX6TSDYflMhLKT9tO/oB+U17nCacMdaLJsmyrQbwPGpq/S6Kzu0rA6Nev1uXw36/snWB/zoKane3tFp0SE71vBLrY3OIvR1HPdQOOh1Rx2y3QD5YXtdVxEDqV60gnNChJKgmDnlgTq/L+AqN7LnilKFnoXdweETNzXhaowC5R7RTZGn0uOrNjKKcQl9N5pdDIiX5kmlt8wbFvEprgSbXBEQs0U0WVKdppe5QtjWgP9EpGgfhFTpCx5/ep33Rm+1p9zrSg8EJ/URWh/M+QcZU3rj8JJb0BwQ1Zw6CJ4qeO2SOfJEjjcFzZMD2CdBDc4lHwY2otsYJgWVhkAZF1coBidEkwf7jRR4sBS6NjJTnqZXBDHoiSmCE3ES9llwjFzhiGJxPVCGwc4vSHFRoG73s9PvhWiQKxQKuL0u4R/lATeGLH/YFY2nXh8ykypqNPRWL5aR+s3e1KJyiobRcThlPoqz4nEHd0uT7iZa357s86KfRm2LuoLRlQot0CQSPUwTsdxbIaSHCKmuwQ6FKmnCYtVlNWLyhsRD6SXYwz7Y8ZBHhOhAtTcaUX+2qdEJjyajk0YyTY2oqwxU/UIfxTSoCfqxMR6qoDyAMZTaMtnjDrc72Ek/Rucv99LEGxR1cVdZoNbTYcH1B8JiykSDuVdO46inyKRQpVgPyjyGmevq0NGgMB8KozN5cYhOrDy/RICYbzlZenFBdsnYjKIsPbdYLywqGJObmZWpX5hRjPqFafrY3JKcgtElOuYoysgvuU4vyNYz8q/Tr8nNz0zTs8YVFmUVF+sFRXruqMK83Cx8lps/PG90Zm7+CH0YlssvwHU9F2ciVlpSoAuDsqrcrGJR2aisouE5qGYMy83LLbkuTc/OLckXdWZjpRl6YUZRSe7w0XkZRXrh6KLCguIsNJ+J1ebn5mcXoZWsUVn5Jbjk5uMzPWsMKnpxTkZeHpnKGI2tL6L2DS8ovK4od0ROiZ5TkJeZhQ+HZWHLMoblZUVNYaeG52XkjkrTMzNGZYzIolIFWEsRZZOtG5uTRY/QXgb+GV6SW5AvujG8IL+kCNU07GVRyYmiY3OLs9L0jKLcYkFIdlEBVi/oxBIFVAmWy8+K1iKo1g0jglmEPro462RbMrMy8rCuYlG4Y+b0uNNZQmm97FPuqXDhziXdFaquP/Pi4syLi1/B7ZkXF/+9FxcO+nvm5cX/ny8voqN35gXGmRcYZ15gnHmBYY7mZ15iGF9itLNz5kXGmRcZZ15k/L/3IsMhf/Yd4McuMAtOdSmYw44ZUyDmxx+hk/hfqOgnxkFJRVkpf3/g5y+NLXI6FcyjzDvd/HFxlP/o6ebv1EnkV0tPN398POXfdrr5ExJEftb3dPMnJWF+lCB+gl6j/Br+TSbsgrRnQldFhQuVrtBP6Q5XK4UwUpkAYxUflCsBuEmphQblZrhNmQELlDmwDJlbpSyBp9UY2MJGwitsHLyNtb+PtX1ssvPpKez0QTuD0E4O2ilGO6Vopwrt/BHt3IZ2FqCdB9DOKrTzNNrZjHbeQDtvoZ2PsPbPsLavjXaUdzvYOQvtXIB2BqOdHLQzFu240U4Q7UTQzp1opxntPIp21qOdrWhnJ9p5H+0cRDuH0c6PbJEifKqT0Y7asT9no51UtJOBdkahnQlox4t26tHOLLSzEO2sQDtr0c4mtPM62nkX7XyCdr5BO8fYOMWBdhLQTlejHU3tYOcctHMx2snGXMVopxzt3IR2bkE789DOMrSzFu28gHa2o5330c5naOd7NUaxsJGK+B2Tc9FOT7RzidGOpU8HO+einUFoZyza8aCdOrQzE+0sRDsr0c5GtLMd7exFO5+inWPKPMWmLFE6o51eaOcStHM12slGO4ViXtpi8E98fGpq5rQZM2xWxWY73NSIV9Nhm02xObZseQive++1WhRrzGFbfVNTvc2i2GJs4hYVel7ddDQSEc+t1vp580oj1VhYUWxaBCJ02TTFZo1E5rW0trTMi6bIi4qv2SaqkjXhVU0WCiGqWJli1fZHc2tooTrS2jd+f4wGMdrQw0Px6qswxWZp6VAvehBeLMIooaXlF/poV2yxL0ZejDyInwX4acJPh77aLYod+9reWWG/dN7hSKT65ztr1xQ7dlb21q4o9hO9Pa3uog3LmlZTd20a2LShhv52rLlDh+2iw3Y72O02dJpk6IGfDJhOjbPHKHb70cYZ4mo8ancodmcrXsuGLhs6nz5z8BNjUWKwYdjlxZUOq+KwaZoWnoNszQnHWJUYW31j4w+RyDRMiomZJlocwSf10dZICiIOi+KIQdkkSJjX5FAUx0kSIlTNhq1iBBrbq2wUdVgVuy0VpBajKTGSiIi4RyYipfHx++0a2C2SCuLCbm1xKKrDcoKLiKooKtrTNMVhnYeXA9cipOMkIdOREmqnTXE4fphxC10zfnDEKo641tLWUqSw5S79Ln02fhrxI1upTUMSYq2K+E/lT01KDN43iNZH0NOmGUmJtSixgpR2VmIVJbYDKz9LCw1C6ql5EWNVL9zRdtjIi8qw7y0tsYoa206MkZlYYibWAbEOJyTS5zzxPz9HpkeGRvDP0FibEus4OitKzoxZR2PjlNhOrV1au7SktqTOy5mXI9x1pm2mbYaNphTRg3w4YxSnXcVrULbws+xBlDowUxCUOTA2BpUTDM2YFnWNdooiTqvitHXgqBF3Ac6OJEVsWIF9w1by4RmkDMwUt1R1rB15atcp6kiiIjTHqpvQg2xN1cI9rUOHHiWqhg5UmRob09LiVFSn9YQdA1nOGEGWMxacsRw4BnvxuTRyaaS0dTr6i3AZp0NxOo/DFowlrR2uFyNbIsfByRVn/P5u+7sdHrwzbY9vj29b3vbtW+e8PGeLc4uTZuW0Nqu1oa1tR22cTYlzMLyumrRFXJOustswfXBFW9vx1taywU6hTW/Da1prA6Y3xKlKnNbaCnDCZlyMEmcXN23b9xw+vGf79jaZp8MlKnW8f2BL9CJtcAXdVwymJlRUAJx4QmFwz/72smKe1m9t3V/fzTmnXri1tbT0aGn0GqhalbiY7dvjVDXOetIetk74hKW11YLptu3igg77IrEvVMt9/knyvlsoep8p7jOCrrI0ffiUoC9NHxH03JhGby7T9DxX2P9LaVS7Q10ffwgsLswHuhvzwYFJmE+ZVYn5lI0+zKfsh26gZWcU6TBkVN51OpQW52fqMGN0EeKD9P/7ceiJu1lxEKuABrgd5sFIWAVPwxbcTQ2QOS6AztjeG/BwOx3mwF14nPwLbICt8AlcIXP0wn1PFozHHWEE7oD5uPFeDc/AS3AABlKOODy4dsEN9wQ8Ht8Cc+FuPCJshDb4B1xJ6Z2Qm7Nxo54LE2EyzIA7YQFu1x+HZ+Fl3MUNgqGgDiso1iG+uGiYOJaLMiloNwY37lcB7kzgD3AjHtD/BM3wEHKzCN6Gv8EaeA62wRtiz0b5O2Gk7AOD0cVLoJR+sqgRHoAVyOZieAf2wRPwPLwCO+GgzB+Pe/2+8HvkcDS46Le+ZkILPIy7i3thD3wAa2ETvAp/hc9pDxMtk4Cng0thCO5nxkAZ+KEWTxLLYCWeG5bAu7AfnoQX4DXYBV9gPiV3LI5MFyqpQW/oDm64R2oXwe+gHBYi8yy3sDAHRhYVjNKhrKToGh1bK/KchZEtFvrBxXA1HZ7EFzR/hFtxXB/B8gVwH+yFv8M6aIXt8CZ8SWXscBlyeR6MEz9NBU14ZD1Ez7tAEjihPx7bMnAVuQ48cBNMgWlwG/wZHgULXAtL4T34EJ6CF+F12A1fyRYk48heDpfgAfR8uB6CMBVuhtmwHB7DM1ER3I+78o9gPWyGHfAWHIav3f1CbstKwjWEGwhbCbcR7iTc43b5wpb9hAcJvyU8LtBqI0wk7OZ2hTzWXoRphP0IBxIOIcwkHOl2V1VbCwnLCH2EtYQRwvmELYSrCZ8jfJXwmMCYiwgHEmYTlpT7vJNiSgknE4YJGwibCOcTLiZsJlxO+Gi5P1AVs4ZwPeFzhJsJtxHuINxNuLfC63fF7Cc8QPgF4RHCoxVBlzvmuECbjTCRsBthL8K+hIMIM71+b9iWT1hCeD1hKWGFNxTw2XyEQWysy1ZP+CBhG+FBgXZOOJBwCGEm4Uifv6bKXkg4hnA8YRlhJaGfMEw41Rdw++wRwlmEcwjnEy4mbCFcQbiacB3hRsLWKk+5195GuJ1wN+Fewv1oJGg/QPgF4RHCo4THBTo0QgdhfACFozNhN8IehKmE6YT9CQcRDg0Ey/2ObMI8wqJq8Xwc4UTCcsLJhNWEtYTTCGcQNhHOJVxAuISwJej2hR0rCN8XGKsRphGWiEGKbSJcQNhCuIpwA+FWwldDOHdidxLuIdxHeIDwC8IjhMdCXn+FEwithE7CRMIuhN0Je4aq3NXOiwj7Ew4hzCEsIhxPWBEK9b3UWU1YSziNcAZhE+E8wsWELYQrCdcQbkDs52wlbCPcTriLcA/hPsIDhIcIvyc8LjDOSsgRL4vrTNiNsAdhKmE6YX/CwYSZhHmEJYTjCcsR+8f5CIOE9YQNhI2EswnniZ9ZiVtIuJTwQcKVhKsJ1xFuDNVUh+JaCdsItxPuItxDuI/w4zD6RtxBwsOE3xP+IJCrhDZCTphM2JVQJ+xFmEbYT+xYcD1I/g2S4Vp8Dq6X/96dAvbTxBj68nM4fd2XjfsHUUv0yanvfprfgmulRfybD7g3+DVaZ1x303DlS8cdhfgXEfrhytof18IBuCcaiLuaQbgvGYx7hyG4Og/9DflPvyUaadF7hvuvGbgLOv07BfcdJ/F3P8G4X4nX/AIy3PPgUeM/dqfgHvGXcOQJTKLXRtW4qwnSa54a3JfV4Q5oCu5Y/oj7nJtx7zud+Ig35DyZ77+R5/RbpeDe8NSY+CuxgLCQ8FrCIpq/qvy3XlSDphCmdsDo2SaPcuXhLr5dM6LjV2LCr8Rzf4I5v4jxvwrPxt30ONwFX49nnvF4ZpmIp4tSep3plr+ZMIleUk7GM4cPzwVT8UwDyG97qZ/mb8/738jX5Ve1NtpWDU9MJXiqGfMb7hU8m7Sj8BOdNP0nWvszMDzjp4kMz1KdxdnoN96dRXcKnvBOhSqegXr8BqngCfDnUcVTUM/fIBU5j06NKp6/e/0GKf4Nq9PF0x0VBefG6WLuL2KnX4EfKK3KTmW/chgDU7yqq33VoWqhWqpWqxF1ntqirlFb1Z3qfvUwAxbPdNaXDWWFrJRNZSvZ2+wA+16zap21XtoALVsbo1VotdosbaG2QluvfWx1WrtZ06yDrXnW8VafdZp1jnWpdZX1Oet26/sxu2I+jDlia7XttR20T7T77Q32B+077QftxxzJjp6O/o5MR4mj3BF2NDoWOJY71jm2OnY7PnZ8G6vFJsf2jO0fOzt2eeym2B2xnzo7O3s5Rzr9zqXOVufeuL5xwbgZcfPjVsU9F7c/7hh38K68P8/nq/kmvoPv44f48U68U/dO6Z2GdJrdaUmnXfEQ3zX+ovgF8avjN8XviN8Xfyj+eAJP6J6QnjAkIT9hYoI/oSFhbkJzwuqETQk7EvYlHEo4nsgTuyemJw5JzE+cmOhPbEicm9icuDpxU+KOxH2JhxKPJ/Gk7knpSUOS8pMmJvmTGpLmJjUnrU7alLQjaV/SoaTjyTy5e3J68pDk/OSJyf7khuS5yc3Jq5M3Je9I3pd8KPl4Ck/pnpKeMiQlP2Viij+lIWVuSnPK6pRNKTtS9qUcSjnemXfu3jm985DO+bg3EeNoi64nyQtN+qMmfbdJf7uDrpnSrbix0iFG6aCfM82on3vQWF4fYqz/ggeNeq8cY/29xpt0vyn/PJO+3KSb+nNhD5NebdIXm/RWY/sv+dSY3kcz6gOmmfSGDjpG4wERU/ou0lVciROjPRzYEpVXllOKhjO/M+42ekWfDtKlvEjK/lIOPVXuqxqlnCvlYilNLF2119jLwbOM+lCTFw1dadSHmVgbPsOkNxr1TN2km0Ylc7BJN3lNZhnqysn2Zc436UtIN7GR2SzlSinXSdlKuc/FnX8O7s3G4fpdSd/QRaAJ5sFiaIGVsAY2QCtsg52wB/bDp3AYjqJBmxKvdFHkmGTJEcxq1/tKOVTKIiknSumTcqqUs6VcIuUqKZ+TcoeUe6X8VMqjUZkt50h2Zyllv7MHSjlSynFSVkpZL2WTlNJ+trSf3SrlLuMo5HQxsp7T2aT3MOnZJr26g471j7QZ00cOMen5Rv26rib9OaN+wziT3tBBx/bfMIv0LngKHILn0XzcX03E/Zr41rgBZsFcWAjNsAJWw3rYBG2wA96GfXAADkVbe8MYKcukrJYyIuV8KeV8vmGNlJulfFvKD6U8HJXjQUrpTeOlN41Pl3KIlPlSlkoZlHKWlHIUx6+QUnr7+FYj6xM2G1masJ/0ZDwrnx4v0VpelVL65gTpmxOkb060Sil9c2JPKWX8mjhMSjlHJspeTZSsTmyQUkayiUullD46caOUsh0T90j5KfWmQ3z9w/dRWQrGfpfOJT0WuuGuMA36w2DIxPNUCQ5IOciZWiqtl8pIUrpaSjlDS6X1Umm99ICU30alS5UyXsruxjaUjUHdftJD3X7SGZ63k7FdVMY9TUo5zu75lMcU69ybpNwm5W4pPzTzUd5dylSjX5SXUb0dcy6Xcq0xDpSb1liP09gLz0CTnmnUJ80w6l7VpINRnxwx6XNM+lyTvqeDjixPPthBx/7cONSkjzfmv7HRlL7fqPuyjcz51pFuk+Nxch5FU6WP+OSI+N6X8mMpZXzxy6jrl/n9u83jUR2WssGccpOcRTeNN7Y0iHNfNYx+SHpVKJVSTF4UPiLl8aiskf5c862x3rrtP/XTehkH6+WqUj/3p3mmyPkzZV9UTk0+lS9PHSCljHx/zJQy76c1TsuWMk/K5WZupkk+p+2kHv/MKN0s49PNcp91s4xTN8u1vEFG1wYZ3RselXI9xDBxlwhd8cx6EfSDQdGUyE4p5XhHJJcRyXFEcnyL08ht4yCTPt7co8YFUi415pyZ+VN+Zsod4EwZwWauMMeDWTLizlpvjE1NecZZ0bTA3I4mucI17TOn3JYqZTml2HHNFb920RcGnthzRdOlr9wmo9dsuWrMlqvDbLlTmS39ZrZcM2+XnnK7yd9vj5j0FpO+waR/YdTnaCb9OSMHd2CM1DrM/HkbjZHgLiv5WAzxf3JViaY5pEyWUq7z8/tJKXdt82Xf5+Pux9Kh7rvfJ0+zQPwJNqPPpV/dLf3q7h+icoEst+CUc2yR3B0skswvkrNk0dtm/2iWntScauSmeSrldHTw+2EwEorgepA7pGbpe81yHWmWLW2We4QHyqWUq2yLZKBFekeL7NGybuY2LZN7qmXbjJF/2W6TfsS4Ui37tsNpFW+Wf2/UH+pizP9QV5NuTk8z6ekmva/xNLgyzbgjfSTepHOT7jTOyUccJl3voGP9j6Sa9FVG/dE8Iz+r3zfqj6cb8z8eMepr5nfIj/oTy036ZqO+NtVY/9pa43xaGzb2d+00kz7VqD9p2i89ucuk7zTq69JpPp5oz7qcDrpIzzPpI03lc0x6mbF/T60y6fuN+tM+Y/kN6436M4NM+iaT/qFR36ga27ux1qg/25NixEl9nbH8s5tNuomv5zca9U21Rv2FfkZ/eOGQUW8FY/9b+5r0YUZ9s2rS1xn1Ldykh436S/2Nets4kz7XqL9sM+rbTPZfyTHpDSZ9hkmfZ9IXGPVXu5t0v1F/TeuwniC/r3U8QQvdNL6vhU16bYc1QuhNxvF/bbZx/F77whg/tvcwpm9PN6WnmfSBJn2kSW826fuM/vF6P/Fv7WOKW7kHKpSl9A6jDD+gLFBwV2OJtyTQ+7BEsDpzeZszh2/lrXwzPrEqXypfYr7DCu4BlCPKEVCV75TvgPEMngEaH86H49oo1giVZbEcYU9NVFPwCdpmXLSCxWHJdNoB9oUgLMWz7H44piRjG2zYqmTntaA6c5xFiLnOYkTRu5Or7QAYzD8FpsZjmz4j2cYPokxB/XOSbfxtUFHbg9jG9yJuw746ontDvh/b2oqpfyfZxj9EuRn1j0i2dcj5scz5icx5QOb8h8zZ3t5rqL151N5R1N72lHxKKaCUwo4p/FVq4XZq4Q5qYXvKTkrZRSm7KUVEG/wAqLFqLChqvBqPrKYgq8yZ7RyBrLfyVrBim0RcYSDeeios+uYGN5RYfgb2agaqnZROMF3pqpwLESVVSYVG5XplPMxUfEoVNCkBJQCzlZuUMNyuzFZmw53KYuVemKd8rXwN85Xvle/hbuWfyj9hgXANuEe1qlZYqDpVJyxSE9QEWKx2VjvDveo56jmwRD1fPR/uU3urvWGp2lcthPvVsFoDm9Q6tQ5a1anqVHhRvVltwODTqDbCVvVW9VZ4SV2gLoA2dZG6CF5Wl6vvwDYWh17zA+vP+sNxNoxlwo8sl+UqKruf3a8wLawtUzSL2+JW+lk8Fo9ymWWSZZLS3+K1eJXLLSFLSBlgqbHUKFdY6ix1ykDLm9Ym5UpHscOlfOW4NVZRjjvjnVnqFOcNzmb18bjyuMnqN3HT4+aox7jKbczGz+PnsU78fH4+i+cX8AtYAr+QX8gSeW/emyXxi/nFLJlfwi9hKbwP78M680v5pews3p/3Z134AD6Anc0H8oGsKx/EB7Fz+GA+mHXjQ/gQdi4fyoey7nwYH8Z+xzN5JtN5Ds9h5/GJfCLrwct5OTufV/AK1pNX8kp2Aa/iVawXD/AAu5DfxG9iqbyG17DevI7XsYv4FD6FXcyn8+ksjd/Cb2GX8Jl8JkvnTbyJ9eGz+WzWl9/B72CX8jv5nawfn8/ns8v4Ar6A9ecL+UJ2OV/MF7MBfAlfwq7gS/lSNpA382Z2JW/hLWwQf5A/yK7iy/lyNpiv4CvY7/lKvpIN4Y/yR9nVfBVfxYby1Xw1y+BP8CfYMP4kf5IN50/xp1gmf5o/zbL4M/wZls2f5c+yEXwT38Ry+Iv8RZbLt/AtbCR/ib/EruEv85dZHn+Fv8JG8df4ayyfv85fZwX8Df4GK+R/5X9l1/I3+ZusiL/F32LF/B3+Divh7/J32Wj+Hn+PjeEf8A/YWP4l/5KN44f5YXYdP8KPsOv5t/xbdgP/nv8PG4/O66L4BRS5FOWYcgyj2I/Kjxg9LKoFNJpnFppnVppnMWpXtSvY1B5qD7CrqWoqOFgORrdYS5mlDJyWcks5xFkqLBXALZWWSuhkCVqCEG8JW8KQYKm11EIi17kOSbwH74FzvCfvCSm8F+8FnXkqT4Wz+EX8IujC03ganM3TeTp05X15XziHX8Yvg278cn45nMuv4FdAd34lvxJ+x6/iV4HOf89/D+fxq/nVGK1E/D2f4m9PPoKPgAv4BD4BenE3d8OF3MM9kMon8UnQm/u4Dy7ifu6Hi3k1r4Y0HuZhuITX8lpI5/W8HvrwBt4AfXmER+BS3sgboR+/ld8Kl/Hb+G3Qn8/hc+ByPpfPhQH8Ln4XXMHv5nfDQH4Pvweu5Iv4IhjE7+X3wlX8Pn4fxuv7+f3we/4AfwCG8GV8GVzN/8z/DEP5Q/whyOAP84dhGH+EPwLD+WP8Mcjkf+F/gSy+hq+BbL6Wr4URfB1fBzl8PV8PuXwD3wAj+Ua+Ea7hz/PnIY/i3yiKf/kYO7dCAcbONijk2zB6XstfxWhbxLdjtC3mOzDalvCdGGVH810YZcfw3Rhlx/K3cc0Yx/fgmnEd34trxvV8H98HN/Av+Bcwnn/Fv4IJ/Gv+NUzk3/Bv4A/8O/4dlMqfFxGnof4Ua29F37IoE5QJ+NijeEDRntaeBtX6L+u/gNmG2IZgHP7PeB/GwDPed8b7pPd1Je8T3+Koitf63hkfO+Nj/yEfUyyTxXddSg+1P8vWxkE3w/dLk+m3H2bAbJgPS+BBeBTWwkbYDK/CLtgLH8JBOII7e1CsitNeD8wesoftU0jW2KeSrLX/kWSd/WaUYbxrIBm2TydZY4+QrLXfQrLO/ieUNZivkWTYPpNkjX0WyVr7rSTr7LehrMV8s0mG7beTrLHPIVlrv4Nknf1OlHWYbx7JsP0ukjX2+SRr7XeTrLNPAxVTZyDW2JsQa+1zEev+DUbuoZ6H7AslM4skM4slM/dKZpZIZu6TjCyVjNwvGXlAMtIiGVkmGXlQMvJnychDkpEVkpGHJSMrJSOPSEYek4yskoz8RTKyWjLyuGRkAfY/ZG8mRpYTI4/+m4w8IRlZKxl5UjKyTjLylGTkacnIBukrz0hmNkpmnpXMPCeZeV4ys0ky8oJk5EXJyGbJyBbJyFbJyEuSkZclI9skI69IRl6VjLwmGVlDjKwnT2klRtr+TUZel4zskIy8IRnZKRn5q2TkTcnIbsnIW5KRtyUj70hG3pWM7JWMvCd95X3JzN8kM/skMx9IZvZLZv4uGflIMvKxZOQTycgBycg/JCPbiZFdxMge8pQP/01GPpOMHJSMfC4Z+UIy8qVk5CvJyGHJyNeSkSOSkW8kI99JRr6XjPyPZOSoZOR/JSP/lIz8IBn5l2TkuPSVH6PMiH9PQzDjUKLMONQoMw4mmfmUGDlEjHxLjBwTnoJrtiLaTT+VNA56K7vUB1geK2AVbBKbzG5kIVbD6tgUdjNrYrex2ex2NofdgafgD9lH7GP2CTvA/sE+ZZ+xg+xz9gX7kh1iX7HD7Gt2hH3DvmXfxQ3AejspO5WdaKBZbQaFXcOuAZXls3xgrJx5QGOVzAtWFmRBsLEwC4Od1bJa3AnUs3qIZdPYNHCyBvYniGP3sfsgiW1kr0Ny3OVxl0Mq1t4VHFp37Xearp2n9dDO13pqF2i9tAtFz7BF3wG0fzchf98B4DaRhmWiP4+pMN+JHO0/dz1bfDfFfJgCWrJ2LuZO1VIhtkO5qN1kLUXrrJ2lddHO1rpq52jdMO9Juyr0hE5aopakWTSrFqPZNLvm0GI1pxanca2TFq+J77s07Nt0bKQoo2q/14aAU8vQMoBj2gDowlawlWwVe5xtZS+xNvYy28ZeYa+y19h29vqpGBfflrGH2ENY48PsYWzLY+wx5Hs1wziKzG1Bex+yz0/U/hDmegxTN7Jn2XPsebaJvcBa2YtsM9tyqjGm2lewFVj7SrYSa1/FVmHtjzOMztjC17F20Q9Rezokn7LWU/SDOPtQcibKnaZ3UTnhDVjO4lfXwZ+gEWbCLDwRNeEoz4bbYQ7cAXPhTpgHd+EsvxsWwD2wEBbBYrgX5/x9sBTuh2Z4AFpgGUaAP8NyeAhWwMOwEh7BePAYrIK/wGp4HNbAExgdnoR18BSsh6dhAzyDseJZeA6eh03wArTCixg5tsBWeAna4GXYBq9gHHkNtsPrsAPegJ3wV4wqb8JueAvehndgD7yLMeY9eB/+BvvgA9gPf8eI8xF8DJ/AAfgHfAqfYfz5HL6AL+EQfCV+oxOj0TfwLXwH38P/wFH4XzgG/4Qf4F9wHH5EN1bUa9UitVgt+T/uzgNMimLr+1XVPVOz3T1DT3fPssCKiMQlB5EkOYNIFFxyUkCQICCCRBFRAZF0cclBMohIEskgonLRa0AyKFFExASIAt+p/w7L9PW+7/XeNzzv89HPVPWe33RVVzqnTlVPI1qKR0Ur0Vo8JtJFG9FWtBPtRQfRUXQSnUUX0VV0E4+LJ0R30UP0FE+KXqK3eEr0EX1FPzFPHBKHxRFxVBwTx8UJcVKcEl+Jr8VpcUacFefEeXFBfCMuim/FJc0Q34nLmim+F1fED+JH8ZP4Wfwiropr4rr4VdwQv4nfxU1xS9wmFcQ1oWmargW0oCa1kJakNdWaac21FlpbrZ3WUeuk9db6aWO0F7Sx2ovaFO11bZa2RntLe1tbp23S3tEOaB9rn2h/0z7VPtM+177QDmpfaoe0w9oR7ah2TDuundBOaqe0r/RKemX9U/0z/XP9C/2g/qV+SD+sH9GP6sf04/oJ/aR+Sv9K/1o/rZ/Rz+rn9PP6Bf0b/aL+rX5J/06/rH+vX9F/0H/Uf9J/1n/Rr+rX9Ov6r/oN/Tf9d/2mfku/HQgHHFld1pA1ZS1ZW9aRdWU9WV82kA1lI/mwbCwfkU1kU9lMNpctZEv5qGwlW8vHZLpsI9vKdrK97CA7yk6ys+xCRzc6nqCjh+wpn5S9ZG/5lOwj+8p+sr98Wg6QA+Ug+YwcLJ+VQ+h4Tg6Tw+UIOVKOkqPl83KMfEGOlS/KcfIl+bJ8RY6XE+RE+aqcJF+Tk+UUOVVOk9PlX+QM+brMkDPlLDlbzpFz5Tw5Xy6QC+UiuUKulKvkavmmXCPfkmvl23KdXC83yI1yk3xHbpbvyi1yq9wmt8sdcqfcJXfLPfI9uVe+L/fJD+SH8iO5X/5VHpAfy0/k3+Sn8jP5ufxCHpRfykPysDwij8pj8rg8IU/KU/Ir+bU8Lc/Is/KcPC8vyG/kRfmtvCS/k5fl9/KK/EH+KK/LX+UN+Zv8Xd6Ut+TtEAtx+YZcLJfIpXKZXC5/kj/LX+RVec0YbDxrDDGGGs8Zw4zhxghjpDHKGG08b4wxXjDGmkPN58xh5nBzhDnSHGWONp83x5hjzRfNceZL5svmK+Z4c4I50XzVnGRmmDPNWeZsc44515xnzjcXmAvNReYb5mJzibnUXGYuN1eYq8zV5pvmGvMtc635trnOXG9uN3eYO81d5m5zj/meudf80PzI/Kt5wPzY/MT8m/mp+Zn5ufmFedA8ZH5lnjbPmufNb8xvze/NH8yfzJ/NX8yr5jXzuvmrecP8zfzdvGXetpjFLWFplm4FrKB12jpjnbXOWeetC9Y31kXrW+uS9Z112freumL9YP1o/WT9bP1iXbWuWdetX60b1m/W79ZN65Z1O8zCPCzCWlgPB8LBsAyHwklhI2yGrXA4HAlnC9vhaNgJu2EvHAsnh7OHU8I5wjnDucKp4XvCucP3hvOE7wvnDd8fzhfOHy4QnhmeFZ4dnhOeG54Xnh9eEF4YXhR+I7w4vCS8FL/RwNo+1thHiLmCNChWzudrDci+f6E9TPb9Sy1da8MOa+21DuworOlxra/Wl50gizeKndQma5PZaW2GNoOdgWU/C7t1DnbrPOzWBditb7QN2kZ2ERbikl5Br8gZVuBFwAgYvGTADti8FNbYSwe/Cp7jF2RJWZZfxnr7T8aLxkwhjDeM7SK78YFxXZTGqntnrLerpyV/xBMqeVlR1phmQBlkAbaRdqYszBeYiHyAs5U4U3s0Nktmqeb79PeX5j4KD5sfUHjU3J/13S/pbCcL0XwiheWmGUBa5u6ReVjJzaMUfmQep/Cv5kkKPza/U1dGYirFSLJKMZJdpYi0biLVO3s0SfTXexGDwvcjpo9kA7FBoj6SApIDJCeIYEnUaiWp7cqL8oyLSqISE6KOqMM0UV/UZ7p4RDzCAsYUYwoLGhuNjUwaV4wrlJ4ILBef/g/ZWL+F/f/bvv7vWFhlQ/+s3fyftJmO7Cofl93lULJAynLWJpvZCNasKVmmibCTrclGKuuYaRu7/Umr+Nw/sYd/tIavkx28awETrcv/NWuYZe3ILs4g+51oFavT7EPNPTJnHmre0YRmHr/G5x2/0azjMZpxzMGcYy7NOG5Qr32UemoH1S/v2E7R2283LduKWo7lWp4Vs5Kt7FaKlcPKaeWyUq17rNzWvVYe6z4rr3W/lc/KbxWwClqFrMJW2j+0ti/8Y3sbSYoYEfNPWd2Vf7S7kWwROxL9g/V939xnfgAbvP8fWuEvyQ4fNo+ax82Td+xxJDmSHTb5u//QKt/8o12OpERyRHL+W9bZZ5utm/8d1tne/U/s8yNc8Bg5szl5IebxJrwFux+77oV4e96NFeFP8CdYGd6D92Bl+ZO8N3uA9+FDWHn+HJ/GavEMPpu15+v5x6yz6C8GsGFikBjGRooRYhQbJ54XL7JXxEtiApskXhWT2TTsn78upgvS9/Dy52iW5rC5mqd5bLGWrKWxJVpRrQTbopXSarEdsPmfw+Z/Af/toL5A/5hdDEQDUZ4SuBq4ynMErgeu85yBG4EbPFeQKoynBl8KTuD3BF8NTuF5g9OCM3jBYEZwNi8SnBtczksEVwbX8UrBDcG9vFZwX/AT3jJ4MHiQtw8eDh7lHYLHgyd5Z5od3OTdgrdpdjBalpOV+Cb5kKzKt4UKh9L4zlDRUAm+O1QqVIq/HyoXKsf3hSqEKvAP1A4a/zBULVSNfxSqEarB94fqhOrwv4bqh+rzA6FGoUb841CLUAv+SahVqBX/Wyg9lM4/DXUIdeGfhXqEevBDSeT488NGZ6MLP2J0M7rzY0ZPYwA/ZQwyBvFvydLO5JfI0m7nv5Clvc5vmcJsI6TZzhwiOllzra/FiHDDcEOxOzwhnCH2ZD7nQl7pauy8tOOPxyUbEiScVcRzySl46lM9iyrI6r6BcDXNDt5ArP7aGv9rK/11nA71tE0RXoT6TnFenMxeeV6e0qzL65KRacgbMp3P4DPwtM0+1imQM5ArkBq4J5A7cG8gT+C+QN7A/YF8gfyBAoGCgUKBwoG0QJFA0UCxQPFAiUDJQKlA6UAZ/hn/nH/BD/Iv+SF+mB/hR/kxfpyf4Cf5Kf4V/5qf5mf4WX6On+cX+Df8Iv+WX9I1Xdeuate069qv2g3tN+137aZ2S7v9X5HpVBRdYMVBx1ulolgDSqFDY6nqbV5UcwWppEWZehJK/WcGIarVijRfrEyHwarQYeL9FhZrSEeEtaIjG34fbrP2dDj4jyxc1p0OD+8diOGNA9nZCDpy0BgVLCfPxm2Wi0ZqTnYPz81zs9x4SuZeGrVNWB4atensPuzu5sV4vZ/34r1YPjw3k58P5INYAT6MD6OR/RJ/iRXmr/DxLI1P4pNYURrHGawYjeP1rDjfwXeyEnwvf5+V4vv5flYG605lMf7KYW7dAKtP7bH61DFrTWxPfE3sFaqpe0QpUYpmjuVEOZo51hK1aObYQDSgmWMz0Yxmjq1EKxag+U83FqSZz5M0cxxnvMxCxnhjEjONxcYSZhvLjJXMMQ4aX7Jk47BxjKUYJ43TNKd+zhzO7iMrMoblUxaCFSYLMZ8VUfqclSB9fpCVIi1+nD1AmvwkK0e6/DR7kPT5WVaefKzzrALp9G9YRdLr37JKpNu/ozZSz4FVEm2zyvJhvCzjqSy5fWWpICrQd1WJNNGEfBodJQqgREGa56UziXKFaBbXjyWhXAbKFUa5HJTLM1Yba6hEa40NLBfKmAdlzGucN75hBYxvje+pXKqkxVHSUihpOZS0PNnBN8hPWELeRlWUujZKXZfs01XWkKzTTfxeQdAsvWd8F7YRjc+uKNEEVUbeDOOeZUkY1jQF786rZckEb8GLMo53yGTKaAT8g7qoLCpTXaga0dHGAdRLEPUiUS8h1EsSzX/bMQO1Y6LVLdRR2HjMeIxFyEMfzrKRFzaZ2n6qMZOlki+2geUzNhnbWTnyyL5nVYwfjOusG80lXmS9adYwiQ2hWcJKNprmAOvZNLL5h9lstP0mtP07ZMm/YpvRA95FD9iCHrAVPWAbesB29IAdZOG/ZzvJyv/AdpGlv8l2k10PsgM010lhB2l+cx87QXOaNHaOZicmu0yzjCj7gWx9TvIESBOSp9SPMeVJshpqtYE1Vc9vsebmUKs2O0DX3MNfxzOO2t0WwRPwjDwi1euaJLTIxLstwlqwKlkywaqxtIQWmahWn41ZxiLKeYexj3rbr6bqvySFv515P/fhTkrGcxeUS85/R7PSlTHoIQY9xKGHNOghHXooAD0UhB6S0EMh6KEk6CEDesiEHrKghyLQQ9mgh2zoIQd6yIUe8qCHYtBD2aGHcjCu7VK/WxH1tM1UE/9sP0Zwgzt0l3l5Gi/NK/IavAFvRnfXmffkffkgmsGM5uP4RD6Vcp3HF/OVfC3fxLfxPfxD/gnVzTGqhwv8Mv+Z3yDlHxSWcESKyC3yiTSq3XI8jUpfiOqiGOJ0sn4qbscrIG7PKyLuwCsh7sgrI+7EH0LcmVdB3IVXRdyVRp6Ku/HqiB/ntRD34HUQ9yKLquI+/BHEGYHsKtY3BFIQbwzkUHHkt5Cp4oAbslQcXBQKI94aiiDeFsqG+GbIRnwrFEV8O+SomOYwLuKq2Tjy6ckLkybIRnZe0F9FKUwna6/mDiUobM9LUtiBl6KwIy9NYSdehsLOnOYRVLYHKOzKy1HYjT9I4eO8hnoGhNek8Elem8JeNF8QVKp6FPbl9SnsxxtQ2J83ojCDP0zhLN6YwpkBjwkqb4zCjQG1AvJbiBqGSkq9msqpU7g1RPMNKmNQPdUUkhTeCoUovB1KYoLKRrOfUFVWOOv3mwPYc2wMafmpbBZbxFaydWwL2bH97HN2jJ0hn//nO/t61JNSqK/no75Ukpfjlak31eONSUOmU7kfp1Isp9rKoBpagbgdX4m4PV+FuANfjbgjfxNxZ74GcRf+FuJOfC3irvxtxN34OsSPh+5RMZUxt4qplPci3hrKg3hb6D7EN0N5Ed8K3Y/4diifiqnE+RFX5XPQfnPRcvPQcvPRcgvQcgvRZovQZm+gFRej5Zag5Zai5Zap9gh5qPEYajwZNZ4dNZ6CGs+BGs+JGs+FGk9FjXOmZ2N4uluDrmAY6Tybep2I+vVrY/zyqBArTbY4viLFk9HXsqOPpKi8VSo8R9ZZd9WTlO4lfTIdfQWh2injNmkoxmPk2XBoIgH9omxaCnuJt+St+GO8NX+Udzdak/VJz1wfFgPFcDFOTNMytGXa2sjvkZuRW5HbpF9nG3OMucY8Y76xwFhoLCJdu9PYZew29hjvGXuN9419kWsREdEieiQQCUZkJGT8atwwfjN+N24at4zbJqk98zVzsjnFnGpOM6ebfzFnmK+bG8yN5ibzHXOz+a65xdxqbjOPmMfME+Yp82vzjHnOvGBeNC+Zl80r5o+WtEJWkmVYpmVZYStiZbOKWEWtYlZxq4RV0ipllbbKWGWtB6xy1oNWeauCVdGqZFW2HrKqWFWtalZ1q4ZV06pl1Y5YkXAkEnEibsSLXI/8GrkRyRVJjai9yALw/Rj8vQDNHBqSTespepHVHkB+nSWGkV8XxlPQEXhx2eCb2ViDjWpvaW8xJ/hmcA1zgxuDG1kseC14jeZt5LGw7MpjofnNCeMsK6z8FprNjCPbXZF89/WsJnndh1kj8ryPsodhuxvDdj8C290EtrspbHcz2O7msN0tYLtbwnY/CtvdCra7tXmLrPZjlk2WujMs9TBY6pGRGFnq56mcm1n6n2nRf68F/0fa6U4LGahNhtpMQj06qMdcqMd8KHkxlLwcSt4UJW+BOUqrTM8vYATCGIUNmFrfrcFyJ/b/v+/F/3F/zOw7lEIUPYWhp2ho4SDaM4L2zIb2tNGeUbSng/Z00Z4e2jOG9kxGe2ZHe6agPXOgPXNSu2VnueJ3bwYiCXcfoflmfMSqMY9+ytBPOfqpQD/V4tdagWwJ16bQrCRLC9wZ6dAcGAXoyQH0ZImeTDaEZlCxP7tOau9Wv0/J3HFWHjnz4n4FfvFi72TCVr+n5XZHzObuyrVw2SySOQdUM/kWmO29GpdUxi8mxvlkaqb4FM2EEmWkqcm/nBqXqTQHq7qw89n5GLML24VJUtwmW24/YNNcxX7Ifogl2TXthvSdxnZj5trN7ebMs9vYbVjM7mB3YMlIpZH6xcc/SUVdaeBKE9dUQ1hMtYbYIi5SC12hz1Xcm9LLmlhMx+ckO0KfUwnyiVpRsYVku+izL0uui0FikOaJRSRdTp81WYRrZE/EJIpDWTIh6onLJH2OPj/f/aY4RJ/HqZ3qidIJ301FXk1IXlqkJnxb5UNzPC2nlkcrcPf7/JKYTITssSa0EH5DdOeKwfQJUhkuiMvqPOuKzYLanV8m8ok4qM6zrqASclULjRJk60i2g+5rAc2T70rnkJTmHGK8mOy7y7Ekn0zyAWKIGJmQZx3xFJEh6ldRCdKSojU8QyHq8JIJ8hRBLUYzME0UF2X5truE3RJUdprpacITOUWehHqj2TER9cl9t/347/yKEGpThD6hBPkh8jCoHzD1uXJXzubQXP9T+lt9Dt1tbzaWjeXruHqfh/rsSCC9yPJP5OoX9+qzOIsE1H90xUfyAVy9E0N9xidcVY5GflfekyTq0zfhqlSWyquQr9Ak7pU9GmeZvb4R9Xo1OgrbzaiPp9kt7ZasqJ1ut2PFMEZK2ePt8aw0+nvmSKY5M7MDSYEkurKjGvF2Z7sbjZcn7J4saPeye9NI6WP3Y5b9tP00y2YPtJ9ltj3UHkqjbpg9giXbo+zRLIc9xh7Dctlj7XEs1Z5gT2f32hn2IrqPxaQ31PP9gu6oZdYIjcZzVHlx5BVAXknIy0ReEeSVDXl5yCuGvFKQV07klct+xX6F5c7KcSFyXMHK2Kso3wpZWozyQNgM4cMIWyMcnfnrOtIL6q8HKEzO0ngTmE4ar5fdAEy9TyUNbyZIZnnAH6FSNcdZk6yzpjij/mTXsutA05XENSksX/wapUXvXHX3vGn8POFKvgB3Ugb/meYANoSNpH4ynrzKGWwO+QPL2Rq2gTyCXWwfO0A+wRF2ip0jr+BHdp3d4jr5lzZP5qnkYRbixXlZ8jGr8Tq8EXmZrWl+3fXv/UzSmIJ6UH4K89sFKCxgF6SwoE3a2y5EmlSQPk2jMM0mb8suonqOXZS0prCLQcMWt8nnskvY5HPZJW3yuexSNvlcdmmbfC67jE0+l12WaljpYvK57HI2+Vz2g3Z5CsvbFSisQDpa2BXtShRWssmS2JWpXQRp7SoUVrGrUliVtLWwq9nVKaxuk79m17DJXyPLUIvCWjZ5bXZtqj9h17HJd7Pr2uS72fVs8t3s+tSSwm5ANkTYDVU/tBvRWBE0YpqhfzZXbUe9VNC4SacwnSyEIDvRlsK2NIaE3Y7GkKCRNJ5CNV55ICnhlwQpGIuvZa1l/GsjMidaGx6D3Z7mBC+oMFwWfW8Q45F09jx5egWoFdNJa0zkS/kufoxfFTZ5/LVEezGYdO1KsVecEjc0Tyuu1dM6a89p07U12ofaGe2WnqKX1hvpj+sj9Qx9nX5AvxAQgdRAuUCTQM/AmMCcwKbAp4FLwWAwT7BisEXwqeC44ILgluDB4BVpyHyyimwt+8vxcrHcIY/In0ORUKFQjVDb0KDQpNDy0J7QidD1JCepaFKdpI5JQ5KmJq1O2pf0ddLvRrJR0mhgdKUZ3AxjrbHfOEez1ZxmWbOx2d0cbc6iWeon5kVLt3LTjLOZ1csaa82zNlufW5fDoXDecOXwo+G+4ZfDi8LbwofCP9LMs0Ck2h0fjOqeakmF4bIIy9whqi9T/eVTBOFdkh8kP0h+HykAUgCkgI8UBCkIUtBHCoEUAinkI4VBCoMU9pE0kDSQNB8pAlIEpIiPFAUpClLUR4qBFAMp5iPFQYqDFPeREiAlQEr4SEmQkiAlfaQUSCmQUj5SGqQ0SGkfKQNSBqSMj5QFKQtS1kceAHkA5AEfKQdSDqScjzwI8iDIgz5SHqQ8SHkfqQBSAaSCj1QEqQhS0UcqgVQCqeQjlUEqg1T2kYdAHgJ5yEeqgFQBqeIjVUGqglT1kWog1UCq+Uh1kOog1X2kBkgNkBo+UhOkJkhNH6kFUguklo/UBqkNUttH6oDUAanjI3VB6oLU9ZF6IPVA6vlIfZD6IPV9pAFIA5AGPtIQpCFIQx9pBNIIpJGPNAZpDNLYR5qBNANp5iPNQZqDNPeRliAtQVr6SDpIOki6j7QBaQPSxkfagrQFaesj7UDagbTzkQ4gHUA6+EhHkI4gHX2kM0hnkM4+0gWkC0gXH+kK0hWkq490A+kG0s1HngB5AuQJH+kO0h2ku4/0AOkB0sNHeoL0BOnpI71AeoH08pHeIL1BevtIH5A+IH18pC9IX5C+PtIPpB9IPx95GuRpkKd9ZCDIQJCBPjIIZBDIIB95BuQZkGd8ZDDIYJDBPvIsyLMgz/rIUJChIEN9ZBjIMJBhPjIcZDjIcB8ZATICZISPjAIZBTLKR0aDjAYZ7SNjQMaAjPGRsSBjQcb6yIsgL4K86CPjQMaBjPOR8SDjQcb7yASQCSATfGQiyESQiT7yKsirIK/6yCSQSSCTfOQ1kNdAXvORySCTQSb7yBSQKSBTfGQqyFSQqT4yDWQayDQfmQ4yHWS6j2SAZIBk+MhMkJkgM31kFsgskFk+MhtkNshsH5kDMgdkjo/MBZkLMtdH5oHMA5nnI/NB5oPM95EFIAtAFvjIQpCFIAt9ZBHIIpBFPrIYZDHIYh9ZArIEZImPLAVZCrLUR5aBLANZ5iPLQZaDLPeRFSArQFb4yEqQlSArfWQVyCqQVT6yGmQ1yGofeRPkTZA3fWQNyBqQNT7yFshbIG/5yFqQtSBrfeRtkLdB3vaRdSDrQNb5yHqQ9SDrfWQDyAaQDT6yEWQjyEYf2QSyCWSTj7wD8g7IOz6yGWQzyGYfeRfkXZB3fWQLyBaQLT6yFWQryFYf2QayDWSbj2wH2Q6y3Ud2gOwA2eEjO0F2guwEESwWX41R3iqHt5oGb7UIvNVi8FaLk7fakZXGik1ZrNiUx4pNZazYVMGKTXWs2NTAik1drNjUw4pNQ6zYPIwVm8bk705nTbE61BarQ2plZgELszwsjZVlVVg91oy1ZY+zvmwIG8MmshlYH4GPjzP4+TiDr48z+Ps4g8+PM/j9OIPvjzP4/zjDGgDOsA6As4fp7GGcYVUAZ/D31Xq5XZMkDD67xThPZ8nYD2zMOrL+8ftcwFayDWwf+5QdY+fYFXaD/PVknoen8cz7yFCrDHEPfyZWHGaptYa4ZDYkcxIkcyGZlyCZD8kCSFSKC5GiOlucdbYk62xp1tmyhJxXIo1VWWmszvrWW1lna7PO3s46W5eQxnqksSErjY1Z39qUdfYOzjL7XbIaIXTFVqbZrSjeRnHrrNS2g+2IlzOMdci7a4PdWcDuSf1Nor+FqL/1ZQb6m2UPovlQ2H42a53QtodTr4ui17nodTG6l+LYZUmN50Yjku6BRp/dOi7ZCsk2SNRK5Wh7s29HZFG8h6hVxMzVwkbxdUS19iNEebUeLepg9WdyXJZPkJ8uZsXX7u9IIyKZaWIsHamJcn6V32K6eAqH7iPH+Bm6rq8Y5JPu5QconSoiPb4+f0e+mm+gdArQUUPU85GpfBYLqPdN0VFIFPexwXwk3X8hn6wr76VyF55P2pg/yjTKfS+/5ZOX41WYTrmr45yPpPJ8FK7BqvldaZBHsCe+K1Gq3k9PqXfnY/hin1y9vV7jTXgvPtUnV++219WTnbwF99UP3vStq6d/eEXe2UfU0xQBruPIw2v4mHp/foBdUAfRoj6mnsngPNknU++BFTykdg8SpOo9opzn8cnUW0sFO8GtuFT1sr726v/19XBBvTmfXYNyUntg99ptSLPnwQrk/fG1ckEjs2bWqqUBfZe5S5aBcBHChVl7B//qrkN1pqE+1GjMm/VL5SlgNREOj6+rqvO6f7cuuhx6eEVcd3OqIbUftJ9fwI6V2h3rjvSws8rX8U9IfhD7aHelc0T/zD0rfllUTJCPFekkX4p9tLvSvqIB9qwE3yGsBHlrNbLVjpUwEqQ1RN7MHSs+mZ9IkKepb3H1nOOxBKnHb5CkHEbbmrty9jv/OnOfiq9OkJ5TY4iHMNpGJ8gPYN9JvVFwZIJ0E1dvdz6C/tkiQT6Pq963K/6U5R3py0iRLAM7wgskyPtjD4pGHc+XIG1L1o8z8gPpiusJ8loYT6quryZIi3PV8k3obDj7MEGezFXLqrreF5eq3om9D7seta+GPiXRg/BuR7UC8S/t7QrqMV3srvRtZUUEjahelMMw8m0D9ggaP0EaP6Moxdlke0P2XLK3SfZC6tsGjZnFNOqWkgW17E1kycLxcdEw3tOTcFfqafWA3Zt6IaOxOZDuR1kiYS+jHqrZ68hiBnHfs9ndHajMkdML4dI7a/sUrkXYHeFiqh+NFaBD1eUgpv6pGvOwG981Pmam/Zf3ywVs3Wi6frOtdlEFXfHP0qtJ6TWgOZSJ9Cykp57aSGV33m2s222xA6Jjx6QtdF263ZZl7pNcJb08mK+lI3Ond3pcfoLkHdVzV/yUT76XNH89fiBuKe5I1fNppfkmvtYnzSBpKl/Kp/ukY0gapPE41id9iuIrfDT6911pa4qPkJ1J90lrULyHt41bkjvSohSv5nXi4+iOlOw7m8FLxi3L9P8Ds2vVql1o7GSOAo5RoFFag6iFZtN8M4g+H0KfT0KfN+y11B/N/5bnMe48W6HCpggfQdgEYXOEtRHWQkizKO7gf7QoTva1GfX2QWwc6av97CqPWwGH+pWT3aFZuZMzLmkFSacESWtISBM7ueKSxyBpn/CddEg6JkjaQNIFV8nMX8nCShVnZZGHg3RdpOXh+hiuSXbaUlgAdxZVfd/pjFQD5CvEf0GLnD3cdRR5xnC/Dr6ZEs+/C9JSd+0iFZVqdqV76JoUxpycdF8hyqcAdI/FNK2peueA+obWQGtAakL9Ppnj98nqvbQcvx6oEdcYf4EWaYSntEsmyDTSwuXRXqlZUmqL6CilkTPfAhLtHx3KjOiY6ATmRTdEN2I+w6Pno7dZ5ptJWiRophnI5ymmxkCzBJnG0ulQc88qCVKd1cKhdk8LZclJN0XbRdtRzh2jnaCb/vM7ORA9F78TZb+Kx9N5HXdSHneSmiWj1KLtox3+ZJr0bYc7Iq6BS8JmZaaU8YcUxkVfjqeQHbl0dgL/aS6ZOqM4xVVwqFRnxqUpVDOF4kem/I91cuceBc2ukqObou9EN0ffjW6Jbo1ui26P7ojujO6K7o7uib4X3Rt9P7ov+kH0w+hH0f1R9a4SDffDcD8G7seLp9M/+nR0QHRgdFD0mejg6LPRIdGh9K0XomOjL1IJX4q+HH0lOj46Adeoe9gUxbtLVH/0tntbvW3qTr1V3irGvF3ebnWnfB370unj9HX6Of2dp50BzkBnkPOMM9jZ5LzjbHbedbY4W51tznZnh7PT2eXsdvY47zl7nfedfc4HzofOR85+V3N1N+AGXemG3CTXcE3XcsNuxM3m2m7UdVzX9dx8bn63gFvQLeQWdtPcIm5Rt5hb3C3hlnRLuaXd2m4dt65bz63vNnAbuo3ch93G7iNuE7ep28xt7rZwW7qPuoPdZ90h7lD3OXeYO9wd4Y50R7mj3WnudPcv7gz3dTfDXeIudZe5y93d7h73PXev+767z/3A/dD9xr3ofutecr9zL7vfu1fcH9wfPeFpnu4FvKBX06vl1fbqeHW9el59r4HX0GvkPew19h7xmnhNvWZec6+F19J71Ev3+nr9vP7e094Ab6A3yHveG+O94I31FngLvUXeG95ib4m31FvmLfc2epu8d7zN3g5vp7eHPju8g96X3iHvsHfEO+od8457J7yT3invK+9r77R3xjvrnYvljOWKpcbuieWO3RvLE7svljd2fyxfLH+sQKxgrFCscCwtVjRWIlYy9mCsPLVhDqeb8xRpnWcd6iHOX50T7F435t7PSrll3FqsmtvK7cSauc+741g7d6Y7h3VxV7hr2RPuR+7nrI/7k3uNPetJLycb7rXyWrHJXhuvE5viPeMNYRnei96rbI63wlvNlnjvelvYCuo529kq9JfV3nveF2yNd967xnbGisSKsE9jxWLF2WexUrHS7AvqTUXZFGehs8h5w1nsLHGWOsuc5c4KZ6WzylntvOmscd5y1jpvO+uc9c4GZ6Pzg/Oj85Pzs/OLc9W55lx3fnVuOL85vzs3nVvObZe53BVub/cpt4/b1+3n9nefdge4A91B7jPuq+4k9zV3sjvFneoudBe5b7iL3XfdLe5Wd5u73d3h7nR3uSfdU+5X7tfuafeMe9Y95553L7g33VvubZquca+EV9Ir5ZX2ynhlvQe8ct6DXnmvglfRq+RV9h7yqnhVvWpeda+G95jXw+vpPen18np7T3l9vBHeSG+UN9p73cvwZnqzvNneHG+uN8+b773trfPWextiSTEjZsasWDgWiWWL2bFozIm5MS8WiyXHssdSYjliD8TUe6tstB9D+8XQZgXRZqXRZuXRZpXRZrXQZo3RZs3RZk+gzbqjzfqgzZ5Gmz2HthmJ9ngtc00kpYOyGd7b8daZ6LzqTHJecyY7U5ypzjRnuvMXZ4bzupPhzHRmObOdOc5cZ54z31ngnHROOV85XzunnTPOWeecc9654HzjXHS+dS453zmXne+dK25nt4vb1e3mPu4+4XZ3e7g93SfdXu5L7svuK+54d4I70Z3rznPnuwvc/8fed8BZUWTrn+47d/IUc7u7qmtmYJgZchpyzkFARXIWEMkgkgRkFRDDM/B2zYsKKAoCSlCSgCCKYX2uATGRRBQDJiSDgIR36rs9wyWuuvv87f/9H/3jdN+a6gqnzjn1ndPV1cvdFe4L7kp3lbvafdFd437ibnI3u1vcre4291N3u/uZu8M96h5zj7u/uCe8LK+oV8zL9op7OV6ul+eV8Ep6pbzSXhmvrFfOK+9V8Cp6lbx8r7vXz+vvDfAGeoO8wd4Q72ZvojfJm+zd7z3gPeg95D3s/dWb5j3iPeo97y2RE71l3lHvmHfc+8U74Z30TnmnJUlL2jIk42RYxssEmSiryxp/0OiwXdZ99bW6H2aQYZFhbPUnRSZT9Hsktu6vB2C2Ghq5nrAjmEmJrGL7PkGOluPYyqySfzJ5OcdQvvd6zmfxvMBpPB/czTPJVJ734rgdN1KYLdbtFM/WaRUl8J0vUqKsL+vj2zrcjmipmH3M/YT7Ldxvoih90KIasbhJduT5d6TsxHSU7Mx0tH+CbP9x2YWvx5yVsytydkPO7sh5Ejl7ICf3kEdxKJ1Zr5WHeXUmZqv+3hCerYZ5IxmHcUt4rppAZ/ZcK8Alj5uWcyn9OO9QLsuSI+RIc7+p2RnN43gD32fu6op3RnJ4Pm0RxXZ6jWmFXku2HB6kvIyUV2JSXkLKupiU9Uh5NUi5UN0FbRwVtPEJTivClpvbz9a6K3kYi64Yi25sa1+l7jxf7KJr2LJWo9vY1telqbKBbEV/kW2ZV4/JwVzXXDlHLqSF/kP+dFqh1+h36CW9N6MUbYCWLwziWh6iM9FY1yz85XkgR4NIi6BtxAi1A9mhbiH2rRirXk/h0GhGrPGhm0I3UQLe3k2M9Ir0gnQNoxRIV1pkZGQUCUhpemRKZAo5kbmReeTqXro3yZgxjK65e7Kw1jgn3knmcUhljBx2KjlNKMdpxYi6RjAq0biF+RZm1KfehW8bDQ987Ohe1MZn3RD8Nl86bBNw9qmg3nrso4wKUniUjO1hXvP8wHKU5WWxJlT2KrMmmLGKx1glmBhfYcuKcMsijkNJ7A9ISmGPI5PSnGJOLucp4ZQkBYSvufVVeQ6u7tSkbKe2U4dynfpOAyrhNHIaUynuVWsq41zptKFyTlunHVVwOrIvUQl41XOAP7mc2uDJ1eylkE7X6Wyn2+v2rPMddUf0PzOQlJlsbTy2obPJ53luHmUyyllAxbw0rxnlMGLpyRLUj7VjiDrtP0jjta3jrWSdqFOsIjpNC8vl0iOW1K5Wlq8zdDErSxfXOVaOztN5Vp4upytZJXRlXdUqq6vrGlYFXVvXsSrperq+VVk30o2tqrqZbm5V15fpllZNfbnuYd7Jo4ipidvONVHY1ERJpiZKMTVRmqmJ83BNpExNpE1NlGFqomxTE+WamqiEqYlKmZqojKmJypmaqIKpiSphrGthrG1agBE3KSvozHuvs6ngbQYriKjNNhLOWKgra+TfWKNK6tdYT1pC/9KddB5r1/hx7NEp41E6RdmPy3PyePRLOaUo3qnmVKMEp5ZTi326uk49loeGTkOWhyYstanO5c4VLBVXOVdxae2dDjxT9Gc5djCeQxy24c5wRmfGIgxkKeNZCT5hMcwkxGjZ4+qr83xSkjHt3dSJMex0GoD5ZBhj17dpDGPKBXQTt/xnup2RYTVaCdz3vrxJ3kwfyFvlbPrIf8Q/Tod1qk61eugiuojVUzvasa7WvtZWL52ts60+OlfnWtfofJ1v9dXVdDXrWl1T17L66bq6rjVAN9ANrIG6iW5qDdItdAtriG6lW1tDdU99tXWd4ZUpnUeYS2fp5NJZOrl0nrO4dB5zLp3iTemUYEqnRFM6SwGXzlLApbOV5NJZFrh0Lo1Lp3RTOvMqOmKlEa0xIzaHzrx9MjOIRiIiJyeaSI3xUJivY3i2sNlHGcujW9ItHehzAmO32pTIqK0hJTGeb07JjOKvpBTG7x0o1eA3SmPsNoKKGAxP6Yzfx5HDiDuLDTHjbfIYb+eRYoxdkXyDs0mD45myK9tdE0FLYFQ7n1uwyFnE9uMx7zEe2RneDEpgrJfMMykjPUpipBdBdCbOeDQ81m3dtmx5ZnssoewjPM0zTygqp+xR2ng2GZVmBT6YZyAT0fOnz5Lfj6kkexDfYI+NFMZvfJdBbiy/jziPcMkPew8zJ6Z507hlS72l3LKj3lHmyinvFLeMjTK3zJbxlAxkY6y/xbhtOOYJG72lwK+wqTT3cxGX/4LzAnsW+51DXOMR5zhL+imXR4dt6VzSBmlTFuPrnVSM0fVXlMO4+jTlYjRKMp6uQaV4TOpRaYxJecbQPagCxqEixiGfUfQtVBl8rAI+VmUc/ThVYyT9FFU3SJpqGRxNdcDZeuBsA0bRPjUEem6mrlNjqYWapCZRWzVFTaF26jZ1G7VXd6g7qIO6U02ljupedR91Uw+oB6iHekg9Qj3VdDWDrgHPPcRfDLIxHDc7lyQwx5vxqLVwO1M6e5xduUeG+3ngfjXoXTO2JG/SAIxxppvJuXPdXOZnObcc2ezNVoHttuEVEXBeND5RHrH6PYHFisaRFR9TOHVbYeofNxfZVNf4AVwT+wGsU+wHsPV61HmUrd8Mh+XaeAJs/Z50nmQ5mO3M5hawV8fWj706EsarY7u32FlMDnt1S8g1fh15kBvFnt0q8hmDP0ya5fJxnq3MuJZi5H2CynqnvdNUkVG3RZUM6qZ8g7qpCmtSGnM5Xabz2DvSodrGY2IJYI+JJaA6j3oDuUVuoSZyu9xOTeUO+Tk1k1/Kr6mF3CV3USv5nfyBWsuf5E90pdwn91MbeVAeobbymDxGHeVJeZI6ydOKqLMKqTB1VQkqgSUjSaWwZAglqLeKKIf6KE/51FdlqkwaoLJVNg1UOSqXBqmSqjTPs2VVWbpOlVcVabiqrCrTSFVNVadRqqaqQwbNMkY9M+Z0Khjd+bFjTj8Upv6RYx5xleuzzGa6WSytxVhy49waLttst77biFLdJiz/6Sz/Lch1W7qtWd+vctsz7ujIGpEFjchmjfgbFff+y3uL0cc73kfQjk2s3Vu8razd272vEUe0nIHobz5bLfPO2dGgv88grmi8gmzzLqL1ZWF6AU78Pw3436IBUT9gUTDCzyJudd7sZSIPzPeZzizm+1POHOb1s84CHmcz0xZxnnNWMJdXGm5iPsxgv/4Bashz3jRq5E33plNTnjlmUTPgvMsw8w1m//4Ee99m/ruO578kGi5TmLPjZRGeS/7Ec0kG3QRu3i5/5hbfBeQ22BnMLbvOuY5bNpo9RtsZ54yDDEffFTOfxkvHfE1Rzyr4FX1v0Ql6uYDLyrtgL2dxHU8ZKXI1zxtpblG3KOtarluCtbKOW4d1rZ5bj6T7nruBlLvR3cjz7Ifux5RhoiRU1N3mbqNsd7trYn0n3BOsd9leNpXwcrwcnnPzvDyWrjJeGZ5zK3qVqIw3yBtE5bxJ3iSefw3PKoBnFYEQKoNPVcCnquBTDeZTItUEQmgkb5A3sIxNZOzVFD64mbkJM7d9AcwQxxi1PP826CmCvzn4m3cRFHPGR4zGzxeafHKT3MRlGLm2WKK/itYEtExAxU7MfdFVMotQ92a5me/bKj/l+z6TOznlG5b4pEvcHV3hs9jgIK71CHBQHDAHeSu9ldzf1d5qxlVrvDVAbISIhE0jLFE4/k4hcjC7nKVeesTB/zTwX4DzEXDeAeclOK/A+eLG74uMjph4hUG8FiNexrrOePYE453VzrtsC/e7NstBSbcaVXGvd2+jxu597D90YWS2gK5lZPYaDWVk9hWNdr9xv6Hx7rfuT3Sju9fdS5NN5JtucU96Ft3KWK0r3ckjO5ye45EdT8sYk91JaxGTeN1b771BbwD9/l2OkxPoPf2yfpU+OG/0/xF3ngd35rBeE/Tagl6HoNdx0OsUaHEatFgw5ktiGTLa6kBbJbRVAfP9v8idaAymdRDFCGIUiGwQLTExCubNKpbRfu6NrPv3uA+znj7GM0Vt5kQG66Dpdwcg9suMHsFSRf1I4y86cg7Lb6Y/w38Fz83PlvCl5j7o3K+5Lwd+duwIRlu5DNGtLI+RsXxRvkxl5dvyfazcu5TeJ0TjdOBjMvNxPGN7w8Em4Fpr3/VLUxtwrWDHArP6syCyZ1YENAgs6nJgqS14bl8+Ji1EPAZWPrynglSu10vz8oOW5sk35N+prDrtO5Svt+vtjN5P6pPUPMPP8BH9u1QP0oP4CzeVbbPB+pIRU3G2zQbxZ7g1GTdlug3chmybDW7KBm7KdTszVsoDViohO3JfS8q5ci7P9vPlfKrkH/APclvWcL+r/KFYJ7Ew7liCe2NscgnMmK3QxqGIKY7293PrbkJMcVLMqIwJRmVKzKisCNZDDYoZlRUYFbNGr2PMqKwwUs5ywPLjXc7S4GHs8/QOvYNq6dP6NNXO4H9U5x+Mh48oF8m3eEyF/Fh+Quk++SypfsgPcalhP0zST/KTSflpPOLa93xJ2T7/oxwe8AzK9Yv52ZTn53L9Jf32fgcq73fyO1FFv4vfhcemh9+T8v3efj+q4g/wB1Itf7A/mOr4Q/2hVNe/3h9B9fzR/njspPHHjVwpnluMhVjOtqu8+4n7HdVzj7KNagt+dPdu9m6jQYw0n6IR3vPeMpriHWXLcQfwzTw5SU6mBXKZXE2L5Hr5Ki0H/16QH6tTtMrwz/rS8M/62vDP+sbwz9pl+Gd9Z/hn7TH8s/YZ/ln7Df+sA4Z/1iHDP+u44Z91wvDPOmn4Z50y/OPBYv7Z8YZ/dqLhn51k+GcnG/7Zqf4s/wvb8Y/5x+3OkKMJkK2pgcS8UGgDxsek2HQEe00MiE2zrrAM3mwfkxayatl52DOiQWxO+3goDhGngjSLbP2sNnjNgj7SeX67iTtdBBUyhtNBBCAMexDvlnHLUALiAImIAyQhmpCMaEIm7EEFoKCKsMgNZGfZmdF5d9mdrpK3yjmM0Y2dGA07MQbxyhu4BUnRJ72stz6XlcV+WxpboRzWgI6yE2tHF9mFZX+GP5Nl32ivz31ZR5m/IZrxDqIZ8YURtrHcRzOjhuUQOZQS5XA5nJL9x/0nENnKYcS0lTn0NfsccexzfMv5fpS7KUHukQcoSR6Wx0moMPsWHvsWiSRVqkojXxVRLmUopbIoW5VmH6Ik+xDlqJSqpPKpjKqialA5VZuxeL6aqWZRFbVALaAaapFaTDXVUrWMaqsVajXVVWvVemqk3lHvUAv1ntpAl6kP1UfUSn2ittLlarvaSW3VbrWb/Zs9ai91UQfVIeqmjqjj7OWcZJk3z7HKsN/3EPd1Gnt8Yfh38aw/9/Pc8aD3ICWap4WUxJ7aMcYmJ72TlMrW8VlKkz9z3zz0TaNvGehbFvpWDH3LQ9/Kom/l0LcK6Fsl9K2aqq8ac6+aqWbckzaqDdVT7VQ7qq86qA7UQHVV3aih6qF6UGPVW/WmJmod97YpensZetsSvW2N3l6B3rZDb7ugt13R2+7obU/09ho8MRtoYtJGliC1BKm1ILU2pDYEqY2D1Ia5r3MoHrKYAFlMLPTkCr69vBI+wXJGyqSv0dfg658XQoVOgHaIVkHCYMdgqcrDRjWAjeojNzFv+rFNeIX+BtRucBv5R/2jWLNnSirJ6S0ZqZyZh0z0LrqacDX/LRxFUUBOEsgpG8ipstJcdtUYnHW9wVnIl4N85ZCvHmozdj0cxVmIwDuYjbLQs4roWT48GoPVCFhN4b68oAXvBi0oj5Kro+QWaEHLwohjg0Jk/GLAk9ngyaPcqqPsB2TDD6jMPPGpKnhyw6/qnwX8W4DezLrezoW/DPduotkxT0684D/Rml9VemIUzQFXJwPTZQDTNWUpWEPtgIe7qevUDOqldrDc/eVfyvFfJznRVWBmBV3LQE7XmtHiWZl9QKeH04N5ZJ62wWM16xbQNvZozWoFTrnPvR+rgqPP5gpLs+4PSnvpoqXV5/Y9wKlznHmMsj93djK/9jsH2dM3zx8Fnj+mm/UP5CBy7vEsvplxpImfZ7hH3eOMIE38vDieUeYhil4CzyhL4hllKZ7jb2a/3sTMy8BSlUXkvBzP988zR5Z7y3luecF7gecWY7UqmZUNlI8nE1UQP68K77o6W+of2dP/Wf7MVjVVpVItHmHNtrWSqkR1VD3VkO2SsUhRK9SIrVAftkXXqRFshUyM/TI1VU1lK2Ti6q3YUs9km7tULWVbtEPtoCvZ/hykNuq0Ok1XMcpzqa1fxi9D7fz6fn1q77fz21EHv7/fnzrymM2iTv58fz519pf4S6iLv8pfRV39nf5O6uZ/739P3Q0+oB6wMFeD9wZHEWOn2jxjV9fm/bjo6vVk7ORjvohSVPZkT74fc21V4dUbhVcvIlc6aXk1ezQmT/T8RnB+EaM/xOsXRCYSC/P3DvL3DvL3Lsxvce5zv1i7DuUs8B6/JKI99yvLLweaOJf7OJ/lPQSd8aAzxaAz0IULaIspG6vDqBLKrnzeSopXYFf7m2c+7gjWx+QzeocyHJRRAmWURBmlzytjPcqY6t7LZdzPti/8O8p4lc5f0fHrOfQaOHRvELM1z9SM3fRgN4vBbl7aKz037vQ6pOpz53Mub6eznzX6oGtHn+P+ijKiPXoDXDFP5wlP50O/6e7ofLfCXcN3v8T4PuFX3h2Nf70JS2Y8AmIrcpTtynH3JHupp9k7yPhN7fgvjEtR4zl7VdhTc3/T3W/h7oneZL57Cnsjv5YH0RUif4cWLfuV90Q1zDwftr2VcjIih7F33SxvPivWF63jHdSx9ILxmah8RW38u5CweWzHTUSG7QDPENdjhriH5/373PuiWMdtyZiagKmLFJahgzLeM3U588CT2d4c5slcb0FMXcuCfBtMNMt5ADOHqdFyvnC+YLtxwDkAjNGPx9bUHkbt8ag9gWeUWexfzHHnMJpb7i5nn2Ctu5ZnmmPuMUp1T7mnKA2ziMAsUsTr7vWgdMwlDuYSF3OJh7lE8vyxlBTPHy9QBtYsFZUT5STKhs3NCXibzdzKYQ6HweH0wn7MC/rxPufT/yb9WB70IxMjXaVwpC3sBJlLrakn3cG48RmWoN2WMG+DWJ2tQdYEa6o103rOWm99aH1tHbET7Uy7ot3Ibm/3s4fb4+0p9oP20/ZztsGaZu3Xe1x6cb3XSFPsOjfNFsq9TLM2uV00y5L3tN6AnPuQM3rvRqTsj0n5ACkHkFL4DTD9Osp6C2V9iBwHz8nxBnL8HTk+Qo5D5+T4G3K8jRwfI8fhc3K8iRzvIMcnyHEkpmWbkPJzTMpmpByNSdmClGMxKVuRcjwmZRtSfolJ+RQpJ2JStiPlZEzKDqScjkn5yaRkpMSk7EFKakzKF0ixYlK+REooJuVrpIRjUr5BSnxMyi6kJMSkfI+UxDMpGcnmOqO0SWcZi9PfFl79UHi1G1fREnaiBDumzK+QEocUzh1T1meFV98FJWT9m2hZrLWYSNnAeMUDm3Hut3A3Ir5i1icaDzRZT9OPstc4XU+nkH5CP8m9m61nU4JeqBdSol6sF1OSfl4/zzmX6qWUolfoFcylVXo1pZ1n1T8wes1aaCI5KzLKFr5V82RQ94eYiaZZ5te9MWkhuo2P3fz7psLUPyLea9q53Uj4Hxg9TEDElxDxLYKIb3W0sgsivr0RMxqEiG/B+lsT8e0b+IojYqJoH4GbP2CFXfmYtBBtok34/ocqTOWZA/FdQnzXQnz3Hz0p/P81vlvkovFdE9ntDq+3LyK7Y+D7jofv+ygiuzMR2X0Ckd257A2fovkmtmptRGzVKdTGzGBkPoYMfqZP4XyXvgdjar5ocCbW+gnuMu8394tJsS1t9aEzkdZo2gTsn9sgJi1kDbA3WLXozMrsT+hCkdZUvZc1l/R+ngktfdDMbfowz04h/TPPN3H6GM8oYf0Lzxnx+iS3NyHDYruZlBFmq52SkcBWmK0vzwTmS9DeHxalnc0e7X7/CI1C3NR83TzlovFZE0dzYAtc2IKzorT+Cf8EZfqn/FPYpfx/JlZb859fKwgLH0HM10HMVyHm6yPmm4GYbxZivjmIi5ZGXLQM4qLlEBetgLhoFcRFayEuWhtx0bqIi9ZXtVU9aqKaqKbUQjVXzaml6qQ6USvVRXWh1qq76k6Xqz6qD12h+qq+dKXqpwZRGzVUDaMOiBR3QqS4GyLF3REp7olIcS9Eiq9F7HQwYqdDEDsdhtjpcMRORyN2eiNipxMQO70JsdOJiJ2adyxL/+ZIsYkRp4EXEfDCAS888EKBF1ngRS54kQdelAQvSiNGXAEx4kqIEVdDjLg6IjI1ECOuiRhxLURn6iBGXBcx4nroZyP0szH62RT9bI5+tkY/26Kf7dDPDuhnJ/SzO/S9LSPkIYHGbsLzkjvM+6p219i0cHz4YU5rdlbac/HlOS2/MM2mHhdYDWFWAMRhBUAYKwAS4HcnmjeL2LJ+63zHmrTb+Ykt615nL9vE/eyPp5u3wtjKHnOOk2veCOMZ2XIt8t0B7gDS7kh3JFbHbGbN3enupCxId1FIdzGsJ832ZnmzqDgkPQcR61zIeynIe2nIexnIe1msPKiENQf5WG1aGatNq8Da1oQe1JWvsp2tJ1+Xr1N96EQD6EQT6ERT6ERz6MRl0IkrIAftIQcdIAedIAddIAc9IQd9IQfXQg76Qw4GQieGQSdGQCdGQSdGQyfGQCdugE6MhU6Mg06MZ524jm5Wo9UYmqzGqrE0BSthb1V3qjvpNnWPuoduV/ep++gOrIf9D6yHvVNNZx36T+jQA9ChB6FDD0OHpkGHZkC2noJszYZsPQ3ZmgfZWgjZWgrZWgbZWgHZWgnZWovY7Dpgwx3Gzul97AuRPs7egaVPGPyvT2cw1sgIMQYOZ8QzAk/ISMpIwr4iZ61FxqriFKxESsVKJIEYaBGsHk7HaEewxs7BumGJuKePkczASGZG15AozbzPBe9Lgfelwfuy4H156GBlrC2uirXF9RH3bIC1xQ3B0UZYW9wYMdAW4GVL8LIV1ha3UTsKn0F1BFc6gStdwJVu4EovX/ua+vhLmDfmCU2rX6MvkO1EyHYSepsM2U6BbKdCqtMg1QJSXQRSnQ6plpBqBV744IWGVBeDVOdCkvMgyaUhyWUgyeUgyRUgyVUgybUgybUhyXUhyfUhyU3AzZbgZitw83Jw80pIcntIcmdIcldIcjdIcndIcg9Ick9I8tWQ5F6Q5GshyQMgyYPA98GQ5CGQ5KGQ5GHg/nXg/nBI8mhI8o2Q5AmQ5JsgyRMhybdCku+CJN8NSZ4KSf4zJPkBjNkjGLNHMWbTMWYzMWZPYbTmGJx6/pzAqG0Hz+FH3RMsg1lePntJ/bwhVJ4R3GSqihmjJmaMWpgxamPGqIsZox7sfX3Y+yaw901h75vB3jeHvW8Be98S9r4VVrO0Znx3jHr9ZuTgXWA+6+f1Z+ka7A1muTLalQztSkWr09BqgVYXQasjaLWDVrtotUarM9DqTLQ6C60uilZno9XGe024GEoDxooDxgoDI8XDE4kr+LI5RfdJiKYV7PsQnW02Gw/QrW6o/BFxN6w+9a7GM6uLvG+G95Y66kSdR910Od2AxuhG+mq6sxAtF7xXtMVgLTxnJ9nVvL2o1+q1jE3X6XWMTV/RrzA2fZXxbAIVrHf+da3eijbejLsO4PoW9MM8p7vUW3LENZmSmzFtzTO28cR6BnUkBDUUxYrrgh5sQx2fow7zXpyFPlrs/0WfXBi66nfyioWOBrHnMIYm0GT+fwdNpftpGs2k2TG/nsF64CVBK120rQm1pDb8vyNjjz4sl8NoVMyv8fz3aOvNN+ottQ68uR5tvT2mDz3RtyFneuJitxLnizMc9cx3GmxYpN/bR1HYrj5o53juax/0bhT3zzyDpiBfwbjX4vExo9OVr3qxD9WaCnDVdrTyHkQtvjy3J+5ytHhoYYujY2Pom/h7v4AD//xoMUJADx7kq+gXK6JXCzh1Cdey8rzRasLjZfjQl6+ipUSvJnDq5KB3n/0zvWPtOTOO/2xPLTIrsktSwfPv9KCFO9AelC7NjlWafZ3Rcoy8QY6V4+R4eaOcgLepQ3hvm7zbvTvZLpl3pBMp+j62ecfVvI9t3njF94mt/dYR65fgO48RW9lZdgm7XOjycP/wwPDg8NDwDeFx4RtFrighSokyopyoICqJyqKqqCFqiTqinmggGokmoploIVqLPmKAGCSGiOvFSDFajBM3ij+JW8St4j/E3WKq+Iu4TzwoHhbTxKNiupgpnhBPitniaTFPPCMWiEXiObFULBcviFXiRbFWvCxeFa+Lv4n/En8X74j3xPviA/GR+ERsFlvFp+Jz8ZPYJw6IQ+II9+Naa5/FqMw6bB0myzpuHWfP/rR1mkJ22A5TnJ1ip1DYTrfTKd5mWEEJdqadSYl2np1HSXZZuywlh1qHWlNKuF+4H6WGB4QHUFp4UHgQifCQ8BAqEh4THkPp4bHhsRQJjw+PJ0fkiBxyRZ7II0+UFCVJitKiNClRVpQlX5QX5UmLiqIiZYh8kU+ZooqoQlmiuqhORUVNUZOKidqiNmWLuqIuFRf1RX3KEQ1FQ8oVjUVjyhNNRVMqIZqL5lRStBKtqJToLXpTadFf9KcyYqAYSGXFYDGYyonhYjiVFyPECKogRolRVFGMFWOpkhgvxlO+mCAmUGUxWUymKmKKmEJVxR3iDqom7hJ3UXVxj7iHaog/iz9TTXGvuJdqiQfEA1RbPCQeojrir+KvVFc8Ih6heuIx8RjVFzPEDGogHhePU0MxS8yiRuIp8RQ1FnPEHGoi5oq51FTMF/OpmXhWPEvNxUKxkFqIxWIxXSaWiCXUUiwTy6iVWCFWUGuxUqyky8VqsZquEGvEGrpSrBPrqI1YL9bTVeI18Rq1FW+IN6ideFO8Se3FW+It6iDeFm9TR/GueJc6iQ1iA3UWG8VG6iI+FB9SV/Gx+Ji6iU1iE3UXW8QW6iG2iW3UU+wQO+hqsVvspl5ir9hLvcV+sZ/6iIPiIF0jDovDZHYoTKewNSjsil/iTyU2Ns/S8BVFsgZarN9xq+JWma89xp+kkPnmOZ6lsVZZw+KNZbStofGfEnasiDPPZ62Qea8+k5LjvDgZp+L8OB2XEZcZlxVXNM58186Ky44rE40qs7fa0DbRqejXmKMpV9rDqeBrxrZ1iH62q9g17TqcozmntbM72F3tHnYve4A9zB6V3D15Ev/9gkfyQ2cfXMrZR53zj+RVZx9c64WP5uccLbltZx/tzj+S9519cF8ucqTcffbBfT776HGhI2Xx2Qdz6eyjD44zvweccwzmY9hFjlEXOlJOnX2kpp9zZJxz5J19BP2Lthcl0P99dfrCX502O/plAUVGMWRP1twzOC4WxT1Dz9EKWkPr6U16lz40eJj1of7voHV+F233e+hFvmxt9ga+11gVfM3Q/KpPBTulJhbsagrEkg37YVbHxZm91YMdqJcEVwW7w57Zg7hgX+toGYMo1TwJLkSDsVy200umma9vlQPNB60JWgu0Nmgd0Lqg9UAbgnYCvdrQ3/gdxfGMToO98grRdyz2/ufa1Rz0ivPa+Lt3rIzLxve0/tGXk8dYE6zJ1h3WVOt+a5o105ptPWM9Z771Z6233jRfA7S2WDvM1wIZ3RyxTti2nWiL6NcH7dJ2RbsaS1kjtgRXsAXoyjasnz3EHhH9/qF9J76P+Kj9hP20vcBeYq+0X7Jfs9+yN9gf29vsL+xd9m77gH3UPhWKCyWH0kMqVDSUFyobyg/VCNULNQm1DLUJdQx1D/UJDQgNC40KjQ9NDN0Wujt0b+jh0PTQk6F5oUWhZaHVoZdDb4TeDm0MbQptD30Z+i60J3QodDyO4uLjUuOcOE12OCmtCsbH0FKgpUHLgJYFLQdaHrQCaEXQSqD5oJVBq4BWBa0GWh20BmhN0FqgtUHrgNYFrQdaH7QBaEPQRqCNQZuANgVtBtoctAXoZaAtQVuBtga9HPQK0CtB24C2Be0I2gm0C2hP0KtBe4H2Br0GtC9oP9D+oANAB4IOBh0COhR0GOhw0OtBR4KOAh0NegPoONDxoDeCTgD9E+jNoJNAJ4PeAnor6G2gd4DeCXoX6N2gfwb9C+i9oPeB3g/6AOiDoA+BPgz6V9BpoNNBZ4DOBH0c9AnQWaBPgj4FOht0DujToPNA54M+A/os6ALQhaCLQBeDPgf6POgS0KWgy0CXg64AfQF0Jegq0NWgL4KuAV0L+hLoOtCXQV8BXQ/6qqH/Bru2tqScyJHIz5GjkWOR45FfIiciJyOnIqcj30a+i3wf+SHyY2R35KfInsjeyL7CtP2RA5GDQdqhyGG69A6XpobPIjsin0e+iOyMfBn5KvJ15JvIrsiGyPuRjZEPIh9GPop8HPkksimyuTBtS2RrZFuQ9mlk+yVrsKx4yjlvHhhPE/GF4HvpYZpOT9I8WkTLaDW9TG/Q27SRNtF2+pK+oz3R79uT7diRz0B3gH4O+gXoTtAvQb8C/Rr0G9BdoBtA3wfdCPoB6IegH4F+DPoJ6CbQzZe8dwvoVtBtF7n3U9A/hkPh0G7Qn0D3gO4F3Qe6H/QA6EHQQ6CHDY2MAb0BdCzoONDxoDeCTgD9E+hNoDdf8t67Qe8BnXqRe1eCrro0h7BLanTtm+1QxOywG4r0ZRoXuZbO3RH1HyAjOULfCjoadJzZEU4/CfqfoH/m9JHIMxJ5RiLPUOQZijxDTZ5zVheb55pJ0bV5Z9Vry+HaAp2EXdyexfVE0FuQsgB0MlLuBzX79Z29lxyQo/cKRfddi8GE/MuOjKbormvIFTEraaL7W9xGjbStQzpOh3W8TtRJOlmnmP2zzO5Z2tWellrpDJ2ps3RRXczsoKXNLl3ldQVdUVfSlXUVXdXsn2V2zzJ7Z5mds8y+WWbXLH25vkJfqdvoq3Rb3U631x10R91Jd9ZddFfdTXfXPf7QtS355OlUXUQ7Zt8ona1zdb6uZnaJ0nV1A7M3lG5hdoXCnlD/03tzJWIFcMGOUmUp4s/yn/Sf8mf7c/yn/bn+PH++/4z/rL/AX+gv8hf7z/nP079qvyVBcWYlGP838baL7xxkkYAMsfQ4Iym6jwZaLgcHUdLoryGFfzMlz/BnYs3HpXaxsNmvayY3yc1yi9wqt8lP5Xb5mdk/RH4hd8ov5Rz5tJwr58n58hn5rFwgF8pFcrF8Tj4vl8ilcplcLlfIF+RKuUquli/KNXKtfEmuky/LV+R6+ZX8Wn4jd8lX5bfyO/m9/ME8P5Q/yT1yr9mDRB6QB+UheVgeka9Js+b+f9f+GGY1vtlR0nxJpLTZxwI7FITk9uD8ZXD+CucL73RhvhBhfPLWbA/7si9unp/czz74M+x/r2ffewt9TfvohJVoeVaOVdGqY7Ww2lu9rCHWWArLzaZklB6WW2Out8Vcfxpz/VnM9Y6Y689jrr+Iud4Zc/1NzPWumOtvY66/i7n+Pub6h5jrH2Oud8dc/xRzvSfmem/M9b6Y6/0x1wdirg/GXB+KuT4cc32k8PpS+4hYVnusHG+P5x9D8C2aKYwB7qdHGQE8Q0t4/jffu9mIr+GY/SuPsnImWunsv+ZYZdl7rWM1sVrHSMbm4LwlOG8NztuC86fnSNBnwXlHcP48OH8RnHdeUNJC8uvg/E1w3hWcvw3O3wXn74PzD8H5x+C8Ozj/FJz3BOe9wXlfcN4fnA8E54PB+VBwPhycjwS8PrPrSmvKlT/Lo/KYPC5/kSfkSXnK7E6kLGWrkIpTYRVv1hyoJJWsUsy6AyVUEZVu9ihSrvKUVEqZXfj/lfuvcJuUVhkqU2WpoqqYylbFzd5HKk+VUP/N3reHR1FkfVf1TC4zJCGZTFfPJAFyA7nEgBiB5SZiQAgRYrjITYRwlZshXAz3CIiILLcFZBUBkY2IrPqCogLrIiIishgxKJIsxgiomFXMCwHZvMz7q9OVMNOJn/ruPt/3/fE+9fzOqdNdVV1ddapO9Uyd7mTRVDQTt8idDqKlaCVS5H9ZorVoI26Tb0ASaeIO0Y72kPx733oivase1Rfpi/Ul+mP6Uv1xfZn+hL5cf1Jfof9eX6mv0lfra/S1zP89Ic1YpP4HfZ2+Xt+gP6Vv1P+oP60/o2/Sn9U361v0rfpzunxL5s33g0xlacInd9wammEz7EaQEWyEGKFyx63RwAgzwo0Io6ERaUQZLiNa7r01hGEYHsNrxBixRpzce2s0MeKNBCPRSDKSjaZGM/2w/p5+RH9f7unVi/SP9ZP6J7Sz9+feKLKa9TAeMfKN2cYcY64xz5hvLDAWGgXGo8YiY7GxxLjFaG60MFoarYwU41Yj1WhttDFuM9oatxtpxh1GO6O90cH4ndER5X2oH9f/pp/QP/K/rtFP7go2so3+xgBjoDHIuN8YLHcFG8OM4cYDxgjjQWOkMcrIkTtkvfLLD7/tbSL57HdGJ6Oz0cXoatxpdDPuMrobdxvpRg+jp3GP0cvobWQYfYxM416jr/GYsdR43FhmPGEsN540Vhi/N1Yaq4zVxhpjrTFa7k42xhnjjQnGQ8ZEY5IxWe5ONh42co1pRp4x3ZhhzDRmeb7wMi99H+NXvl1DrhX+YKwz1hvy6yfWdx3Is08ZG40/Gk+zOu944ifZBSH3qnQWXURXcafc0yO6i7tFuugheop7RC/RW2SIPiJT3Cv6iklispgipoqHRa7cxyOmixlippglHhH5YraYI+aKeWK+WCAWin4iS9wnskV/MUAMlPtGRIF4VCwSi8US8ZhYKh4Xy8RgMUQMFcPEcOmPKh4UI8UokSNGizFirBgnxgu5J2i5eFKsEL+Xu7LEarFGrBV/EOvEerFBPCU2ij/KHaNyf5bYJJ4Vm8UWsVU8J7aJ58V28SdRKF4QO8SLYqd4Se4cEi+LV8SrcveQ2CNeE6+LveIN8aZ4S+wT+8UB8RfxtvirOCjeEYfEu+KweE8cEe+Lo+IDcUx8KI7L3UXiI1EkPpY7jESxOCU+FZ+J0+JzcUaUiFLxd3FWfCHKxJeiXHwlzonz4oL4WnwjvhUXxXeiQvxD7kASl8SPolLuQhJXRJW4Kq6Jn8R18U9RLXcjGQeNd4xDxrvGYeM944jxvnHU+MA4ZnxoHDf+ZpwwPjKKjI+Nk8YnRrFxyvjU+Mw4bXxunDFKjFLj78ZZ4wujjP16f/ydLPs39Gfd3vvlvpH98i+3Cfs1fuz/ey//P94LJ389+Y0qG557msm1Anh7eoI2vfGlx4n8rUGweGaXqwhKZcba18Q8t5vr63r9xGuv4Cr0TPDsJT4evMZTW37RrY3lf7C1anfMTlrjvc2OsBOsmJ2hVd73rArrcY07a9d5qTyNd8a6PBMr80Hym1R8Is/ls/gCvpSv5Bv4Zl6IaxV61hGdQHQm0SVEpxPdrGr4OkmziG4lmk90G9HnKNVMVdYWlWeLuqv1dPTPRAuIvkRn5qv041W6Gsmsg3nsdXXFmpIkn+Z5TPFH6ewbROfTsUUqzQTFZ3rWm96viJv1WKDi8myBOrbZ7yqr1bk1iq/3vKVquz6gFv7pftlTXvrZuukfL/mLT4blVzzZvyv8fsPTonM8k6Qfndkq0fK3JylNquXm0alEHyK6lOhaoovkW0uohCmqhCmUc4oqYYoqYQqVMIVKmEIlTKESpsgSLB76cm+fE3obj5Vcit8/dwOkP7LsNdD1ROV1n1DXfcKzEXQVnV9F51fR+VXq/CoPfcEpwI///9Fvc/+XRtwa0vM1NOLW0IhbQyNuDY24NTTi1tCcIKVZRLcSzSe6jehzlGqmKmuLylPDn6WjfyZaQPQlOjNfpR+v0tVIZh3ksfHqultrS5LcHHFr1IhbQyNuDY24NRhxzwaknQnOXWsohVmPBSouzxaoY5v9rrJanatJ8yyNOFnbwJL90/3ymxfke1ATMdKy2CDa9zgBTxQz2Bx6Vvb/vTxwR8FZdo5dZJXsGrvB7dS38le/MmqpMmqpMvqNtox6q4zmjzK6mzLqyzLqqzL0kk2mV9IEoluIvkJ0N9ElRN+itGZvVCo6nuh8otOJrie6mehMoluJyitVqitV0pUq6UqVdKVKulIlXamSrlRpXqneN03INy4G13iP0+jTorfQ2N0irwmK8qOfpyPP05Hn5RHLGyekH2vNP/yBo7emF7ToPVTGHo/0ituj5oI9VPoeqfOg04nirqL3U9r9lHa/Sruf0u6ntPsp7X6Z1vL2Co5RGse64mnI3AF7Uw/k/yZLA+bc3bV6YI7wCyjrJ1yZR/9EsWdwdcjgUppJdCvRfKLPEt1CqWZSqhuU+wbFZO4bKvcNyn2Dct+g3Dco9w3KfUPl/onu8Ce695/o3nFE5Z+gSjfLknnozP/h7Ruc98S8bf3vqIDaoGaWk2PhADscMBIuYZa7zhkPrt0B0QzznPyKs+aOlbMr6CNEtxKdQfQZv/hWPNPHUmxVnTxbiD5B9HH5DO55HKlMPkPxZxXfrLjM2ZpKaa3iW4nOIPqMX1xeuTXFVtXJs4XoE0TllVurK7dWV26trtxaXbm1eWXLW0nqGS/uubJfQNcRlZZnIR1ZSEcWyiOWt5PU/sruftWziJlvH+H01VX5VgTN/Zq0xvp8Ome+ZaQ2B2bD1xhX/yQsR2ppm9vi6VrqvHWVIXVevl1hPNElRAuIvk70GaK7oE89PA8raQLRSUSnEjXL2EP0IaLziS6lfOM9i5n1jSTSSzeUfA6S6ZvXHczvYbu3SzskKbXMdmmBSHqdpElKWk/8YWmBiD/KrG8y4Ww1i6qznyhw1l+E1pFvb3iD6Hyii4hOIDqJ6LNE0b7y/QaIFRDdTHQr0dVE1xDFbCrLknoCPl7l/gOr/z0lAf9P6q2pDq2pvNbmf3kB7wfR0FYNPX/yFHpe8Oyo5bs8L3te9ez2Nve28Mj3tf1r7y+g/268Tma+tcDcUV7ji22+F0B+D6zmV536PehlnmWe5azGf5t+5/OGext6I71RXpc32qt7Da/HG+uN8zbxJngTvcnepuzf62/twfEIr9srUKkYbyNvY2+8N4n9Nu8+85sn9G+pPgr4zpXnHsZMb57Af7z8U45gdlele2F0MqvxoImrPTeShbhzpZXVh7hzTN8C8nwZwWq+Up6q57Do6CnuxdCXoUg5wZ0T3cNV5l4ov89SI4lb3Yt/VbpU0xuF/FMyaq+RrD/IIjzlZs7oPe6HUJ58QjkSLd9AtrjO2VT/s7UeFH519oxg0fWV5xpLd1mbt0661PrT1V7DbNVgPUcfrY/Rx+rjvLco/wjTWyKMMa2rJr+ZJHdw67BogkMHeQyX31lqwfshnsXxtIeV9lOIb+TyKXozfw3x1/kPiF/iPzIbr+SXEb/CqxC/yn8iD4N/Il7Nofncp3Fm0zTNzrgWpAUjHiK/yK410DAWtHANs5kWqUUh7tLciOuagbhHg4XVYrRYxOO0BMQTtSTEkzXcg9Zca4F4S036JbfSWiGeoqUgfqt2K+Kp2tOIP6NhhaBt0jYh/qyGGUXbbLuHcVsvW2/5xd4g2JogdxDuNygmqAfiPYPuYbagXkGjEM8JegjxiUHTEM8LegTx/KAliD8WhDkzaGnQQcTfCXoH8UOh8q8gLRQjMLSZYxLjjsmOyczmmBL+IuPhO8N3Mlv4S+HvIH4o/D3Ej0Q0YjyicQTaKuJqBMZ9Q9YQI72hFpnEeGRyZH9mixwQOQBxudfJFjkochDi90cORnxI5BDE5e4nW+SISGgQfevZFjky8knEV0SuQPz3LjztuYJdY6DHY/X70K3ZGFOa/iBGD9dHoe81fbTxT8aNasOH0StfaoVFiKcz5okuni6ISy8bm2e4Zxzi4+WM7Nkn31njvUVqj5wnmfy+h6lBGnuOPEu4n2cJJ88STp4lnDxLOHmWcPIs4eRZwsmzhJNnCbf1Ro9w8izh5FnCybOEk2cJJ88STp4lnDxLzJYMJv8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwmnXika7VjTaKeKgvSsa7Rcxd7BotGvEQftYzL0jDtrNotEOEgftadFoH4mDfiXUaGeLRntKHLS/RaOdJQ7a5aKp/SVyr4tGu0wctONFo70mDtr3otGOEwftftFo34mD9sBotPvEQTthNNqD4sA44rCxIZ4QrBTkl9Wc9GU1J31ZzUlfVnPSl9Wc9GU1pyfJ0xwp5ffVnPR9NSd9X81J31dz0vfVnPR9NSd9X81J31dz0l4aJ8bmfFxrAdZWIZ6FWCMF0crFTisXu9/KxY61zg5Q+X4WG1YxuxGXaxY71ixvMTuNaDuNZifvEHSEBY3KG5XD4kfPzpvM8sfnjZ3Edk8Ym5PHDk8eNWMqK4c9tve8KzueNb83c0g8S+vfNz2edRuYDZrJmM+H2SEElqepiocyQ76Rm+Jyn9YtKu7EE1RzFW/AYlgLuSuye7/+8Syyf3b3eKy55Tk7WalY+TYikjjWWHGslZLkP1qNkFKmMo/YsDZuzG6Vv631vh91dNNx6bXURMWiWLx853DvrKxeLDm7373xrM2A7D7x8qvoVIIdq8kE+Q1zqlk0nrlbqzNBKC1JfrudpGCmYz15G2s7Ond6Lk8lmka0I9FuRHsSzSSaPWls3lQ+mOgmovuIniZaJamWRrQj0W5EexLNJEolaFSCNoLoGKITp4zKm6TlEl1HdBfRw0RLiVZJanMSbUy0LdGeRJcRPUb0LNFKSe3BUyZNmWSPIdqMaBuiHYmmE+1LdBDREUTHEZ1KdBbRBUSXKqvx62g8eqE12httzG7Hc8gdeDJsjyed3+GJpBPrzLrgiaQ/G8AG4rnkfjyVDWFD2TA8oTyAtdWDbCQbhTLCA8oIzPGvnW0UcPa31ovTPdZHI/xo/Wkioat34pnsLtad3Y1n0h54OuvFemOF2gcj8F7WT45klSbw3G8/3qDe4/fijFy72mgcYK7DyG7wLx5rgpEbidHpwphzY2wJzBsezBExGP1xaO3GSBGPkZmIMZiM2aUZZpLmmDVaYjZIwYj/d5Tw774nO7uH9cWT+n3kp2zGfykmnxDD/8f8Pb6Cb+IHeREv45fwMBmpxWtttG5aljZSy9UKtKe1ndo+7Zj2vXbDlmJPDJoXtCJoU3BMcNfg3cFljjRHumOAY4xjhmOJY51ju+Oo47Sj2pnmnOyc51zh3Oc85jzjvOi83sDZIKZBywYdG4xokN9gWYNtDXY3ONTgZJgzLCasZVjfsBFhU8MWhK0M2xFWFm4PbxyeGr4r/ED48YiIiJ4RI7F2OBdxuaG9obthcsO0hukNBzTMb7ip4cGG5yJDI1MisyJnRG6MPBB5PLI0siKyOiosKi4qJapzVGbU8KjJUfOiVkRtitoVdSDqeFRpVEVUNVYKca4UV2dXpmu4a7JrnmuFa5Nrl+uA67ir1FXhqo4Oi46LTonuHJ0ZPTx6cvS86BXRm6J3RR+IPh5dGl0RXe0Oc8e5U9yd3Znu4e7J7nnuFe5N7l3uA+7j7lJ3hbtaD9Pj9BS9s56pD9cn6/P0FfomfZd+QD+ul+oVerUIE3EiRXQWmWK4mCzmiRVik9glDojjohQ6wNSTK0atPpg56G3TYdDNOPo1gumFJt9UafLdY/zywNZt2Bkov24PlPdmBspvdQiU95cFyJqICJQ9hwLlmO6BcjLqHOwnN43zOx/MtPZjAuXOuyE71L+w8o64lmny0L3M9L5TJXUdZJF3+cmAK5Tkm60lj2UoPkjxnMAy7tpJ8s19mmaqtYpvUnyH4maNPLApXTG3yV+yR7BxbCr9c7iUrWQb2GZWyF5me9V/VJ+ys+wC+17lflPxw4oXKX5W8YuKXzN5tKZ4pOLxirdVvJviWYqPVDxP8SWKb1S8UPG9ih9R/LTi6vrRN0zudiruobtOpN8x5X8HE1me+iVvLXuabWM76Tf7Q+wYO8nOYK0n/7e5Tv/IuXgMT+QteVvekXfnGfT9H1liquIdFe+l+GDFxyk+S/Fliq9TfJviuxU/qLhqUXe54pdMrit909VOfF21pN5G8e6Kq/rpYxTPV3yp4hsUV/qg71P8hOLnFL9schGseIziLRXvrHhWoDZ26xio0UZfksNIM1Pr0Toz1QHFVX8aJxUvU1z1q1Flco9d8QjFVe3wVGFypV+ernXHk+eM4hcUv0xpGtBvyin0r3o6/Rc9XL09Uv6yOUdx1Ype1Yve7Yq/qvjbiqvW9Kpreb9RXI2LGHt9YzZml+KqT2KOKV5KqTuxeeq//U0B/7AUs1J2jlWwy6ya23kYd/M4nsxTav9BHsCH8zF8Mp/B5/ElsJPrYCm38138NX6AH+bHeTEv5ed4Bb/MqzW7Fqa5tTgtWUvR0rTOWjrNZKhDrNK7WKV3sUrvYtUIjlUjODZH8RmKK72PfVpxdY+xSt9jixVXPRx73eRxYYo3VlxdLy5dcTXO4qYqvkhxpd9x6jpxhxRXPRGnrhOnrtNIXaeRuk4jdZ1Gajw1UrNuo4mKFyiu5tdGSgMavan4ccXV+G2kNLaxmokaq+s0TlO8p+JDFVf301jNfI1VuzVW47Wxuk7jo4qfVlzdV+NqkzdRM26TRMXV9Zr0Unx44LjtzgLHbfxBi3zSIlcE2sC7y/zOQ05PDZR7xNUdifFqlMcr6xF/0ZLn1bp5ElT9EwYoblrDIPktC6xymzPVf4lKTxNTFO+guNKfxKyfybdVcaU/iaq9E5XFSywKbIekrvXW2TKykzYrvlNxVWrS0cBe6JlDKwlTRkiq9pOBZOEnw7Ymz7LI+wLlVhmB8q0LmCPEr/ZpE5hDs7RwmloxpCmNS9sbsLrBkXZKx9sVB5be/og1ZUc1Sjt+H3gfnXIt8puB9ep0nTmC6umdzqo3O6tZpnOu4qpGnc8wR00ZskZdUgPbt0dLi0bhWC9h8kEjTL6xu1+eIMjLmSPUr4znCvxknN9eHKgRd20n2a8VuqvVTPcF9egcSiisNPmLySZ/qcjkf84w+R5P3XFwt7JMd+crvjTgqtDEfeMUr2QOh1/97i4k+RcscrrS3HRlSdPVuqTncMXV/HbPApP3Uul7qfS9lO3KUHYhQ+XvM5Q5nH616XM5UM6cR7WT/4THYL0m/+NVK6xMNWPfq1YkfdWM2lf9h9ZPrQGy4qiEOrqTpVZc96kZ9j7Vcvepmfa+1dYWfOt7k/8lkUaJ069G3WtXkpR3gLJmA1UdBiYrrlaBA5WeDlStMFCtPQaq2XqQsrL3X7DW4e2pJn83kupQ206DY/zmXykXWOS1FrnQIu+zyEUW+QLJATo3+JrJhyi9HpJSN80Q1VtDlN0ckldPGmWrh6hZcci+etIo/RnyjcmHBtdNM9SjeDvFB9STRvXAUNXLQ7fVk+Y1xdVaZOjlummGqXYZ1lzxXvWkUWNj2DzFN9WTRq0UhylNGHYpYIbiea8FyjM7Bsqz+gbKjwTacZ4/0SIfCZTnrAiU524NlOdpgfL8SIs8OVBeYKnfQkv9CgKfVvmjswLsJV90OlBenGqRlwTmX3wmUH5sZKDFHHrUz5LAAowI8xs3UrZYzJHfBMo55YHyaIs8xiKP9fhdD2FsL7JcPy+PsMgz/O5Hysst8lqL/LTfbC7lbRb5eqA8LssiF1rk6kB5fLZF3mGRbwTKEwZY5J2B8kPMb36X8mCL/Gpg+omhFnmERd4bKE8Ks8g5FvlNv/5HmBxhkSN/4fxvla3luerKfr+P1ZWFRfZY5DiL3Ngix1vkZIvc3CKnWOQ2FrmtRU6zyO0sckeL3NUid7fIPS1yhkXua5GzLfIgizzUIo+wyDkWeZxFnmCRJ1rkyRZ5qkXOtch5FnmGRZ5lkfMt8jyLLJ8/nVjdNKfvA0ZgDlzEmNZGy2ILte3aZ2yr7Vnbs6zYPsP+HDsV9EnwMm5z9neO4m85H2/A+dGwyLAe2t1hw8I2a7PDx4RP1P4SvjB8hXY4QosI1U5GXI24qn2OWbtK/rcY/Gn43npDEcKZ8HN+4aIKRfWEy3KvggrNEToipCNMpLDRGsKLIrZFvBa5QYWtfmGnDFGs3uCMyqoNy6PW1YYqM7ji6gmpCGnSW7U2bDcDnbEE92730dpwQi9DuCCDsNcXXKnCJZoby/3COgqH6g1FxvWa4HF7YmpDugoZ9YYsCoMUDwwFisp0RygU1wYz91nPJW9L7xjvZu8OGayle1+uL5ile9/0lqtw+WaQV/Fep2sVSDTKTOpYGzKTsmvDGBUmIhQkTUxui9CtaWrT9KSJoKlNDzU7esunFC43H4qQ26IZQkqL8hbXgPIWN1oebbVZhhblrQ60utjqYoo9JSLFnbIPoTi1K0JW6tDWm1R4+7aC25vd/k3a2nZpCF3be9oPbZ/fYbcKBzoc6VDcsSVCh45LO5V2CaawusshCtVd23XdpcLeLtWQd3W9RNKlO7U7ta677kzptrLbgbtSewxGOHvPhC6rzdTgl8xUvbvKdL0zMxIz2mR0zdjRpxmFrD4TKeT3WdpnE2h+n2MIZZlzMgsyz96bi7Ch70ikyup7ou+JPsdAS2UMobxvRd/r/QooFPY7TuFsvwrgbL+qLHu/KpyvyBqaVZpVft8MhLXZ8UhX2K/KPJM9p19V9rns7wdmDToyePADrgfiHmg23j5+6PjT46/X8AkpCLunRk5NzM3PXZR7MLc8tyK3app9Wttp6dPGTcudNmfasmkbpu2atnfa4Wkn83Lz1ubtyKuczqa7pveanjP9wPRPZ6TNyJmxaeagmctmvj3z8qzgWSmzes7aNevCI+mPXM+Py++ZPzI/L39T/sv5p2cnzh4+e+/s07OvzwmbI+Z0mNN9zpg5hXNOz205N33uiLkb5+6cWzq3al63eXPmHZgfPL/b/Lz5r84/Mr96QcyCCQsKF1Qs7Lgwf+HLBVk/M1fttc5HgbNNwaybQc4jBVtvBnMG+Zmxl2EdcYHjxNT0emedmpnHLwTOHQVHbgY5OxQU3wzmvCDn0MidniPGOszDZ7pewqxJczBxzLdRWZhfN0Zsi9wQXlQ7ZyJtVFXSGJk3fG/Exptzp9lKmJ3Taf41UyVGbKtpPXlUzsWU9ow8T+lVC6LcveHnMJNvQ44zVFoRarcB/AyFm9bhosUqpPvZgZuWYJusd53Zf2ed2d+p5vzlNN/TLE/lIHdEOuIba2ZC9McO1V+Ym8z5x5zfVD9iTsQMKHttTO3sWNOjmOM8GQXlMsfNPk7KLigvKEdpMtVlnMvylidl19UJzIPFfjNqPfOs/7xad05VM/cR0iZzFs2smT/lvI4juGpBhXcHjmR7stql9T0h7KYdIw6bZVzXy6BVrhrrU2NVXHHCftMCmVopbRultssUyHtIuOQZeUSmksddceFFNZrqiXHFwQK6ZH4ZN4/etKP+llTWhaymspt+ltOFEqx2cl2AdSxSltFdU3ucv25eXV6/T5Ze5klHfQJaX7aabGP0lN+IrWljcyTK1jQ1JWkM2jtD9qZsCU+W+2nq7x2yb/xGdUfvy7jXGgtbbJZaUOEpKKgwg7yC5EnZsldkzNQ0yQsqmqYmtzVhWrjktmSV/IK0cKZ1I/v4PwxkU/1C3RRkaf2Csri1oW4OaWl/WyBb/KtDrcX+mWBtKRlq7fjPBLLsvzrQauNXBmvr0BrFL9RtP1q7+AWp92ZP/7ZQt+Rfrt2vC2Y7y7VLxLYuwRmJXarDz8hVD4XVdCRYrnRIWp2RKNdA6hwCVlAd5KrJPCrnfhmTgVZHg2llJddQl7peovURVkeIHeqymlYnBbWrGBkK+xX0Le1XIFcwJBWqdY4ZL8QqqFwekSsama+vCrTimUFrI6Sls4WSel9G6kK5msJs0axvKa278lXIoiPN5KqLpKy+pXJeUucQsHJrg7WaXKHJfEsphkDrtFxazyEtrdRq12t9su7UqEWqZVvcN8NsiS7BdD+osVnTPseobHmlpVQWlRs4Euv2qL8e3PKpKbFgftB3xnav74BtIGtoG8zCbHm+H21vs/ZMw5kiSOcpVmEb6DvHOOhVpoF+YBvsK2IN2Eu+anbYV81Hsmg+imXzHOblo1kCH8Oi+CQWhZRpSHmnbbLvr4yjnK+YHWnDkDYKacOQ1knlnUeq75mDj2BxOJ+E8wNxvhHOJ6GspigrAbmfQX3OsgaI7UZ9o2zzUI/5vjdQ3462r3xP2c6xNrbzrK3ta9bK9q3vY9tF6SOE0otQejmzI6bZBt/4J2qzDiW9y/JZQ5bBIoGOrAXrBIzxfczGAuOA6b6v2QzfZTYTmAU8AuQDs1kYm+M7yeYC84D5wAJgMfIvAR4DlgKPA8uAJ4DlwJPACuAt1p3tA64hfgPwsRacARzIYp34fUA20B8YADzE+vEjrAnu+CHbINbZNoyF2h4EJrNltoWsse1RFm9bzBrbt/hO2rcCzwEnWQv7J0AxcAr4FPgMOA18DpwBSoBS4O+sRVCk7+OgMt/JoO9YWFAF4v8ALvlOBgexjOAW4LezFsHtwCf7Pg6eAkwFHgZm+r4OngWgbYLRNsFom+A5ANom+BXWKfhV4A3gKusU0pI1CWkFPMhahIwEcoBpQB4wGygAHgXQRiGrgTXAFuA51j3kJfB/AN8Dl4AfgUrgKoA2DB0NjAHGAjNZEwdjnRxu+a4o6MoF6LWTYt+i168yHVq7B1q7B9rWDNp2F7RtEbStP7QtB9rWG9rWDam3Q19SbYN8K233++ZAg+6A3qxHCSNtb/sKbV9Bz84zm+0CdPBbNoz07BxSlWKZWTMqRrDWfuX3QvmzUH4PlN8eqYei7HUo+w3kuh1lb0DZz6C8AyhvEItAKT+glB9QSiRKuQWlTEUprVFKa5TSCqXcglqeRUnNUdIYlNIWJeygO/0AsVeYB2X8FWX8FWU05w/69qGc1ijnQZSThnL6o5w7+UO+j1BWa77R9yZy7kd5dpQ3CzUbhzKjUbPFKO1JW7nvMmp3zPYNRuu37FbbRTVio1BqS5T6EEptj1J7oNRklNgcpX2CnJ9g5N2LuxzIGqgZ5r8wk8iZ5Y9ssa+CLQEeA5YCjwPLgCeA5cCTwArgmO8a+xA4DvwNOAF8BBQBHwMngU+AYuAUcBr4u8/HzgJfAGXAl0A58JXvQ3YOOA9U+krYf2KcXwauAFXAVeAaZrefcP468E+gGvgv4Abq4vNVcAZwmhW/sg2Fhg33/WAbAT7S94P9pK/C/glQDJwCPgU+A04DnwNngBKgFPg78I3vmv1b4CLwHVAB/AP4HvgBuAT8CFQC/wlcBlAX+w3A5/swyOX7MKSb71pIDyAD6AP09X0dMgB8IDAU54cBI4AHfRUhI4EcYBLOTQPPA2Yg/giQD8yGPA+8APxRYCnijwPoh5BV4KvB1wB/QHwdsB7YADyF8rfg+DbEtyP+EuKvIL4fQB+FoI9C0Ech6KOQEp8vpBRAH4Wgj0LQRyFlyPMlUA6gj0K+9ZWEXAS+w71UAP/wFYV8D/yAc5dQ9o9AJXAZMvoupAr8KmT0UehoYAwwFv2lsZXMTZbLxlZCdwdCh6X1CoL0Z0gZkHpDyw/bPmKtGMfRKpYOzSyBZpZAM0ugmSXQzBJoZgk0swSaWQLNLIFmliD119C0a9C0a9C0a9C0a9C0a9C0a9CiCmhMFTSmChpTBY2pwvUO4noltgdYkG0UkAMNGu37ClpTAq0pgdaUQGtKoDUl0JoSaE0JtKYEWlMCrSmB1pRAa0rQk1XoySr0ZBV6sQS9WIKeq0KvlaDXStBbVeipKvRUCXqlBL1Rgla/hla/hla/hla/hla/hlatQKtWoEWr0KJVaNEqtGIJWrEKrViCVixBK5bQiD3DQtCWd2Ekh8L2/gW293VbEWztx7BCsDbUvhdxhx/jDr+k9p0HyQMpDu27CCV8xgbDTibATibATibATibATibATibATibATibATibATibgSu1gK5NhK5MxZosxZosxZosxZr/EmL2CMXsFY/YKxuwVjNkrsKcujNnzGLPnMWbPY8yex5hFf7M+sJtpGKdfYpx+gXH6JcbpF7Yc1sw2GpjMlsCONoEdbQI7GgvbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmYCxeB5j8TzG4nmMxWKMvSsYc8UYc8UYc+dh4xJg4xJg3xJg3xJg1xIwVs7DtiXAtiVjrJyHfUuA/hdD/4uh/8XQ/2Lo/5fQ/y+h/1eg/1dg/1ywfy7o/3nofDF0/gp0/jxsYALsXwLsXwLsX4LUd18l2roS67OVvsfQA70wn3+J+XwmeqIXeuJPOLsC2t7DdhIrqWLfDdsplkO9V4LUZ5DqNCzmSt8CSDnIexJ5P8HRbsi7EnnfR94M5C1GviEsWI2j+5HyFFIWI2UGra+kzrxAJY3F+Ttx/gTOf4rznVDSEzj7KkrqjpKOoaQ2lP5zWieeJVrFnLwha8KHApOBKcDDQC4wDcgDZgDLYemj+EEWjqssQun5KOcDWhttZYZtP7vD9g76v5wlwWr3xyrRBcsdg1Viku0bzAzfogYXcew7dgfseZ7vHeQQWFMmSpuO/JNZb1iwodD5Yay3bQStvnqzCNQsFjWLRc1iUbNY1CwWNYtFzWJRs1jULBY1i0VON3JORU43ck6lnOHIGY6c4cgZjpzhyBmOnOHIGY6c4cgZjpzNkPM25GyGnLdRzjDkDEPOMOQMQ84w5AxDzjDkDEPOMOQMUznTVM403Mkw1hKxltTGe2iNcBWtVYIWzgLuA7KB/sAA5sTazYm1mxNrNyfWbk6H9Hqxo4WjkSdLrTQOUx99yYp5c185bwG0BFoBKcCtQCrQGmgD3Aa0BW4H0oA7gHZAe6AD8DugI9AJ6Ax0AboCdwLdgLuA7sDdQDrQA+gJ3AP0AnoDGUAfIBO4F+gL9AOeBp4BNgGbgS3AVuA5YBvwPLAd+BNQCLwA7ABeBHYCLwG7gD8DLwOvAK8C/wHsBvYArwGvY7V2EPwd3xl+CHgXOAy8BxzB8fd9p/hR4APgGPAhcNx3gf8NOAF8hBXEUDytjPAV2d/DSuII8D5wFPgAOAZ8CBwH/uY7ZT8BfOQ7FRTlKw9yAzogAAPwAF5fefAq4I8A2iB4s+9CcKHvh+AXgB3Ai8BO4DUcfxccq83g9xAv8p0K/gTpTyNe5SsPaQQ0BpoA8UCC74eQRCAJSAaaAs18p0JuAZr7zoS0AKALIdCFEPR7SFvIt+NcJ9+FkM7g2b4fQjVfeagNsANBQDAQAoQCDsAJNADCgHAgAmgIRAK431AXEA3gvkNx36G471DcdyjuOxT3HRoDxAJxAOofivqHov6hqH9oApAIJAHJQFOgGerU1nch9Hbgd75ToR2BTjjWDegJ3AM8iHQ54ONwbjzSTQAeAiYCM3FuPrAAWAgUAKtw/HmkfwHpd/jOhL4IeSdQiWNXfOUODuBeHdG+Uw7ch0P3XXDEQ4fmcrQOR+twtA5H63C0DkfrcLQORw6O1uFoHY6W4ZG+r3kU4AKiATegAwIwAA/gBWL+m5d7j4+zrvY9/nQmTdJkQrmW+6XcBBSQuwJe0G1FkSruDRtxq9lHQFOoIlAKrenFIIiA5U4RKiBVA9hWGwsCNhQotk1JSdrm0rQ0adMhyXSSJmlmMm3B33lPduWg55zXOf+c88fHZy7PzLPW97vW+v2eIdWe9SgcjWMwHsfiOByPE3AiPoKT3GWfjFPwUXwMp+I0nI6P4wycibNwNs7BuTgPn8AncT4uwIX4FD6Nz+CzuAifw+fxL/gCJuCLuBhfwpdxCb6CSzERX8XXwrZRl+Hr+Ff8Gy4X9xX4d1yJb6Ay9I6agZmYhdn4CapwO36KO3Anfgb3G6PuC8Oj7scDeBAP4WE8gkfxSzPycTyBX+FJPIWn8Ws8g/n4DX4LK+CoajyL5/A8fo8FWAizdpRZO+qPWIwa/AnLzPLX8DrewHK8iRVYiVWow2r88xS5PPynKX2ldWCsyX+hdWCs6X+hqd1YYOIVmHgFJl6BiVdg4hWYeAUmXoGJV2DiFZh4BSZegYlXsNA9yiL8AX/EYtTgT1iCP4fegpfwMl7BX7AUtXgVy/AaXscbWI76KFGwBm9HidH7RSWjD4xKRx+EcTgYh+DQqLTwntBbeG9IF87x+BGP54auwsesSTwYmWZPeU8uhb/xnpgLxVwo5kJTunBR2Fb4Byz2Xg3yU+4F57/otZe8/zJe8fwvEGehOEem3wrP67y32vEtr9VjDd5GQ5QoXOfa7u0K3dsVNnutJQyPTMo2sbmfK+zyWfcshWmP7a4L7a4Ld8A9S6F7lkL3LIU7MYQMsnIbDtuK9gm9RWOxL/bDIWG46FAchsNxBI6MSoqOwtE4BidGiaKP4CScjDO8dqbjWbDKFlld/2vqRoniWFRaHEcBRqMQRSjGGJSgFAmUYR+Mxb7YD/vjABwYlRQfhHE4GIfgUByGw3EExFkszmJxFouzeDyOxXE4HifgI6G3+KPu0T6GU3Ga53YKxWd4/PdJfLbH5+I8fAKflMf5+IrHl8J9bvFXfe5rYXnxZfg6vhGGi78jzmud989T2v1usfvd4qmoFMMMzMQs59/l2vp/ZGo/4jjX9z6GX+Jx/M73VePvU/x5r/GwOOOze8LwmChsGzPKXqk4pMfQc0yJ435ePyBKjEx2K9SYg712CA6FeTzmiPzvkvlO37uvqtShTSN7tNc/eP0HXr9t5HeU/H6rLxoduzj8R/zS8IbdaUn+ty3v9UYfi308pGJn4zx8BheHxtiXwurYJbjUrvzysNnuYpPdxaaSK8PqkqtwZ0iV/Ax34ee4G/fgXriXK5mD+3A/HsCDeAgP4xE8irl4DL/E43gC8/ArPImn8DR+jWcwP6QSHw2pKC7SbOxK98Q3uoe+QPwZ8Wdi54ek+DOxzzveFbbEfu7e5ZvRqebXqc5cXfKvIVnyb7gC/4Hvhi0lk3A9foAbcDPuDBm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZUq/HLaUXoKv4FJMxFfxNVwWtsg9w8PzQguH3oqN+BhWjvxyeLTcq+VdHftmWBi7GpNxV1hGg2X5+2+5V8u9Wu7Vcq+W+zK5L5P7Mrkvk/syuS8ruTUsLLkN0zEbPw0LxbVMXMvEtUxcy8S1TFzLxLVMXMuiizhQwYEKsXVyoEJ8wypoSAUNibNdJK0iaY1f/reh+JV/y1hdyjhzutWljDun773HX666hlTXkOhaRdcqulbRtYquVXStnKngTAVnKjhTwZkKzlRwpoIzFZyp4EwFZyo4U8GZCs5UcKaCMxWcqeBMBWcqOFPBmQrOVHCmgjMVnKngTAVnKjhTwZkKzlRQoJUCrRRopUArBVop0EqBVgq0cqYi+jwVyqlQzotVVCjnx6rYxdGRsp8o+4l7f2+9e+/99ClUGEeFs6gwjgpn7f2V+Bu8WsWrVbxaxatV1JhIjYnUmEiNidSYSI2J1CinRjk1yqlRTo1yapRTo5wa5dQop0Y5NcqpUU6NcmqUU6OcGuXUKKdGOTXKqVFOjXJqlFOjnBrl1CinRjk1yqlRTo1yapRTYyI1JlJjIjUmUmMiNSZSYyI1JlKjPCpSC0MyTsj4fhnfIuP9ZThDhlOjQ2m0nD7LadNMm2Y67E+D/b37oPyXy3+5/JfLf7n8m+XfLP9m+TfLv1n+zeJoFkezOJrF0SyOZnE0i6NZHM16pSL87p/m3VB0auwyM+5KVJhzk8y463A9fLeIOz6YdZVmxsywunR6SJX+GJWYgZmYhdn4CapwO36KO2A2lpqNpWZjqdlYajaWmo2lZmOp2VhqNpaajaXmYqm5WGoulpqLpeZiqblYai6Wmov7jEEJSs28/GRPjcSe0eNJPZ7U40m65e/TT/TuWr2b1LtJvZvUu0m9mxR7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7fmZdGTZQ+y0Kv/bBzMpn1B6dKaMa72/1/jA33uPGe9x4z7ntzi12bqlOKZHpaTqlRLan7f0N6K8ceo9D78myRpY1sqyRZY0sa2RZI8saWdbIskaWNbKskWWNLGtkWSPLGlnWyLJGljWyrJFljSxrZFkjyxpZ1siyRpY1sqyRZY0sa2RZI8saWdbIsiY6RyZVvFnJm5WxiugI/qyUwXd1wC4dkJXJ7TI5eO8vMwfnf5mRyaP5X7N4t5J3K3m3kncrebdSVlWyqpJVlayqZFUlqypZVcmqSlZVsqqSVZWsqmRVJasqWVXJqkpWVbKqklWVrKpkVSWrKllVyapKVlWyqpJVlayqZFUlqypZVcmqSlZV+vjKkT7+hCze3vvfnCaI+kFRL45K5Vsv33q51svrIDkd5J2H5VMvn3r51MunXj71UWFsCl9vCbtiU8O7sdvVxb2hL/Zw/pd2r+6O3R6y0Sj/uys62RnZ2K0q4jbcHppid0TFsTt9+p7QHXskKovNDXtij4U9pfa3pfa3pUfiKByNYzAex+Jq51yDa/E9fB8VmITrcD0m4wf4IW7Aj3AjbsLNmIJbMBW34jZMC3tG8tkt0s5YZeiSy7bYQ2FHzJ1edFXsRtV+E6Z49VZZ3oaZoSE2C7PxE9weHRS7IyyKzXHefaEjdj8ewIOYG16S30ulsfBWaRwFGI1CFKEYY1CCUiRQhn0wFvtiP+yPA3AgDsI4HIxDcCgOw+Ghj4Z9NOyjYR8N+2jYR8M+GvaVnh8aSi/AhfgUPo3P4LO4CJ/D5/Ev+AIm4Iu4GF/C1fK4Btfie/g+KjAJ1+F6TMYP8EPcgB/hRtyEmzEFt2AqbsVtmBZeigpUzmYqrqPiltgjYUAt3R4G1clw9DUu5LiQ48BuDuQrbIsVJ2vFyTojS+UclXNWmKwVJmuFyVphslaYrBUmS/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XdTfzf1d1N/N/V3U3839XdTf7dVLmuVy1rlsla5rFUua5XLWuWyVrksdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3p+duUd35Xqyk6QzVfXu0D7U7qb2V2juiG2hcS+Nald7tzJW07qR1Z2ya55Whx6cGVX5a5adVflrlp/nwPh9q+VDLh4HYL8IKHdCiA1p0QIsOaNFLb5kNf+VRE4+aeFTLo1oe1fKolke1PKrlUS2PanlUy6NaHtXyqJZHtTyq5VEtj2p5VMujWh7V8qiWR7U8quVRLY9qeVTLo1oe1fKolke1PKrlUS2POnnUyaNOHnXyqJNHnTzq5FGnDknrkLQOSeuQtA5J65C0DknrkLQOSeuQtA5J65C0DknrkLQOSeuQNI9reVzL41oe1/K4lse1PK7lcS2Pm3jcxOMmHjfxuInHTTxu4nETj5t43MTjJh438biJx008buJxE4+beNzE4yYeN/G4icdNPG6KKjiY5GCSgzv5/ToXd3CujXPbOdfHuT7O9XGuj/8J/i/mXpp76djdXruX03PCAg52c7Cbg90c7OZgLwcH1MlSLrZzsZ2LaS6muZjmYpqLaS6muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkUh+X+rjUx6U+LvVxqY9LfVzq41Ifl/q41MelPi71camPS31c6uNSmktpLqW5lOZSmktpLqW5lOZSO5faudTOpXYutXOpnUvtXGrnUjuX2rnUzqV2LrVzqZ1L7Vxq51I7l9q51M6ldi61c6mdS+3Rx7mU5VJ2pBv/y4UhLgxwYYADWQ7k75sGqDtA3QHqDlB3gLoD1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SZ4A6A9QZoM4AdQaoM0CdAeoMRKeYDO+ZDO/p/rT1vCR2tyzukcVI9B4/grnW+8es24fb1R2BI3EUjsYxGI9jcbVzrsG1+B6+DztIWg/TepjWw7QepvUwrYdpPUzrYVoP03qY1sO0Hqb1MK2HaT1M62FaD0ffp3U3rbtFnBZxWhekdEFKF6R0QWpE/793AN3/p8q3g4/lf9n431d7Nz+6+dHNj25+dPOjmx/d/OjmRzc/uvnRzY9ufnTzo5sf3fzo5kc3P7r50c2Pbn5086ObH9386OZHNwXTFExTME3BNAXTFExTME3BtG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphtT/RTekOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUGpkje8f+a+Q5/Iqzau0aZM2bZK0T9M+r3Gaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnE+x7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzFdmq+FKbgFU6He5JiWYzra1yzO/GPPqLS7Rzo9a6Zm/089Yu9+iz2qO1PdltBthbpti047SKeVRBM/mChTrMaVmOG+/HbXuiv0q+x+Z+f0Zr/VecinTqNwlsJDH9o19avuftXdr7r7VXe/6u7//zRt+lVfv+rrV339qq9f9fWrvn7V1///dFeUv1vJUWrFB/ctQ1F872s5Lu2JLqdtHW3r+NfLv17a5u9s2jgxmr5d9O0amX9zPH/IPcLDdkpzvfZY6KJrF1276NpF1y66dtG1i651dK2jax1d6+haR9c6utbRtY6udXSto2sdXevoWkfXOrrW0bWOrnV0raNrHV3r6FpH1zq61tG1jq51aqpXTfWqqV411aumetVUr5rqVVO9dO+iexfdu+jeRfcuunfRvYvuXXTvonsX3bvo3kX3Lrp30b2L7l1076J7F9276N5F9y66d9G9i+5dpfk8p+AWTMWtuA3TQteIxrv2dkIuOiC2JBoXe82O83V1+UaYFVsRqmM77TMyYU5sV2iIm5zxU929nh4Wxc8OyQ/+WvmKaN/4v0eJvX9T2J3YGNZwbL7vXYjXdcAbYX1suUp/Eytcc6Xj6rAxtsad7npXa3JsRnc0JtajUzP2uFk7oWHsDgPxKHTEi1CMQ939nx4642eEnfEzcRbOCdn4BWFrojykE9eE+sR1MCMSP3S8IWxM/AhmQmK6Y6XjDNhDJ6pgxUzcC12ZmOP9B71m9iUe9XwunvAd88OuxLO+fxH+EHYm/ojFXqvx/CVHOSUavNaItWjxvBUbPd6EDuf1ho7ETgyHjrIDQ1/ZQRgHd4dl7g7Ljvf6pFBfZk9fJq6yO8NQ2b1hZ9nDeAzPhL7oy3tVbeNTjqotVO2lai9V36PqNqq2UrWFqjup2kLVFmpmqTlIzUFKDlJykJKDVNxFxQwVM1TMULCXgm0UbKFgCwXbKNhCwVYKtlKwjYKt/6RgGwV7KdhLwV4KtlKwjYJtFOylYC8FW6jXS71e6mWol6FcL8UyFMtQLEOpDKUylOql1CClBik1SKlBSg1SapBSg5QapNQgpVr2KtVGqV5KZSiVoVSGUoPRsbHnwvTYkvAHStWqwT0U+i1Vtsc2h++psymxnvCk6r4iNmSnvSt8Wp39NR4Py+OF4RfxRPiBam+KHxjGx4+Oro2fEG5W+cfGTwufo9ozqn+Cmns8/ukwI35R+Obev85qj/97eCp+ZZgUrwhL83+/JKuXzaTXrBJvYEV4xxXf5cdmV0y6Qo9v7feNW33jDr10gV76lDvC5zj2Wmj0qXy/vDXSI93RUT691idX+eQ2sSXFVuob1o/0w9lhvU++Flb51Ls+9YJPHOATW1yvfaR/3VWP9PDR+vRUz08Pm32qQ5TLoyNV1s6RTy5XWW9ipYpZ7dNrVNV6u8gmx+awTXVsUx3bVMY2lbFFZWxRFVtUxU5VsVNV7FQRORWRUxE5FbFFJeRUQk4lbOPcNs7t5Fp+8ndH+4inUOTzXe851/2zXF/CyrCbrpvomUzcGrK+f9D3D/r+wcRjnv8qZH3PYFTgU0Miv9Entubr3k74ObNkiVzeCA1e3RhrNEfyGm4OKbo1+t4W39sSXemqc5w9S091jlTLn0Olq1f65AAldlNit2/opESgxNDevhqixFCsNSz0jTUqqSGWVj0lODBcEx/HjYNxCI4LN8WPxwlhe/wkPp+MU7lH9/hnvH/RyN8unyGaM/ReJ3WHqDuk9zopPEThQOGg9zqpUEnpQIk5lJhDiTn6r5Pau6m9m9q7qR30X6f+66T6bqrvplYl5YcoVplYYBItxCvhpsRyx7dQjzXYgDa84712xy2+Y2u4qSwKfy0bHRaWFaII4z0/EZNMqNlhjh7s5ObuskfC1rJHMRe/xLywMCpVkYOqcSunzzJ93jd93jd93uf6eTr9fZ3+vk5/X1e/Hx3Bj7yXWdr3077fpwrNqAEzasCMGpD7kNyH5D4k735598u7X679cu03XwbMlwGzZcBsGTBbBtT3gNkyINYhcfabFQNmxYBZMTCqxBVnq4BHuL+M+w9w/4HYUo7W4rWwIrbcqvgmVoRnVMGe2Fqvr1dbrWFKbEP4S6wNG7EJ72BzuDPW7rgVnb5zm2MSXeiOZquWmljK4+1Iq7xexz7sCDfF+jHg8SB2hgqzqcHkbjW5W3XwFWbUmtge772H98PS2N8cg1V4FGLIz68C1Tba40JzqiTMipd6nAiTR+bZWMd9sR/2x4HhAtV6sWq9WLVebG29I35YmBo/3HtH4OjoG/HxjsfiODPveJwQ/iN+oucfwUmen4xTPP4YTg2fNyP/02RZwLXZXJvNtdmq/VLz8t74uc45D58IP4l/0vF8XBBmxi90/BQ+Hb6lKy6Of9bji8KNOuOKvX8xu0CHTI1fFR0S/zYqwtvm6+8TFaEhMQk3hD26ZI8OeUCH7FEls1XJbFUyOzHb+z/Bz3AXfo57onGJe/ELzHH+w157BI96PheP+Z7HPf+V45NhcuJpPIP54Y7Eb8JUq9nMxHOeP4/fY0GYoKsmWOFmqsDZKnC2/cEdVrmZiT+FnySW4AXnveS1V5z3F4+Xotbryz1f4fWVvrfOa6vxltfqsQYNvqsRa7HO+S3ObcUG77XB9Fbds3XthMTm8BedO8EqOlP3Xqx7JyQ6vaYGE2ow8S7UYaIbPWFZQh0m1GEiDTWY2IF+DJgAg8h6nAtLE7uw2+P3oeYSas5UmFWm7srUXVk8LC0rcBwdppgSU0yJKWXFno8xPUqgBssSYVlZGfbxeCz29fp+2B8HeP3A0Gqlb7XSt5Yd7PsOcc6hOAyH4wgc6dyjvX8Mxrv+sV4zYU2jWWUzQ4MOn112ZzSujNdlvC7jddnduAf3eu/BMFXnzzapJphUE0yqCabAbNNqQtnjvmeeuJ/0nc/4/vme/wa/xe/CTdF4U+JGU+KPIyvz6yPr+ZsmQZeOn6Ozv6Wzl+jaRbp2lTU3o2Nf1bGdurJRN9bpwqW6cJ2u+4LO+rZOWqRj7tUxb+qYLl3ysC5ZpwtqVf9vVP9XVf8y1Z//lwrnqvi3o/9mXj0rkt9bsdbGFlmllpgJf/baS3jdOveG95aHZtOz2cq1zMzqtXItsQb2irbH6rXE6rXE/Jov8jfNqR6RrzGLlou61bzZat5sFXmXeb1e5DvM7PVm9nrzZLnoF5gFC8yCBaLcI8qv5/c8Vq+1if80aa8JS6xgS6xga61gS/Rmr97stYKt1Z/P6s9e/fms/nxWfz5rBVubuN3nfoq7cU9oNtWbTfVmvdlrNVtrNVtrwjeb8M1681mr2RK9+axeWqDuF6jzBWq6x3qy3nqyXt32WFPWq9UedbpcXc5Xl/PV5Xy12KPWtqq1rWptq9rqUVs96mqrutqqrpZbi9arqeVWuCVq6lkr3ForR7P6mK8+etTHVjvIpeqgFq/Zoa0If6b0NqtDo1r4nGm+yTTfpB5WU7WDqg1UbVATL5rcmym70qTeRNmVlF2pNrarjXdN43Wm8TrTeJ0a+ZgaGTZl20zZNrWyQZ0kTdZ6k7XeZK1XM02m6QZTtNXkXGciNpqIjVTfRvVt1N5mAjaagI0mYKMJ2GgCNlJ2m6nXaOo1mnSNJlqrKdZmirWZYq2mWL0pVm+CtZpgG0ywDabVBtOqzXRqM53aTKc206nedKo3nepNpw2mUpup1LZ3KtWbRm2mUatptI47K02WTSbLJi6t5NBK02Wz6bLZBNlsWmwyLTaZDJtMhk0mwyZONXCqgVMNpsJmE2ATpxo41aDzN3Fqpc5v1PGNOr5Rxzfq+EYd36jj63V7vW5v0+1tur1Nt9fr9jbdvomLDbp8ky7fpMs36fJN7om77Y7z++qzw3vRObosf591nY6aq6Pm6qjX+TxL1+zi62/5WsPXGt2S4msnXxfydCFPF+qInC7I8WIWL2bpgBw/Zqn4nCqfq8rnqvK5vJilynOqPKfK56ryuap5F70W0mmhat5Fq4W06qRVp6reRa9OlbyLPjX0qaFPDX06VfMu1byLRjU0qqHPQtWbU71zVe4uOdfI8Y1wr4odlsFSz3aKPROeU5ubo8NkttOzpMx6ZNYjs35Z1ZsDKZnVy6xedDtFVy+6etHtFF29qHaKaKeIekTUI6Ie0ewUzU7R9IimRzT1osjfy/ZER7tSxpU2uFLSlZKu1E3D/D1qg6sNuVqDqzW4WsbVGlytwdUyrtZAi0FaDLpqhhaDrpxx5aQrJ105SYtBV8+4esbVk66edPUGV8/fHybdI2w2L3eGt2X9tisPueIms+wlE7fFxM3fH7w4MnELnTW09x4qtfffMJ0evzI6c0S5Du9s8k7HyLP8vd2eER1H7/3UoGdp39/s+wfshlvtadMU3i3PEkpEGG1PWogijPf8RMwL/b5j84gzjc7eaBXJxzgUneg73vTOn+k36Ltedsa7f7+/H1lvIvOlCMUoCS/L6jLZfJeOg3TcTMfNdMzfX2+m36AYXhbDm2J4Uwxv0vIf77sPxxEfuv8e7/zj9eKJjvOc/6TX8vfco+TcFx0svgExDYhpu5i27/0FZ4foe8S1Q1w7xLFDHDvEsMO1B1x7wLUHXHe762533e2ut931trvWDtcZcI3t0fG+/RXZ/1XmKz80ZdfTeYErZUemasnIX4r8dK+XG2Rfkf+Lnr9PHxmvdNVXXPUVV33lfzl58pNmvPPyU+ZEx/zEmOfcf54YY0ZW0Z32AbvcWxfy9fJww96/7njblb8x8hejZ4p7szNf5Fq9+4Jm8b9KpUUfmiD5laGVUvN4nV9336XWPGrNk8+rvvVu37aQi/X2bs0UnEfBeZysp+I8HdGqI1o5Wi+/V3VFqxw3y3GzHDdztd4erNkerNl+q/mfJkcrl+u5XP/B5BjvO44P8+T+qrw3c7l+ZHocTvWNVN848mtExhTZFd4QdS/lN4q4V8T533B6qb2R2htF2SvCXipvpPJGKm+k8kYqb6TyRgpvdKVeCm+k7kbqbqTuRupu1FUZU3e31U/1qLBMeDWKWQV32yntiuJ2Iys8G/CsKxrvWZ97mJz9SZ/9SZ+VcthKOWylHN77G2HKnqXfPj5nxUtZ6VJWumEr3bD9es5ql7JHz9lX9NmT56xuw1a3YavbsH13zr47Z2UbtrIN23f0WdlS9h59VpphK82w1WU4GmMt3yWSJ6zdfdbs/L7uXVft4+AzHHxmZKqMsdoPxQ80SU4NaRn0OCsdPycaa8K454nOcJ3WqMD3bPM9+d9cc/kMZJwY+QUhlT+fEgfqp3NCzuv5X2Wd4XNbo4M8y2c/JPsh2Q+NZH6VvcK3Q9OHMh+S+dBI1g2OjViLjdgE2clsSGZDMhuKjnG1NfTN0LeFvi0fvjN37bSrJGmbcYWkKyQ/uBtfPPKLX5K2Gdq20DbzD3foLZ63jvwKOHKnTtsWV0/StuXDd+vRKJlnouPjZR4dGJ60W+qzW+qzW+oT0wtieoFaGTumHjum/K9rvXTabmfUx4H3OPA8B553H7m/+8j8X0fmdz09dj094nrB7qbH7qbH7qbH7qbHbqbHbqZHPC/YyfTYxfSJ6QU7ih47ih47ih67iZ6oSDR/dOWdrphzxZ2utsvVVrva6ug4726hW5cYN4hxgzOze3/D/h8OnWNnd4G6vogO80MXDXfTcPcHLi32Wo3nLzm+Yqe1wvHDrrV43oq/u/eOczqcvzVs+AcXx1Gtg2odVOugVAelOsTdvvc3qQ6KdFCkgxod1OigRgc1OqjRQY0OSnRQooMKHVTooEIHFTqiw+T5jhzfkeM7ctwhx/VyXCfHdXJcZ6ear7p18llnV5myq0zJ5R07y3wFrpPLOrmss5NMyWOdPNbJ4x05vCOHdXJYJ4d1I/+K8rj4d6LjornR1eGx6Bpci5vCU9G0cH80HT9GJWagM8yNtiGJQefsCvdFu7EH7+H9cN+ok0LDqJNxCj6Kj+FUnIbT8XGcgTNxFs7GOTgX5+ET+CTOxwW4EJ/Cp/EZfBYX4XP4PP4FX8AEfBEX40v4Mi7BV3ApJuKrqIgOHrUsvDrqtfDiqNfxBpbjTawIS0etxCrUYXVYWvBkuL/gKTyNes/X4G3IteBvCOG+0fuGx0bvH+aOtssebZc92i579ME4BIeiI9w/Ou2cXvSH+wtPxrm4PjxWOBk/wA8xJTxVeAvoXjgnNBQ2hKWF7niKTgxLiz6Ck8KLRSfjTJzl+YW4Kswt+ia+He4rehTz0eH5FmwFz4p6wlNFKezw3pDn2XBfcSw0FMdRgNEohJ1isZ1i8RiUoBQJlGEfjMW+2A/74wB8MiwtPh/f8fhax1mOv3OsDi8WZ0LDGN815gD7429F+4c10QEw/aKDMA4H4yM4CSfjFHwUl+AruBQT8VV8DZfh6/hXXIFv4OrwhMp9QuU+oXJnRDeHedEU3IKpuBXTQrVqrlbN1aq5WjVXF/w8rCm4G/fgXvwCc3Af7scDeBAP4WE8gid97ik8Haq5/sTolrBm9Ca8g3Z0eP1dxy6kvd+Lfq+9H9YUFqIIY1CCQ3AoTsCJoEMhHVRHdeHZjuc6XuD4RXwL38Z3UI7rwxMq5wmV84TKeULlzFA5MwrlWyhfFVRd/MO8NtH9oSF6AA/iITyMR/Bb/A7VeBbPoQ6r8RbqsQZvowGNWIt1WI8mtKIzLDYTFpsJi82EVdFODCGDLIaxKywyJxaZE4vMiUXmxKKC7tBQ0IMUtiMNdycFfdiBfgxgEO5YCoaQ/9zfEMIi/ba4yCwo0vtFer1Irxfp86KJYVXRvzlejquc8018Oywqus7zmzEFU3Erfow7cCf0WxGNimhURKMiGumnRUW/dpzvuMjxFdChiA5FdCiig15brNcW67XFem2xXlul11YVbUcaO3x2yOv00HeLRp0WFUT7RaNRiCIUYwxKUIpE/v9iEvvg/GhcdAGuDtPV+HQ1Pl2NT1Hjk9T4JDU+SY1PUuOTott8w7QwWZ1PVueT1flkdT45qorGRrfjp7gDd+JnuAs/x924By9FR0UvozNM4+g0jk7j6EMcreZoNUerOVrN0eooJ+JdoZKrlVyt5GolVytH/TI0jXocT+BXeBJP4Wn8Gs9gPn6D3+J3qMazeA7P4/dYgIVYhD/gj1iMGvwpNMU+Ho2NnRGNi53t+BlcHKbHvhRuil2CyzyvCLNjk8L1setwfbjenu2S+DfDzfZtl8S/43hzqItPCY3xhmh0vDE6ML7OrrfJXXlzVBLvDNXxbfYiyeik+LuOXfn/byDH7dH+BTdH+xVMwS2YiltxG6ZhOn6MSszATDwZJpsXk82LyQVro7EF67AeTWhGC1qxAW3YiE14B/RU7ZWqvdKsmT56v9Ck6qeZMZNHb49KzJfp5st082Xy6D3RfoVxqK3C/XEAjsPJYXLhKY5n4KxonJkyufA8j68P082P6ebHdPNjuvkxxfyYYn5MMj8mFaqlwmlQS4WPhabCX478C/qmoiNxFI7GMTgDE0O1Tpum06bptMqiH0Vji27ELMzG/XjU6086Ph0dpZsqi573uMP5W7AVak7nPKRzHtI51Tqnuqg3GlPUhx3OH/K++tNBlUXD0djiA0NT8UEYh4NxCA7FYTgcR0CsxWItFmuxWIvH41gch+NxAr7ru67GNaj0fAZmhqYxo0JTyZXhppKrUBmuL5kJfVOib0r0TYm++e/EnQmYFMXZx6u7erp6enqWa1nu+/KI8YjRSNQ1ZtWoHBJFERBQMIgCciu3NwjKqYCieHB4YBDFi0M8CB6JgsAAw8AisMAuw9ILCMuxy9T362b104jR5MvzfDvPv6e7uo63qt963/9/xBmXfeOyb9zHwQQwEUwCzNedAqaCJ8CTYBqYDmaAp8DTYCZ4BjwLZgHWx30evABeBLPBHFEpNhyMACPBKDAasLYx1jb2AGB/x9jfMfZ3jP0dw84YdsawM4adMeyMYWcMO2PYGcPOGHbGsDGGjTFsjGFjDBtj2BjDxhg2emeKSllR4IIY8cGUq9kpBUSj4Cz47pEa5j1EM49o5hHNPKKZRzTziA0escgjmnnhKw6yQFWdggGkYAApGEAKBpCCAaRgACkYQAoGkIIBpGAAKSJfNSJfNZhAGiaQhgmkYQJpmEAaJpCGCaRhAmmYQBomkIYJpImSPYmSPYmSPcUd2he9wJ3gLtAb9AF9wd2gH+gPBoCBuhcRtR8RtR8RtR8RtR8RtR/RNI9omkc0zSOa5hFN84imLtHUJZq6RFOXaOoSTV2iqUs0dYmmLtHUJe9uIe9uIe9uIe9uIe9uIe9uIe9uEcHnHS+DV8CrYLGoReStRf71yb8++dcn//rkX5/865N/ffKvT/71yb8++dcn//rkX59o3Z9o3Z9o3V8UomWLwB6QBntBMdgHfFAC9oMD4KCeTmSfR2SfR2SfR2SfR2SfR1QfSlQfSlQfSlQfSlQfCqdPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD5pXCdyjHbgz+B6cAN4WifIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAm0xCK0xDK0xDK0xDK0xDK0xDK0xCK0xCK0xCK0xCK0xCLjC+EaX4JVYLVwyWIeWcwji3lmy+D/UeX9j7z/SY8mm7Uhm7UJs1knXWz2AL3Ibt/LamYfXUxmu4TMdieZ7RIy251o8YlyoP6rXKo/lstFlvyI7LcaPb8Gnb5O1CDLpclyUm5E35/MdBEyXdPwOybTlO8l8wwSHlnOI8t5ZDmPLOeR5TyynEeW88hyHlnOI8t5ZDkPJp2GSadh0mmYdBomnYZJp2HSaZh0GiadhkmnYdJpmHQaJp22pmvfmgGeAk+DmeAZ8CyYBZ7TeWTOPDJnHrprEbprEbprEVnUJYu6ZFGXLOqSRV2yqEsWdcmiLlnUJYu6ZFGXLOrCM314pg/P9OGZPjzTh2f68EwfnunDM314pg/P9OGZPjzTtw7rYqsUHAFHwTFwHJSBcsCeIDMPJTMPJTP3JDMnyMz90X9J9F8S/ZdE/yXRf0n0XxKVkEIlpFAJaVRCigyeF9mpfZRCCqWQIpP3JJP3jGBTBJvI6HlkdA/VkIpkuNbatwUwgAmk8Mj0HooihaJIoShSKIoUmd8j83soixTKImXXpW490ISyZlw3B8RaVEYKZpAHM/Dsc7iPD8IOqqE6UjCEPBiCh/JIoTxSKI8UyiOF8kihPFIwh54wh54wh54wh542cdQmjtrEUXsgGAQG616wiV6wiX6wiX6wiDz0bBImkYBJJOxZ4Tcy5dgLwVvhtzLl2Ct5/0ovgmUkbJ4lujdpHxE5MI4EjCMB40jAOBJo4UVo4UVo4WVo4WUwkAR6eBl6eJH6vXDRxIvQBT66wEcX+OgCH12wBZYyD13gowt82Ep/2Ep/1VkXq1tAFz0UfeCr3pyzp1RfcDfoB/rT5wDAvNAOW9AOPtrBRzv4MBwXhuOiIXw0hK/GUX98+K2CPqzHRU/46AkfPeGjJ3xY0FBYkAsLqoWu8GFCQ2FCLtrCR1v4aAsfbeGjLXy0hQ9D6g9D6g9D6g9D6q920vcusBsQ6xWxHtY0HdY0HdY0D9Y0D7Y0FLbUH7Y0D7Y0FLbkovWTaP0kWj+J1k+i9ZNo/SRaP4nWT6L1k2j9JFo/idZPovWTaP0kWj+J1k+i9ZNo/SSsKwHrSsC6ErCuBKwrAetKwLoSsK4ErCsB60rAuhKwrgSsKwHrSsC6ErCuBKwrAetKOOdh02/ARXqR0xJ0pe/uXPcAt4O/UNaT9ztAL3AnuFunYWgJGFoChpZw7qPNRMpfou7LepnzCuevgsM6GRUiBwaXiDK3aDW9KFpduO71usC9AdwIOug2MLs2bmfO79XF7lAwHHzL9O7n/GEwRngwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+Pz/h8Zn/cDxlddTNAXG11Ea6ObuN64Vdxr3CauMLqLi40e4ibzT6KD2UvcKNvry2UH/Qe5RM+Ty3VruUN/DjfMlkQ4uVtPlkX6U7lH1JFp9NZeXSoaiAmZFWK+Xiv+ptfS+6UV3wZ7Ab2fSe9n0vtlRi9dSm7dxSioOVRZe92SUS5hlMFymV4q3wfLM8XyQ/02OW6j/FivlCv0BEZ/iJGPyl26kNFbMvpERpeMPovRVwhHrtJz5FfYhJKXa3V3uU4vlglabdCbyYr58NT5+hNs+4SaN5M7V1F7OrWHy7WZDLVfoPbV5NG3aXEPLZ4Ov9vxbKwdSTavR/a+2mxNJu+le5l9hTRfhSev0LeZn+oZ5lbxW/MwGTlbVJJn67lymfDI0mczgzcY6VP0qJRr0Zrr9Vtk6Qi9Z5hRgkw9vCJTywpNKplZodzDrNKU79X7jJuEpReLCLCBAg6IAhfEgAfiIAtU0ktFZdBSbxa/Bw/qheIh8DB4BIwBY8GjYBwYDx4DE1jDxXqNWKLXGKbebEhggQiwgQIOiAIXxEAcVAZVQFVQDWSD6iAH1AA1QS1QHzQADUEj0Bg0AU1BM9ActADX6XyjHfgzuB7cAEaCUWA0uA/cDx4AD4KHwMPgETAGjAWT9CZjMpgCpoInwJNgGpiuN5nn6IXm+SAXtNPvmY/qlDlOp/Dy9jyVYvysHB9byJMoxsfa4mPlsjRTJI+wI45qJY9ljsjjmc2yTNuyPFMoT+hcmaFc61pWJFNk2fpyS2llOZkjVjSz2XK1bcUyhZanc6045VnUG6QXW4PBEHAPuBcMBcPAcDACjASjwGjwot5szQZzwFwwD7wEXgavgFfBfPAa+CtYAF4HC8Eb4E2wCLwF3gbv6XxrMVgCloJl4H2wHHwAPgQfgY/BCvA3sFYvtNaBBFgPNoCNIAk2gRTYDLaAfL0wUqYX2xLgv3ZEL7Wr8l4NNAFngHPBb/Rm+0LeH9P59jQwg2vmac/lnPnYzMdmPjbzsV+nbCF4EywC74LFlC8BS8EygO02ttt/5/wf4AvOvwSrwGqwAWzUm+wU9wrBXnAAHATfgEPgMDii81UWqAQqgyqgpt6kaoHaoA6oC87Xm9WFoL9eqAaA+8D9YDJ4Dryg16j5vB/RC50WOt85U292fs37Oby3AW05v1lvcrpzvwe4HTxK+QzKnwJPg5lgPijTm6JC50er8M7+irKvorVBXb3Z7a5T7p2gN+gL+oFBgP3ust9d9rvLfnfZ7y773X0cTAATwSSAve4UMBU8AZ4E08B0MAM8BZ4GM8Ez4FkwCzBH93nwAngRzAZz9MLYNToVuxa0Aq1BG9AWXAfageH6vdgIMBKMAqPBfeB+8AB4EDwEHgaPgDFgLHgUjAPjwWPgcTABTASTwBQwFTwBngTTwHQwAzyl3/PO1Auzovq9LBfE9HvCIlcsJPKn5Xrxa+JyuXhSDNMzxXAwAowEo8AxnUI/p9DPKfRzCv2cQj/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZD76Fy/gEOz/VxWjWYjRrMZq1GM1ajA6dgQ6dge5ch+5ch+5cZ87RReG/jzz5r462m0f0drJZkiw2U64WDciX28hgj6HhZqLhZqLhZqLhitFwxWi4QD+l0E8p9FMKzeSjmXw0k49m8tFMPprJRyPNRAfNRKfMRJPMREPMREP4aIRitIGPDihGBxSrM3RKnRl+H2cx3D/g8il4dgpunYILp+DAKfivD//14b8+/NeH//rwXx/+68N/ffivD//14b8+/NeH//rwXx/+68N/ffivD//14avF8NVi+KoPRy12BtP3fZy/FHxrmvbhmz58sziazX7qoGfAMWfAKdfBKdd5I3WRNwqM1kXxbL09Xh3kgAagIbif8tl6uzDJKq+R1+Fxcom4SC4Vt8gPxPnyQ1GT9X1XfgyTWiFayFWiDWvdBl0fgTFciravKhPiPNb9a5hDfXjODkoLxBnwhTbwheaySFxJvx9XfJZ9JiN9pOdTf2o45kLu3QmrWCqyKPucq9XB91L++Lt0jV4i99Tfp4s957I7LmbUVuTDq7HhZMm5ZMsjlF5OtlxKtkyH31G8VxiMXCDqcnVp+JliDeo2w4bgtwh2i7Oo8WuuVotcZpjNvfrMNfjWtw76SzlItMT+j61L4GsmJZ9x9Q9qk5vghCVc5XPVW8S5Os7VZ6KFsESuiAAbKOCAKHBBDHggDrIYsb2oLjvC8bqA3sxpKTzwQ3jmR3qNNUjkWoPBEHAPuBcMBcPAcDACjASjwGiRi5bPRbPnotlz0ei5aPRcNHku+jsX7Z2L3s4Nf/8iDrs9xEj5zGK3/IAnGfyayUf6HdjtXuY+iDVZgl3vU4vZMve4qGp8JZoYa8Q5rEwX1uGPsiO1OolOskv4HXOdZG/9UfCtRHKI3iGniQvkdHEh4/g86WYwmQXWReI8q6U4h9XqJOrToj7jnM/THCQaMtK+YPxwpHjF75p8KjvT+hbqd+P9Vt4H4WFf6U1w5GL48bHQfzYIh1ZS2MEvoVA7h5o51IxS06dGicgRBURROJTYBW8awEjBMx2i18G7i3nqlYi4a8L+EjzB9bSiz4ARR6rqcjR8ORq+HI1cjkYuRyOXo5HL0b7ljNleFwX/xxM9nsFOUWFv6/UhUeMHY3YmZnUDfZjbIJj4an0A60qYh4/HVWfsw7Raybgxxj36s+PGGHdH8Nss9FaVcSP0eJgei+nxED1G6e1AxSzK2WftKQ2+L7AzTL4bGMCdQaIWLaNYbNOylJbltIxjSyZYNVqWsSsKxFViJ9gFjuHZx0EZKAcniA7tUS4d9DmyM9HiFtFVduP9Vt77oH0GYM8QPVuOwC+mid/hDxez4l8xYsvw2azVz4ajJfQG9lw2Kud4hY+cZ9G3lQFatIhUFVepjqAT6CJaqOlgDtjG9XawA2CnKqHsEO+l2BZ8/2MJlh1jzsew7AzmfQzLzmDetZl3EDEc5usy10K5UVQOvW4ZLT6mxU5a1KbFTlrUpsXvqF0Zm3eHnrdWl2H3UVruDFslwt8l6Mh4nfDkLrx35X0wUXGHaEzEKyHGuETGWkTGKsS7ZeEv6gTPL0UtSUkJz6E9Zx3CvRF8G16OHIhX3UO+243dRYy4R/uhv22j3U7aufTu0LPJnZSoJXroA+J28BcwkKffnufZEbu6gMF4ZlC7AC/ZzUoXYtMe9GWaXvaSJy8RNSKV9YFIMdinD9i9QR/QF9wNBoMh9JtV8ZtASXpO0XNKDmRWg4n5O3iOBXjRTnZQOFvicBFrtEd/EWrxGthXhn1l2FdWMfvgM+Wt9LKVXkx6OQMbK9PLEXrJ0EvwTfMOPWwPfo8I+8qwrwz7yrCvDPvKsK8M+8rEWaKHaCVuB38Bw0SeGA5GgJFglMhjxEqM+CtiVoQVbkfMirDK7YhZL7HSb7LS7+Onn+KnV+OnreSrejJz+gcZovlJa8hbgTVFsImLREt8tKV1iU5az4k863nwgsiLVBatItt4L+Z9H9gv8uzTwQWgt2hl9wF9wd0gsM/BqtIKvzEr/MYMn1Wwgnt0YfhpxALsnldRK6eiVg52+9Q8L/wEYo9eh2f0zqxAC+5D+21D6+1D222zTsvswtd6Z3xKSygpsU7Tl9Jr78xWWco6l9G6nNhwQq+yIvoIuvCoFdOHqLmKmleGbT/i7hpK1lDihm19eZzxyliVE3o9GjNjRYVN2wy11qMlM9TMJS71zuxmlAwq9RCWFctjvJcxajmeebJlOaNmUKeHsLjYcnh3sSJG+cmeypnBYbyuN7r2iDDopYReMvSi6aEoHNsWBq1LaJ2htaZlUYUNpwfrlJmEDTto3YTWm2ldKo+zYwPry/HjE3hcBp6g9Qls2UFvTehtM72VWlGdCGcV4zl7ojJKOU3PJ7Dpr0EW1SY9HsWOfJkRJq2OMna+Fef8NN0oqJFZTY1CxgtWKkWNQvoMVilFH/tZ3X96Xjz9iudE6595PmHd8LlQ92eeB3P8Pz4H4um/uf5Emf/yujPHn1jv8M4p11lkWdkialXHvprCtWrTWx3a1IUz1OO8PvcacK8x95py3Yx7zbnXgnxgWTmMUIe7DXlvxjPxrGyu0BBWDcavzQh1GCnoqz7lDShvRHlTyptRTj88haB2MHKdihrBSEFfVbHL5O4uK4eSGqCmqI99Vam5iz7rY5+JfSatdlkNud8INKa8KXWaUdac8xbBr5LTSz62BjM0rVrYWltEKnoJWudjfzBD02rCvabcO9naZL7ZoDq+l4PNNem3NnOpw9Ovy1j1gnlxvwH3G3K/MfebUtaM+82534L5MQueTXX6zaG0BqipN2BDhtXZYdXlWdZjzvWp04A6DbnfCDSmThPqNKVOc+q0ILMFz8kL17WmyMaOYMWOYkc2dsSwwwvXtjHXTcMVPIoN2dgQC56KkOHca1es80nrg9WT4bxPtiipsNoUlf5Tn2DX+qzfP/kFu/1sEf93fYNW5wj1U/7B3Wai2n/LR+jtV8z6P/QTWp8mqvxffYVeLgpm9N/xF57E38Pn+B/5TJgb4v+u34RR/TRZmtlDJO1GxKlLVGstj2dKiGpXyPJMmujTg6jWkKjW0opk9hBRuxGN6hLVWlvRTAlR7QorlkkTmXoQ1RoS1Vpa2ZlSVuQsVuR0VuR0qybXtfSvWJEsrDqXVWnOqjSz6lPegHoNqdMINOa6CfWaUq8Z9ZpTrwVeE0W5eWiuXBn8rs8KUQ22mw3TbQqr+B1cYSVsr1L420JLjC7i90Y3caVxqxhv3MZ7d5R7e/2MvBEtcpNeAvN4JvylutP/Ra2VYa3gN5A2hqXfXi387spEyS83PtQLw7Pg1+12cFYJlXyWEKIlmvQM8Qde54hrxfXiXHGjuInSm+FyF4s7xGPiGjFBvCruFkvEcq4+5DVZ/F1sEFNEktdzIh918rwopMdXjDpGHbHWqG+cJdYZrYzWosBoa9wgdhkdjc5ir9HV6Cp841ajhygxeht9xTfGYGOGKDWe5lXbeIZXHWMWr7rGK8arRj3jQ2O10cA8xzzPONs837zQOM9sabY0LjAvNXONC80/mnnGReaV5pXG780/mdcaF5utzdbGZWY783rjD+aNZgcjz+xkdjKuMruaXY0/mT3M242rzZ5mT+Nas5fZ12hlDjCHGH827zXHGDeZj5qPGz3NieY0o7c5w3zKGGTOMd8whpiLzJXGQ+an5gZjupk0C4yXzD3mXmORWWLuN94xD5pHjPfMY2aZsdzUUhgfSVNKY4VUMm6slJVkVeMLmS2zja9kjqxtrJGNZGNjg2wqmxlJ2UKebqTkr+RZRr48W55tfC3PlecZ2+T58gJjh2wpf2/skpfIS41CeZm8zNgjL5eXG2mZJ/OMvbK1bGsUyxtkB6NEdpTdjUOyt+xjZOQAeY8p5Ag5wrTlKDnKVHKanG46coFcYLryLfmWGZPvyndNTy6WK8y4XCU3mjXlDrnXbCxLpTZ/ZUWsLPMCK9s6zbzMusS6xGxvDbLGmDda46y3zTut96zl5jTrS2u1+ay11tplPm8VWdp8K+JGXPOLiBfxzC8jlSNVzVWRdZFN5prIlsg2MxkpiBSY+ZHdkd3m1khRZI/5dWRvZL+5PXIwctAsjByOHDGLIscix8y9kbJImVkcOWFHzH22srPMUruyXdnM2FXt6qa2a9r1pbQb2b+Rrv1b+7eynn2hfZWsb7e128uz7VvsB+QF9kP2I7Kz/ag9Xna1J9oT5W32ZHuK7G4/aT8pb7en28/Iv9jP28/L3vZse7bsY8+158q+9nx7kbzbfsdeJu+1P7A/lqPtT+xP5YP25/Z6+bC90U7KKXbKTskn7K321/JJu9BOy+n2AbtczlRCmfIlpVRD+apqrs6Xf1MXqUvkOnWZukwm1R/VVXKTuka1kVtVO9VOFqgb1A1yp7pR3Sh3qY6qq9ytuqseslj1Ur2kr+5S98oSNUyNkifUfep+y1SPqDGWpcap8ZatJqoZlqOeVk9bVdUz6hmrmpqlnrOy1Rw1x8pR89VSq4ZaoT63TlNr1AbrbLVZHbR+qw6p41ZrVa60dYPT3GludXBOc86wbnZ+7ZxtdXbOd863ujgXOS2trs7FziXWrc5lzmVWd+dPzjVWD6eV08rq6bRx2lp3ONc77a07nZudm60+Tnenp9XXudvpbw10hjnDrCHOSGekdY9zn/OAda8zxnnUGu6Mdx6zRjkTnYnWfc4UZ4p1vzPNmWk94LzkvGyNdeY7861xzgJngTXeOeh8Yz3mHHYOWxOco85Ra2KUwGdNilpRy5oSVVHXmhr1ojWs6dFa0VrW7GidaH1rTrRhtKH1snu929F6xe3mdrPecHu4Paw33TvcXtYi9y73Luttt4/b13rH7ef2s95zh7hDrMXuMHeYtcQd4Y62lrpj3NesD9wP3c+sXe56d4vlu1vdXVapeyxW28rEmsQmRRrGpsReiEyIvRNbHpkVWx07GHnJU17NyD+8M70rIvleB++OyFHvLq+fHfUGeIPsSt4Q7167qjfMG2ZX90Z4D9s53lhvgt3Qm+RNslt4U7wn7NO8ad7z9pnei96L9gXeHO81+0Lvde8t+zLvXW+pfaX3vve+fa33gfeB3cr7yPvMbu194a2123sJL2F39jZ4SfsWL+V9bXfztnv77b9433hH7SHeca/cHuFl4sIeHTfjpv1A3Irb9oNxJx63H4lXjufYj8VrxmvaU+O143XtJ+L1403t6fHm8eb2rPjo+Gj7ufj98Yft5+Nj44/bc+OT41Pt+fEn49PsBfGn4k/ZC+Mz4zPtN+LPxl+w34zPjr9kv5tlZmXZy7KqZtWwP8+qk1XPXp11JOu4vVaYLvxdCO/yKteJ00RD8V/600t0gd4tztFFnG8+ZY2Mnqlf51Wix3F1ne5Em5WcFVXcL9Jpjtsrrkp/1D64m9aHeP3vPXWKcb4BT/ysvcPB+z8o2coIOcEoP/mH8qLeJl3GuUcm7yziXBf80MZvZ3OKMb/Q27Svv6SHHcy28Ods/AV/Dr1Oq+h9py7WK/WuiquDPxp9L8jXX+t1+qi+RkRZuzNEo+/dz/zcYPowz+4QPfyv5aw/jOXk3bl6rvDAd8/wn1rvA7t0ij62chmBZzUXl3LWILz7N71Kb8B/8B10+6nHf1W/qGfxPhbk6l/rwXoQZ99bx29nz1nxj1pn9Ce6EA/6RP8DO3gOwer9sNV3db/4maUQ6FQhssKzCRUlPn1/+a1vft8rKkoOMfODrP1m/Q18vxJF5/MUvhtd7w2f0N5va/+ofbHewx7zv13x4JPR8H3L9+v8nN0V9VI/uOr/g6vPflkf/J0b1q/wNL2R5+fojT8z8pHv7e1zxe9+pvZr+uVgR+tPfrFNP2y/O/COwGd/dGf9L2jNzPQj4dk7/7yf9W2/oD0+ot8K49bW4Ln9u3/6lTCavsK6/vjP+UU9lOglYdT8hX5xih4O/nKvOkXrigir1/5HrReGx41B5Piv//3mF4y/+2Qu02X40Tf/9gjev7zbAvw5HOXbjLf95KvifoNTtDmdVwNep//AynkV76tPvv5F+3NP2b5idfGSw0Snwz9lMPFznz5ABNsW7qnAq4+G5VPD2/X1h3q5TgQZ/Sfal3/vfLyoRfy/SbQNdkhFWT65YemPY/F3bcq+dz6JzFNJXC26cb6goqyA1Vvz01n12/FDj36K9lGiz4CKSB6Uv6lfF1K/+5Pt/9kLI7CnnpQ/XnH/M/0p6//3iqsfx+/j3zsfR+taorUImFBuRdn7ejE9/PUnx9956vIMTyyIj7qdbqN76LYVtZ/7UfsHiGJz9V/1VzrxvWJT3CIeFI9xNkFMDP6fGfEanrtAvAs7XCqWi/PCTxUuECvEBnGh2CR2iWtFoWGIDkY3o5sYiKL/sxgUaHkxJFDx4h7zTrOPGIoeT4qR5mazQIwyi8wiMcZMm3vF2ECbi3FmqXlEPGaWmWViQqDNxcRAm4vJaPOYmCobyAZihuwsbxFPyW7yVjHTesd6RwSqVotZkaqRquIL+237bfGl/b69XKyyN9tbxFe2trVYG2g6sS7QdCKprlPtRH6g6cTXaLqbxLZA04kdgaYTRYGmE+lA04m9gaYTxwJNJzJouvGGQM1NNmw1Vc0wooGmMyoFms6oHGg6o4qareYY1QJNZ1QPNJ3RHE130DgLNaeNto50IkYnx3Fco4vjOVnGrU4Vp5rRw6nu1DB6OrWdusadTn2nodHHaeI0M/o5lzq5xkBU2+3GYNTZWONe1Nl4Y1igv4zhgSYyRgSayBgZGx6bZNwfKB1julfZq2ks9V7zXjP+5hV4+42VgdYw1gVaw9gUaA1jS6A1jK8DrWFsC7SGURBoDWNPoDWM/YHWMA4EWsM4FGgNoyzQEUZ5oCOME4GOMM2saFbMVFnVs2qYbtbRrONm8N8UNoYeY4QeY+Ix01AU08XT+PRMMYeSubyUmCdeJUvNx5/s0J9s/GkZu+59vMoNvcrFqz6n/O8iIWJiPS8TL9sAq94ktsCu8sUO9lgBPtdIFIoD7PiDvBqLb8QR0UQc5dVUHBMnRDORwSOrhB5ZL/RIGXqkF3qkh0f2FpXNPvilF/plVfwyX+SYW82topr5tbld1DB3mDtETbMAf60b+mud0F9rhv5aPfTX2qG/VjO1qUU1Cf0X2XityZE/UR3fVZzz8EUtGcWPs0M/roMfdxbN5S14cwu8uRvnt+LTLUKfrodP5wvD2mrtEqa12yoUtlVk+SJmlViHRH3rsFUqKllHrHLRwDqB9zcLvb9R6P31Qu+vF3p/vdD76+H9fxTZKk/liZi6Ql0hLHUl+yHCfriGkmvVtZS0Uq2EUq1Va+GoNuyTJuyT62jbjt0SDXdLLPgERMTVTeyZLPZMJ9FIdVa3iEqqi+oimqmu7KIq4S6qEu4ig110F616q37U6a8GUDJQDRSmGqQGM8oQNYSe72Gnxdhpw2k1Qo2gfKQaSf1R7L14uPeM4PMU6oxVjzLuODWeuxPVREomqUm0mqwmU2eqmkbJdDUdS2aoGZSwP4Ub7E/6maVm0eo59Rzls9Vs+pmj5lBzvppPyWtqAW1fV6+zDgvVW6zM22oxdi5RS1iTpWopVq1QK7H2E/U5fa5ReKZar/BJtVGl6G2z+lo0VNtUAWuyUxUx1h6VFo3VXlXMSu5TvmiqSlQJI+5XB7H5kDpEzcPqMHdLVSnlR9QRLDmqjtH/cXWcnstUGT2Xq3JRTZ1QJxg9ozK01UoHv6/qRES9IJpwJJpwJJpwJJpwJJpwJJpwJJpwJJpwJJoIg2gyhuNYZ6wwg5girCCmCCOIKcIjpozgONIdLSoHkUVIIssG4cU2xpIiHtsUOygqB1FGyCDKiFpEmQJRzdvp7RTZ3i5vl4h7u73dIscr9Aq5W+QViZreHm+PqOulvX2c+55P/RKvhDr7vf3U+cb7hvND3mFR2yv1SqlzxDtKnePece6WeeUi5mU8LWrGA2ldLYhfHK24xTESt0VVopgjasSjcVdUj8fiMWp68bioS1yrRkl2PEfUDqKbyCG61eZYJ16XOvXjDUR2vGG8If00ijfmvEm8CfWbxptyTuyjnNhHybPxWYzyXPx5Wr0Qf4GeZ8fn0Ofc+EuiehANhQyioagcRENRmYj1RkU0nMRLhtEwQjScwflM4qAM46BNFHyN8wXiPY6LBd5GNPyQ84+JgVKsJA5K4uB6IuYG4qsMP793wjgowzhYPYyDOWEcdMM4WCOMgzXDOFgrjIO1wzjoGZWMSiJudDQ6cuxt9OF4tzGA4yBjEMdxxjgRJ0q2E2YYJaNEyR4cgygZC6NkNIySWWFMzDaLzWJRJYyDVcM4WM08YZ4QlcIIWFla0hJViX0O5650RRXZUXYUdWWn8F+yBbGvXhj7GsgusgvlXcN/3RbEwXphHGwgb5PdRZ3v4mChkETAQ8Ih9pULN4x6tcOolxN8asv+/IP6A7v3cnW5kGGMc9RVxDiLGHct50F0k2F0s8PoVlO1VW0pCaKbVNer6zneoNpTM4hxVhjdcsLo5obRrTbRrZvw1G3qNo7dVXfq365u59hT9eQYRDonjHRuRaQbpAZRMphIZ4cxzvkf6r4DPopq+//MnZ3Z2c1sMilAEnpvMQYIASFBQEQECw/BXnioNKUISBUQBEVFBJSiIl0UUERAEOQHFuw8RHhipVqw8iwI9vv/nrOTsEtC5+n7z3z27J1z+925537PlO8GhwSHIO/Q4FCkL7R0IxGO2rjRwTsQZkvniKUzxdKFg+OD45HrvuAEaNjqOWL1XN/qTQ5Ohp5tnyO2L1OsnilWLxB8FFbP9K3e7OBshOcE58CizQ3ORXq2g6bYwcwYO2iKHXRgB9cgHLV9a4MvIvxycDMk2z4Htu9DhNnqlRKrV1qsXlisXhmxeuli9TLE6mWK1XODPwZ/RC62faXF9qWL7cv0bd/vsHGm2DjXMRyDzKi1Cg8OD6FQeFh4GOTw8HBKCI+EbUoIjwqPgmZseCyFxE6phMkJD5ESi5Pmfgtb47nfuz9QitgXTyxLGizLQYR/dn+hJNiUPzHP2aYkR8yISUmwJkFKFDuSInYkDRYkBWG2IKmRMpEySMO2Iy1SPlIe+oq+7aiMEth2pIjt8MR2JIvtSIHteBRlzorMQq55kXlIPx9WI0WshiJV/zu+8tro83PyqC1dfiSc///Hpr/QX/LHP9pVkt/F13nkWt+Jlv0pX+ESz/sFOf6osE6Rm33v8xv2P8UX/VDv0Xvjr+gcu97CK3S674m38PRuuh08T/4+ou9dLMcX8LRfO/nrMkXlfHP4kf5epK+Hr7gfI7tH78On6MpejCeaFpP7Q6R6n/i6RxmE/CuMhd71X7SFi1oTW69LV4ju65KuLuivil+b0z/o3foDxBS7C3GyW+FV8vgjnj/+WR1zvQBtN4vC3xzpV9Y7i1/VPF1byXdwjplrvp4j37/L1fDX+cPXh/RChN7w0xSeWTyDf9JvF+pPqJ5P5Rzdc+iYr4Lp7TEp7pPrQXytfKeEPkVrYi2UP77H+/vKVes9x0534hvOtJhy9QH9Oz6/8rUu/UdcuqPdl/of2/7iOX8cm55xCpnbl1DeHqqFc7DCKZR69K0WiW1leyo2tcQNtuG47yGe+lpxWHlxrYqde8eZf5lep5f69wfS9Cy9TrSf8Ooeu3qfFH54H7Zxl+CHvYJNxJrxmqR34Xuxn2qf3G97E59XsO+Nv3ItliyDCq/NbsBa8IZ+B58Z0LbVW/Vbov93FEXIHe0rTrylxVr+ZdyRrKH6mRhNTz1P99J381V+3a9I2xS653jeFb/rSHzPtfi90K/0C+jLh6dvphaeD7yOwYIV4sI3yL8/G9sG2OWieyN8j+UYJf/rdLXxZDeMUkS+J/H95mKxA/SGuLTR7+1Y3T7hM+Qk6nuXz3rBWzJOHML6tssfNUjdQ2+S3/sgmSWsYRHKKVbmPsyDb/27SyYsR+Fdp4PR2FNf3w7dh46/X1mIUhh7ybr9KfZ9xbDnTsGeJcx2zObTbLtK2g6zZ1uLxf9+uMbX31Kynk7kPvoJb7rrCWaIPmMxTo+V7/+IBVjOH4Se0CujIYkrxGdyvxO/1OqTaN0y/Rws5rP+0Qa9iPj5oFUcxgeWE1ZsA6xEIQr+D6zvW76diN4/SyxW5mv6Wb3eLzONj3x9nHXQ+sRbK/kwS/UHRUeFvstuDhX6lVEkLhbtDT4/os+I+PPnB7HI1+j2crSe+G5eX3wGITRRT8daN8gvJebZFozA83roSbT2n3q4nqt7IfQSZvVc3U3sw31YjeZinNfrGbo71tb/8D1A6dkavUTPjtbsrxqZ+qXDytyrt8GrjM7chkUhH3fqX6Kf40fMcWXvl/le9FRQ/Col63SR5yvId5c89xD7xEV2/BMrf9UWfxdXnmD69tgtkR4Ve/7qr9jiPVkeVZzDPx7Lfsqvc9o83RPZYvEHZgN7We/h+wh3uotSfnXq7dWP6tv0GD1Nwm/jfJ/DT8r461AUL/6kV+Cz7tTqkZJyok+ynFIZn+jPsRLK+ojf9HOch0WYO/qr6++AOb4rCQGecF0ngbljcr8V/VXRFraD//KPdvrzx2/13zOfS9p0V32jXqtXkpKj4XogrHXnKCLQq/TPOBqvb9Fn6aqwo7l6kO5xCnVF8WOlU2qvb5OiPm3R84Zz4mNP56bnn4Yy+OzdFrXqwLfFfn2J36O3HFqF/94NrfkIc06ueeIcZk+xyFOJIl3EvobPEZ5V/as3tHdC7MwFvlrzd7bnyBtm2wDGTtEnXXV/oKN/Y/ZF49aL/Eiv1lfpuxG6X38c1Z1kXa+dentPsMb9sc95/e9uRRj3h1N/urKkZ91P5xZFh8Dfn2HVOw1XLI71jPJR8x7nGaWflmv7X598TTFbxmkp5bg2YKFTRq560uloyTHq8C0d0O0pX5c/Tb/SsWr5BMj2vzxTTt8G1LP/tI1Myim043TM97/wfsTJnI3APXuiOf03Owqvi2yS+wybjpq5t5926YnX+1dvJ/MORLEyjng35Ch55Go9XymKesLRKzpF94LDR/OP5dpuBvUi+8Trlfwn8ZaX3itrx6F3yQqvyR2vb5dA5514rX/rVvpkM574nSfipxr4vnSRZ6+fF/kt7PMx70b8r23A/T8d+Z2JmHQ///fbcnzb8VnIk13VS3xX6ph1yRMEh94dlDsWRWdWuMRMhWn5WlU5ugpz7m/Y4rF71GrAezqGnZU7MX/D9T79/Wksazf5V5RLfOOotrzlxHfQ3y4h9lhl83tUuwtzFobkCv9uX1NYZ1Op67B2xRzddajMwrbw+1rFWsVvZdXjuzQn47XrGXqBXlP0HpgfYkTgX9N8u6gd9Yq1d8GJ1xeX/ySeFNJb5K7Em0XH8gwQ8KZ93Hf6juPtvSPUXeK7ycfI87lcteKVXGyBHG3A3ItahvDR8KWsKEnU7Pje1ywh/8k8/7CV37eUz4HosUj/qvnRrYPfl3Lxzxvh/PpevyOfGVQGmPRL/27SruiclnOt54m39Bj9iN5hi/HWdWc9SD+uZwpvQNEzPbqdXnaCJW/4axAzt/HI9eg/S7qrHL2jeJju+2PfxTnZTZ6R8S2z/gF44gfgo/f1h4cskf4GOr5n3FhfKsfLcQZs09foV/hYr9cP6lf5irnEPRBX9vZC/Qm16GLdS4/Sbf0jCeEM7CbhBXqe7ofzYAbQ2hqsvJxipX5Wr/BXbb46X5py5J7zYH2z6KLPI84Ern6Ufw9mSSh6CijuWpD+pfBt/hNq70N6IXy1h/2jTVL3DLHzm2QM+O7rUr1fvygJom/t+08Y+GdxwxOv9e/a/itvYxevZXehxYred/67tpO5T4Vf+luKuepQxJBwPGtPKvHzO5dIuBzlwvesJHk/A+r4TFaTstRAv4sZyvt2vUOfhfnSjVwdXdd9PxWzM+pTlfGPl/l3KhQVvTEt+ieP0g95tkIPxTrnX4HULfR1+LTTXSlVR9fgQg6N4ficq5vqTtp/s0G/rj+WpyV4xn6FNWm377/WpVqyctaVVEe/ulFyu+boeZALi47XsC8X92RFRz9wFXWgxlRfeGKqS0xs38N/btEJfx6UlXKtvkkv5zVMj9B3cAil3hNXbfQZsJtOor036z7ofx85cBC6WezmHbJSv4Pfcu+f0TfpVwkrSOEmI6v7+2Uch49XYt1fHjtNsTzfyBMBjBPkbJKzeQOOAxLtHhXvcK4kykfrFW09Bo/dlT6P3Wg631BGKbpB2OkGCzvdOGGnu8e40riGJho9jB70oPDSTTFuNe6h6cZ4YxotYXY6WsPsdPQ8s9PRWmano/8zXjTepvUqR9WjTSpX5dFmZqejrepsdTb9m9np6F11vmpH76l+qj99qAarIfSxmqgeoB1qvppPe9Tjagl9olaqVfS1Wq1W07dqrVpH+9QG9Qp9r95Qb9CP6l9qE+1Xm9U7dEBtVVvpZ7VNbaNfTNeM0K+mZ6bQ78wwR1oY5kgY5iyzmlnNCArDnCOscglmnplnRIRVLlFY5TxhlUsRPrlU80rzKiPNvNa8zijN78oZ6cz6ZmQy65uRHVgVWGdcyaxvRhdmejNuZKY3o6vlWclGNyvNyjB6MN+b0cf62NptDGS+N+M25nszhjPfmzGC+d6M25nvzbjT+sn6zbiLOd6MCczxZkxjjjdjFnO8GbOZ482YzxxvxmLmeDPWMcebsZ453ozN9jX2ncZ7zO6mDGZ3UwFmd1MWs7upILO7Kceebc9TiczrplKY102lMq+bKse8bqoq87qpmvYb9vuqNjO6qbOY0U01sffaX6t8ZnRTLZjRTV3IjG6qPTO6qZ7M6KaG8PtxaoSjHKVGOrYTVLc7CU6CGu0kOZ66w0lz0tRYJ93JUHc65Z3yapxT2ami7mbGNXUvM66p8cy4pu536jn11CTmXVOTmXdNPcC8a2qK09xpoaYx75p6iHnX1AzmXVOPMu+amsW8a2qu09XppuYx75p6zBngDFBPMPuaWsjsa2oRs6+pxc7dzt1qiTPeGa+edu53JqqlzL6mljH7mlrO7GtqNbOvqeed5c46tdZ5wdmqXne2Oe+pj50PnI/UDme7s1ftdr50flTfMCubOsisbOpnR4cM9QuzsqnfmZVN/cGsbKYRyghVMCPMx2amhqqEaplpobqhbLNsqH6ovlkx1DDU0KwUahRqalYOFYRamjVCrUKtzKxQ61Ab84xQ21A7Myd0Yehis37ostDlZsNQ71A/s1G4Uriamc/sbmYLZnczz2e2NrMts7WZfZmtzRzCbG3mKGZrM+9O6JhwvbmY39ozn2e2NvNlN+gmmRuZp818173K7W5+xzxt5p/M0xYIME9bIMg8bYEw87QFEpinLVCKedoC5ZinLVCeedoClZinLVDXne8uDmQxT1sgl3naAk2Ypy1wNvO0BZozT1ugBfO0Bc5nnrZAe+ZpC/yDedoCHd3d7p7AlcyyFriaWdYC1zDLWqALs6wFujPLWuAmZlkL9EpUiU6gd6KbmBi4NTElMS0wmJnVAsMSDyYeDIxIoiQjMJKUsQdWLxEeXxJ5ZFAydpNSsA4HKB1rt4VVvTr0NbAHqSZWQYeyYCVDsIdNyYU95P95aCb/gMEWM1EsZhIs5qXIdRn2ZNjNa1DitXQ9NacbYENbwIb2A3Loj70lDaDBVIqGYC9NQ2kEah4JC5sOC+tShhExEilT3hAua3iwuWfA5taEppZRi3KM2kYd6OsadRHOgi3OEFtcD7b4Ysj2sMjnCl9ohnEN7HJ9scv1xS43gF2+Dfrhxl2Ua4wzxqHMu2Gpy8JS3095xkRjCjUypsJq1xOrXU+sdj2x2jmw2gsRXgTbnQPb/QrWg1eNV6mp8ZrxFuUbG2HNC8SaK1jzXMiGsOm22HRPbLoSm+6JTU8Tm36O2PQzxaY3FpteDjZ9IVVUi9QiKq8Wq6eosloCK19FrHwVsfKVYOXXQv4fbH0FsfXVxNaXh63/F+QmWPxKsPibId+B3a8gdr+C2P2qsPsuVTcjsP41xPrXEutfE9Y/neqYGWYG1TUzzUxqxSsBwlgJqDZWgpqQtczayIX1gLJ4PUCuJmYTyKZmU8QWmAWQzcxmSIO1ARJrAzT8rvV58q51G3m/+jx5v7qNvFPdGuvESGoWuD1wFxlYLSZSUmBSYCqdFZgWmE6pgYcCM6lJYFZgDpUJzA08RRmBJYFnKRMryiqqz2yilMvrCuXzukIuryuQnuVRCyvZSqZ6vLpQfawu/ybTetd6lypZ26xtlGS9Z71HAet96wOysOp8DM12azs0O6wdFLR2WjvJsXZZu6iUtdvaTQm8JlGE1ySk/ML6gpKtL60vKQUr09dkWN9Y36LGfdZ/KNX6zvqOyvBahRp/sn6idOuAdYAKrIPWQbTtZ+tntOcX6xeEf7V+Rfg36zdqZv1h/YGS/7QVpdqmHaBmtmVbZGCFCxIWC9uhiB2yw5RkJ9gJZNqu7VK6HbEjVGAn2olIg1WQ/9XdTkXeNLsU8qbbGUifaZelFLucXR4lV7ArEDOgVoasYldBCVXtqkhfza6G9NXtWkhf265NZew6dh3o69p1KWBn2VmUaJ9hZ6P8M+0zkTfHzkFp9ex6SFPfro+8DewG5PKKi7oa2Y2gb2w3QcqmdlOUkG83J8tuYZ+LlK3t1hS0z7PPQ5svtv+BfnWwO6H8a+zOqP2fdhfUcr3dFeV0s2+i5vbNdh9qYfe1B6DGW+2B1NIeZMN62EPsoVTaHmYPQ2tvs0egLyPt21HOKHsUShhtj0YJd9h3UII9xh6DWsbaY5HmTvtO1AIEQGUZAVAOEMAkyrUn25OpAeMAygAOmIbY6fZ0yrQfsmEH7EfsRyjfnmHPwGjPtmdDzrHnUn3mgEV6YAWUsNheDPmkjbPUXmIvQd6n7aV0rv2M/QxKXmYvR+xKeyXyrrJXQf+cvQYpn7fXIuV6+wXEvmi/RHlAGK9C/5r9GmUDZ7yB9G/ab0Lzlv0WUm6030bKzfZmtOcdewvSbLW3ooX/tt9Fm7fZ2+gM+z37PWpkv2+/j7zAKMi1w96BknfaO5Frr70XpX1hf4X0X9tfI/339k9Ic8A+gNE4aB9E2362f6cMxjHUADgmgnBiMJlygynBVCobTAuWobxgerAcNQqWD1aiekA5NSk/WCtYm84P1gnWpabBrGAWNGcEz6SCYE4wByXUC9ZDyvrB+kjTINgAsblB+I7ARmdRw2CTYBPU1TTYFOnzg/mILQgWoC7mFDAYM1F9xkyQwEyQwEyQwEyQwEyQwEyQwEyQwEyUyZiJyjJmggRmojMYMyEMzET5jJkog7lqKdtp4bRALiAnaICckAbICRLIifIYOVEjICd4Ak43pxsVAD/1oSSnr3ML0gBFIS9QFPRAUUh5u3M7yhnljEJ4tDMaeiAqtAeICunvd+6nXGeiMxG5gKuoAXDVVGimOTjrnOnOIwg/7jyOup5wnqDzGWlBA6RFYUZakEBakEBakEBakF8639PZzg/OD6jlR+dHlAPURTmMuhDWjub/3goRnRsyQgZlMAKjskBgQUgn5FDDEDbKCYVDYYTdUCJkUgjrb8gLeZQXSg6lQJMaSqX8UFoojRqESoVKUUGodKgM9BmhDMoNZYYy6YxQ2VBZhMuFyqGW8qHyiK0QqgANsB3CwHZoCbAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdhRnb0dnAdpeQF+4Y7kh2uFO4E8KXhi9F+LLwZQhfHr6S0hj5QXNXeD6p8GPhJxEG/kMY+A9pgP+Q5pcEg1SCSsikcxgFUuModwOjQFKMAiGBAiGvcq+i8u7V7tVUyb3GvYaS3Wvda6mie517HVV1O7udqYr7T/efZLpd3BsR7up2Rfpubjek6e52R5qb3JsQvtntRdXc3m5vpOnj9kWafm4/xPZ3B1AFIMtB0A92B0MPfAl5m3sb5HB3BJVzR7q3U2V3lDsaKe9w70DKMe5Y1DjOvRea8e4ElAwMilomu5MhH3AfRJqp7jS0ebo7HeU85D6M8CPuI0g/w52B8KPuoyhzpjsTsbPcWVTTne3OptqMXKkWkOt8qus+5j5GrdwF7kKEF7mLkGaxuxixT7tPQy51n6Esd5m7DLHL3RWIXeU+R3Xc1e4aaJ53n4cGeBcSeBfyRfclqu6+7G5AmlfcV6mG+5r7GlK+7r6OWja6b0Oz2d2CMoGGUf42dxvke+77SPOh+xFiP3Y/Rjnb3R0I73R3Ui5Q8m6UtsfdQzUZK1MFYOXRVC5yR2QMVYmMjWCUgJvHUVbk7gjGKjI+Mp4qRu6L3AfNpMhkqht5IPIAtWI8DQ3wNGUxnqY0xtOkGE9DAk9DAk9TGuNpqg9k11zwdGvB00qQdBQ3FyJmxseJgo8T6QrsiYKM2wgybivIOEWQ8QWCjEsLMi4jyDhdkHFGDH+PJfw9jvD3WMLfYwl/T1j4eyzh77GEvyci/D2W8PdYwt9jCX9PkvD3WMLfkyT8PZbw95wv/D3thL8nVfh7LhT+nouEv+di4e9pL/w9mUDqCcDNESMiGD2DGhqZRiYwNCP1xkDqF1MTweKXGJ2MK6BnLN7U6Gp0BcK+1bgVcqAxFLj5NiDyRkDk46gAWPxuhO817kV6RuSNgMinUXNg8RnUAih8BeSzxrPU0lhprEcso/DLBIWfIyi8laDwc4HCc8gUFG7G4G8T+Pscwd/nA3+3ExTODEMBYRhKFoahZGEYKiUMQ8mC0f8hGP0sdbe6h5oxsz919JE64/K66mn1NNVWzwGXVxVEXl0QeU31lnoL+JuxeGW1RW2B/l3g78rCWlRefaC2A5HvVDshmcEoS1jd6qhP1WfQ7FV7IZnbrYIwG1VT36p9CDO/UQ31vfoBYWY5qqV+U78jzFxHFdWfSlMFYTyqYhqmQph5j2qYlmkhzOxHVYT9qJqZYCZAkwT0ny24v77g/lzB/R3MsmY56Bn9Z5tVgf7PNGsA/WcL+s8x65h1EM4ysyDrmQ2oATyBRgg3NhvTGeZZ8AeyxR+oZ+bDH8g2zzbPRvnsD2SLJ9BJPIFLxRPoJJ7ApeIDtAb6n0qJwP0zKUUQf7og/rKC+BsHVgLxNwXi30AFgVcCG6ml4P5WMZxMlnAyJQknU6pwMrUXT6CteAIthJ+pnfgDTeAPbCVbfICg9QF8AFt8gKD4AImC/oOC/tOtT61PgfI/t/ZCw7jfFsRfRhB/W0H8KYL40wXxZ1j7rf2QjOlbC6YPCqZPEUzfWjC9sm1g+qCg+aCg+QxB7a0FrwcFqacIUs8QdN5acHlQcHm64PLWwOLwe+1sIHJbsHiKYPHWPgrPtXORPs/OQ3rG4q0FhUcxd1BwdlCwdRvB1m0FW6cItr5AsHVpwdZlBFunC7bOEPScYY+3xwNT3mffBzTJ6LmJIOZ8e6o9FXpGzA0FMbewZ9ozgSMZK+fZc4GV8wUrlxWsXGAvsBcBxy8GSi4rKPkSwccF9gp7BXIxSs4TlHwJUPJzyLsaWLmsYOXGgpUL7JftDSjhFfsVpGesnCcouayg5MaCkgsEJbeytwAl5wtKbiEoOU9QcoGg5OaCks8VlNzQ3m5vRyzj4ygybmh/Y38HDePjxoKPmwg+vsT+0/4TCJWRcb4g4wIg4zIIMyZuLpi4RbBysDq1FGTcSpDxZYKMzxEc3EJw8GWCg1sJDi4bbBRsBMkI+FxBwK2CZwfPRpnMKJYkXGKWcIklCYtYkrCIWcIiFhYWsYuERcwSFjEr2CHYAbUzl5glXGJJwiLWTljEUoVFrL2wiGUKi1imsIhZwiJmCYuYJSxiScIilhrDIpYkLGJhYRFLEhaxTGERs4RFLElYxKwYFjFLWMSShEXMEhaxVGERyxQWMUtYxJKERSwzhkXMEhaxJGERay8sYpbwh1kx/GGW8IdFhD8sSfjDLOEPax/DH2YJf1iS8IdZwh+WJPxhlvCHWcIfliT8YZbwh50v/GHthD8sVfjDLhT+sIuEP+xi4Q9rL/xhmcIfZgl/WDvhD7tI+MPax/CHWcIflin8YRZ8mFRqAo+lOrUQ/6SlU9OpCd+gllMLWL+uU5caO1nOGfA3sp1s6HOcHN9vyXPqOw3oXPFe8pw8pzEk+zCtnKZOU5TDPkxLp7VzHmQbpx1Ku8C5EGkuci6ihs7F8GQKnPZOB3gIlzmXIZb9mebOdc51aE8XpwtyRZkY2cNpBQ+nJ+piDyfRucXph3L6O/2R61bnVjrHGeQMgma4MxK9YD+nifg2ZYW5MU88nHxngjMBkv2cc8XPyXemOLAS4ufkiYdT4MxyZkEzz5mH2tnbaSXezmXOQmcRcrHPU+A85TyFNE87SyGXw/NJcHY4n0B+Bp8nQXye88Tnaensd/ajZPZ5mji/Ob+hd+zzJIjPc4n4PC3E58kXbydPvJ0m4u3khSLwcPLh4SRTc/FwWomHc454OOfCwykNL6hMKB0pM+DhNBbfpqz4My3hz9RELXXgzyTAn8mFzAs1gSyAD5MgPkwCfJiLIdl7SRDvJUG8l/PgvXT0PRb2VS6HH3KleCxXh6+G5vrw9dQs3DPcE/Lm8M2QvcO9IfuG+0IOCA+AZC66ZOGiSxYuulLCRVdKuOiShYsuWTwfU3ybfySUTahCZyW0TfgHNUu4IWEodRSmuoB4OwF4OHXhRbAPU1d8mNrujfBhKrs93J5A6uy3VBaPpS48lj4I93Vvgecw0B0IDfsqVd1h7jBohrsj4aWwf1Jd/JO64p/Uhn9yDzT3wkupLV5KTfd+936kZ/+krjvFnYrYafBPasI/eQilsX9SXfyTqGdSVTyTbHeOOwdynjsPkj2TXPFMOrgL4ZnUg2fyJPRPuUsoRzyTeuKZNBDPJBeeyXJoVrjP0hnuSnclUq52V0PP/smZ7lr4J9nuOncdYjfAM8kRnyRXfJIO7pvuW4jd6G6Cnj2TBu5WdytSsk+S637gfgj9R/BJGsAn2Y7SdsAzqSCeSY67y92Fetk/qS/+yZnuJy4wnrADZgkfaR33K/cbaJgpsIq7z/0OYeYLrCF8gVWELzBL+AKrCF9gReEjreD+4f4BydyBWa52gQCFQbAagDkQoPAIVhRu0grCJlheuEkrCKdgDeEUzBJu0jqRxEgS9MwvWCOSGkmFhlkGawnLYMVIeiQTscw1mCVcgzWEa7CWcA1Wi1SJVEEsMw7WEMbBKsI4WC3SM9KTKosnVh2e2CjxxHA+RO6K3AUPbRy8r+rifTUQv6sD/K4pCE+NTKcc8b4aRB6OPIwwMxfWEObC8sJcmCXMhbWEubCGMBcGyLB2wIshak73GLnY87G3MjqoRKDO7ubowFrI7oENgY347ArsCxzA/qf1gtnd2oR9m7UtsDawlnPxd2BfNC1itzFq5bzRHVoug/ddgQNF+TcVlbKPynk36E16k9dTb9abvZtE9tXL9DJvkP5If+QN1sv1cm+4flg/7I0U/e0iR+uleql3h8gJkmailPOAxM6S8GyRj0uZS0T/tMilIpdL+c9JeI2U87zItSL/T+Q6kS9x+WREW8HfVAu78rpLCQtYUkWzk+6sO3vX6416o3ej1NxVZA+RvUT2FnmLyH4iB4ocInKoyFEix4gcK3KSyAdFThE5VeSjUtdMkXNEM1fkQpGLRC4WuUzkCpGrRa4X+QJLauR10cP1cLR9hp7h3cC9Qw9e1C+iByy7UyWqhH5wuKfep/fhd2LZSzS9Rfbxe8bhfiL7i2aA30vWDPL7yuGhIoeJ5ja/36wZI3KsyInSkkkSnuyPAYeniJwq8hFp+QyRj0r7Z4qcJXlni5wjKeeKXCB9eVzav1A0i0QuFvmk1PKUyGf8kWP9cn/8OPyshFf6Y8ma9SJfYEnK7EQuueY0fpqHAuaF3AKcG011U7OfXqAXeB0pG3suYirAr+ykX9Ov8f+/Q17BEvE1qAZ+BaTCr3BAH8CvwLK7aHpIuJfI3iL78D8oYeQ53E9kf9EMEDlQNIMpTGGMPIeHihwmsbeJHCWaMSLHipwg6SdKjZNEM1lSPijhKSKnipwlaWaLnCOauSIXiGahhBeJXCzySSnnKZHPiFwm+hUinxXNSpGrRbNe5AsiX+JWkYExw6zEdz+9Sq8iE8c9dU8czdKzMHpNsONX0C/rl3FUDjtyUGXsnPNCfSFVwvea6D8+6hkYdZb9mA0G6dMoDaPO9XcV2UNkL5G9/ZFm2c8fXZZDRA71x5LlGJFjRU7yR47lFJFTRc4ROVfkQpGLRC72R4XlCn8kWK4X+QJL9K+ff65Uw8792qV3wTJF+6so3eyEPpN5uXkFYvkagilXDwJmP7MfWeY0cxrZXkekD3rX41xzvO44v8LezV5fSvAGekPJ84Z7I6iUN8obS2W8u7x7Yanvw3lR2ZuI86KqN9l7gKp5U7ypOFcf5XnmLfSWUpa33FtBud4qbxXleau9F2BbXsLvdjb8+At4xbFnOmEqJc/E/fc28xDbZtFTTL/F/tvIcW4J0XdA9GeaebpLfKNJ4o5nc2P+PcaStZefYN0XywbK64j+xOefe8d/HruEdut79b2F7dFPYYdV0av1au4325miuHf99+JieUVrCRNh8X7swX4g/h0Sfb4+/7j6xhtsmawlfvlxZdXHfljaYm05vF1pUSZasaKxbXoz9i0D/z2DA8wwE+WYib55WfJ2ZOZVfjLyOFnpwsXfHtK8fXvoKVrhQ/vwsH/k+vPQv7Hpgz7H1Fw9lxph57HD783WTK/XYvHYotF12LFa8UyX9Hy+FI5rJvaS+nG0/m+OcjEebROkQ/LMc7HnOBkpxR3z+QpLfLRy9UK9kPsg4cewf1oyF9DhZctWIZ6PU86FTtgP30o6pw/LS62wx5b1o/6RQtEnt4u15dlCLrIjbG78P0FJWW7J/w4ldvl4toD/LCafX2mxLMwlb4fPVdlKyneEdpVYpj8/pOyc4oyDsWlKjHsryqF5zHr8ucFlsf2U78I5sfQ43uJQFMHKdhUM/bW8pnmdvW5YzXp4PSgRK1g/SvJu9W6j0t4IrFoVsGpNxbo03ZuLFWm+9xi1kJXqHKxUL1A7WZ2uQIn5sla6ctU9Iitmolx1j8i6mYg6/on1tYvXhUysmNdj3bwB62bAu9HritWzG1qQKi1IRQtuBobo5fVGbB+vD4W8vlhVw94taFkqWnYr5EBvIPSDvEFo62CgM+UNwZprecPQ7gS0ewSleCO921HyKG8Uyhnt3YEVeQzW4mTvTu9OlHCXNw613O3dg57fi36moZ/3QU7AGq28+7370VpeqQPeJG8SypnsTUaND2DVDnsPeg+ihCneFMROxegkY3TYr3nEm4HePerNRO9mYU0PeHMwao6MWipGbTE0T3pPoZwlGMEwRnA52r8CK77lPeutRMt53U/xnvOeQ67V3mqkX+OtQ8vXY6yTZawV9mYy1mEZ6wQZa1fGOkHG2i021nbMWAcFqaTIWAe9nt5NaAGPeLKMeFBG3JERD8mIB73+3gBoeMSDMuKRmBEPyog7MuKejHhIRjwoI54oIx70xmGsk2WsLRnrZBnr5COMdVDG2pGxDmGsp0Jz+PjaMeMb9BYALad4j3uPoy9PeE+gZB7roIy1I2Md8p7xnkF4mbcMeh73iIx7UMbdkXH3ZNxDMu5BGfdEGfegP+6MiQxKwacWPkRdWOed47Uj8i7yLkLO67zrYH0UclTzqkFb26uNVmd72ehlQ68JUhd4BUh3iXcJfv2rPH5HNlpqPnKxheVyr/d18JBhQ66N06VBV47a+zoD5Z7jnXeCNRpI0VZkG7/UjvhcKWXe4GtaosyLqE2cLhvf7BvkxmnTYXeryV7B13PJF4jsjFICaFlLtIxbUBEtuAbe43hvPFWN5lc5pFSeype8N/o6IHBVRTWL0zlkqkSVo+rEao0fSBk/q7w43Q4yjU+VrarEaV9HGSlxmpVIt8NYa7wUp8VZZbyOfYHxZJx+HFnGUtknGA/GxfRGOVONAcbEOO3lKOd241p8hsbpm0PfHXtro0ucvhbKb489G5+2cTGJiMmTPc3IiY2h/WQb5XinXyFLx8W9j1YR7UBcrPYl/Fpf0ev0lWHH6RdBvwX7UtoXp58MpL0G+3R8tsXFDEbMbNlH0Nq4mGvJpjtlvwGfuXFxfF71lGcLDun4vOJnFQbHafm8ai574TjFn1c88y7wZ15YZl70zJ5/1HOOU8wT+XC0HhMzz2xpjpY6uvq6WvD23jezzd5x2hR4fy9hTzcvj9WrX5GazFfNjXHaT5H6QfWVudRcGaffCO+R//F+izndnBkXswxn/XPmw3G6mSj7IjXfvDNOOw5lNzYbqwlm3zh9X8yRgWa+eW2c9kqkDqvOZg2zTZy+JVnqB+xtzEQzJy4G/VfZar9ZLk6L/quXVLraYdqxeuNXlLMIO6lX1b64mF04Bz9XE1WNOO2bKGeosVkNVV6cfhnK6aK6GM/h83NczHTMmZmqjbpB9YzT344cOcadsAoXqA5xMV3JVqVVaeNmyPqqcVxcW7SqvfGrqh+nzUUdnxpNYDnieo35YxkbsVcxNqpAXIxCjGMsMzYZvysVG0NfYF5Op33GdGOFscf4Ii5uIwXlKZQtkNONV424s4aW4KxfAasx1JgRp5+KulrTDLYaxpi4mNtQV5aRRaMh2xhx40OdUVpXw0NMxzh9G8zdn/k5G1iU/LiYbMzdHdhz8fnVqFIUZxjpsvaRr4nORYWZV8OD7+DV8epiRp7pnYkVvp5XD+tzrpeLVamp1xSrazPvbKxBLTEnE7yrMRtdmY2JyJ9shSz4EMAqmN9AgT2R/2avF1L38W5B6v5ef6zCt3pDsLIP84YBnw33RspVldGUDnQxhjKB58ZRWcEVUaxa0XsYc7w2UMFiauA95b1IZx3TJhzNojzs25VDtqNbjC3qhNFRWJczcTTCH59uRePj+f3rjBoM6aWSXtrSy7D00pVeJkkvPellKellaellhvSyrPSyXFH/5kv/XsTvxO2u7lVHHfkefkuvhdeiCKt8h090JnX3NTuwXralz+N0b2I+YHWB9Y/VrsBvnh+nmYu8iUadON0EfP+KM6V0nBaW3F9fCjVd0aYtWK9idR3wvQ77rjgt17k5TlMHeaciXayuNL5HY1/kaxkJVffy/6IRP/q5xG+lGJEckfV47mANM6g1PhdJa3uILovkWT6a7/chquVx5OuPE+hBX1t4phX276+aMUebFXzG72OkYHTwz/iefO3MaEUfYjeMZjHaABBNNm3A/v/Y+xY4p6qr33XOSTIzmWfOKye8QUSkSBEREWGAYUgyec2AOIKgIiIiIgJStEgRKRctlyIOiBQpIFpLkYtUERFREZFSX6X+kPpRa6nlUupHrVWrSJnk/vc6J5nMTFDQMt773S/7d3Z29mPttddee+219uNE6DgN8TJtFFwjlTWCINMKScjSk9kQ6BjcPDwSHWkEYRLnfTMbAu2EJiFmoe2NIGyAGwSdSKJHG0HoSnvwa1GjOJ22MQ+n41qCpwS1L3L0+DS1zy8bDv7qVnYFZEz3sqvAZRcw/S9kXuuVk9cU6FyTaFIWVW7m9ieg47/Aev62rHg39cF4ewxOjLq1WSkecGEn0EU4MQssyKS1nGT7OjRB/3n6emA5eKB3et5nnCcLung65fXxwG7zQPf0vJ6Jlz1eD7QQzwyS87p4tjTkzytxf+yG7PSMwbMqE+8S57LcB92QWR5Ya575WTW8697pBjd5IK8873omZZXZ5dnlfswNewJ1yfhV01DKvdCz2g3Lwf0pUh7z9M4qtcg91TPfPRNpGFOeVpkUt2e6Z7q71jPJDdzcO5FGWaVq3f08CTckjhuaMH4dzirXz9PP3c7Ty90ZqfcitZ97bwMl3MiA+ElpCqYxdB11n3RhRLmHI6WDp0tDCdebrv2I74tWfODxeIqyWrXPtcW1HWntAPeY++MG/Nxb3VtdK11rkeZC2lvud7JKrXTNcYGirqMijJw7ssrNcc9xjXNB0rteR+ocpK/NwrHSPdIFq8m1CWlj3bPd87JKVrq6uvu7eiC1DjWOdU9ooIi7q7urq8jdwQXL0DUTqZXuSFZJr/KhW1Ywa7lGAq7X3cXdvaGs65jrmLLPdViBXeSCpe065s53lzRQx9b8Xa1Ap6NuV1Y86/0uqMuufa4GyijKXNcyoecrHyBlm6BsJmWCa5YyGSn7kLLatTMLVkyB3ot6FNdE13xXNkUSSi8Feq+yCmUmuRY0tMrV29UbNgysdVg9sqvGNTmrlCWfVCBTlQkijJwNnOpSTion5UMydAcFGrRyUqQ3YALLALykdEfKe8oJV5ss7HfL6+VNbD/JyiGXnAVxg7JBXixjppOPI22PcjSr1GJ5ugw9Qn5XhJHz9axy05Xpcq0M7pd3InU60jc3lJT7KjGxdiCvQ9oIZaqyKKtkX7mN0lOsDMgLUOMIx36y09pgstNljAFYGTLsqxFZaQS74Lj0AdISbO21UfpmtV2cqZb4FPj7clJpGKmKtFHeCbtGkqGvyHvlw0rWSJU3SkvkR6XlbEHJIrWBt2AzLZFmyPeKtQMJOpu8Ud6bVXK6VCtPktB+Ce0HnRbLGxqwkfpi/pUkyD95RRYmneQ+mH8lCdSQ52Xl9mIGliTIP7mLPCmLiiX0sdAdRS2ObcV1S59Jn2GOh/zDbC/J/bJqeBdzL+QfNERZelfukFVml7QLc8xGnu1laZfsaShFC6XVJFZOIP+kxwSFM6UW0VTYOpB/rFPsa6CONF2aTrWwdYAb6hQrOQ2laqmflGCNC/JPqpVWZpXrJ/WjdlIvseNLkH/4PcdJbUl9/f8Vm0nonMMxz34T2ynbanJWXHgF1R4jt3Adl5eNpvRKZtMcUzI5IC/LwrzWKqC7muW8tVHOyrKgg43CerXQbyrw2ON9KsctJGHvSsxF6bjZDrywE5fmizNZXz3z1dgN7D/O2mc5c+N0R9+axvhPAF5izF6TFSv01H2MaTruzOsdwjS7oGzQKVayRZ7LW0zXC3GrxlMdfq1wWjWd42p4xXB+o7j+NIf7MzuuK/fYmEZxOq8fhjNxZ06lcIZK4lcVNayfR9m/Ngfet+XA+7YceN+WA287bhyvh4YzcWeOd2UjvIeyH2Q/8aX93TCyYlw35gbkyCWzeoMDLoNV6mVpVcTSqoSlVSnLB983KKk4I1OM0iWMx/c4TvQGNDV8z86KFdbQWITESYkJWfH2WHbxbn8rx/7+3tews0LsT4Mv3uKzHo9bGaYMI1KuFKvByi3KLdALpinToCvMUmbBsmqgoj2rCpxLfPf5lhCpN6g3k6zeot5BBZqhVZChVWojaIhWq9XSCP0VfT9doR/Q/zfdYNQYw+l7xghjFN1h3GjcSHOMm4yb6S7jbuMXNM/abr1GjwvMHC4Sp2J6UF9n/afRJ9UXblVqVSa35EhGSHe9WIccNC41LiXZTPmBs/Wu9a5IU/jMkTJX+YwK0u/NOnsfcWYj+Y7jyuHGwO2HO+S4L+DEdzpuHRzy1R+sP5haD7cwtZDjt8KJPFOTU1Mz7H+YScNO9Ur1ysAW9ZwCdhonhj0aLpQKZercbztxXrUR/j1SPXLRvWlcGu9kUbLR2QKBN3/vTO7M4L0qy5XBdYZL/37McSLs9G/Kk/IwbLhGeCA+nc584NAktdZxZY5bm+XugxPf98KJ71apVoKmAn/+DXqLb8ZXwBI4ZNP7MzhBc4GTKHcafcl9lqsvBb1zwUadpw0bfk7YR5NHG8HendydohQle8OF4fA7+ajjnocT30vgxHeaB9fXr0/dCjcuNS45G07AXgEn2iP4RKZ87SKMdeKxXsZjvSOP9U481nthTC+hCqPOWEfDrV0Y2dejjIYymB21i7WLyaP10S5DuL82AOFybSDCg7RBCA/WBiNcAeh5gF4JfyjqkLkOmetwcx1urkNBHXXwl6ImN2rahfH+srWH8q1foVZY5TSNZZuUJdsk3xgfpLHvJh+kme8Wn4i51YdZy/cDH+Yz31zfXJIg124gtzpBhf2kTlYnkwsybgrC31d/THnqfepS+MvV5fBXqCvgr1XXwn9DfY+K1T+qH1EhpKEf2LfWWsNvq3WAL2hWpl2pTUb4h9pi+A9p6+A/rj1JJdpT2naEX9PeoyLtE+1zyNPj2kkq0vP0IspjuVaqX6mPRHi0fh0V6OP0iQjfrs+Bf49+H2KW6EsQrtOXwX9QB1b64/pG8uqb9M3wn9SfhP+c/iJ8QUef/hcdtehf6F8gZ71eDz+lpyjP+I7xHSpgGaob/Y3+iCk3yuEPMgbBrzDQN0algb4xgkYQfsSIwI8bcfjDjGEkG8ONKxC+yriGVJb1HuNmyHrZuMWAbm9MMaYgdZoxA/4jkP75xgbjcSozNhrbqMh41niBSo0XjZcRv9v4NcKvGm+TYRwwPqN88zJzIOWZFSZwMCtN4GDGzBj8arMa/jDzcvi15pXwR5mj4F9tXg3/WvNa+KvMHYAgZoVS/3n+fmT4q/3j4N/unw//If8qUvxr/E9Qvv9P/j9Rof8f/k/ASdut50kFV70M/xXrFfh7rb3wX7Vehb/P2keF1lvWWwjvt/bDP2AdgP+O9Q58Mfdo1h+sP5BpHbYOU4F1xDqC+L9af4X/N+tvpAbKAqrQLiRLzE9STNpBnjN/37g4w8zn7yDX+Pdmx4n3SKblgXOeqmleCsJB2+AzdSI8Hk58i7y1cJCZQq5k8op4B2ajvG/CxVIxlqkiLOSoqEOcaUzj4Jzh5HTIEpbh6XInkyezYQs8haxhHYNYx8jDqOpFGvPmhdAohkHWCP7qzbrExcxNQmdQefwqGL8TMGZvVCdiRN/EY/lmwJKcsXyreivyTFWnIjxNnY7421RoiOr3VFjq6u2oT+b6XFyfm+uTuD6Z65O4PiFlzG8gZfJZasgsBRQe526uL49HkYvrK2CudTPXeplrvcy1XuZOF/OZh2T5EHhIlj9SKvDrK88Nnt2PfWo09Qfxpn3H381vZrb9x/gNupP4nZw8h4vZy0kttTnV1kEc3y71/dT3s3iPGoe/cb3OCMk+79qoLMYBOSdM03rHadfLeNoa1Cnr/fL21oj/qj/j9p5OvTYE+x9w7fgHxX9nNqq3WXtz9PgZ0tk5q9sfLg3BxsemM9fr5LHDMs8so4jA9S+x9VKM38MRe7lxOUbNCIwXyag1rsSoGYl8CvJth0bwnPUcydYOawfCz2O8yNYL1gtIfdF6EWNnp7UT4ZcAUYzk1d9gJKusHXjVxepiKoSOsASy5H71foTr1DqEl0JrcKnL1GWIeQC6g6w+qD6IsNAgZPUn6kqEH1IfQniVugrhn6o/RXi1uhql1qhrECO0DJf6sPowwuvUdQgL2eFhjUPIxnOgmQn9wsv6hZf1Cy9LlgLWL7wsX4pYj/Cy7uCF1lAHu2mpvhT61TLoDi79Af0BKtSX68sRflB/EPEroE249F/qv0S80B1K9OP6cYS/0E8g/l/6SeSp15NUaJBB8CVDQh/IhoKwy3Aj7DEwqxl5Rj7CFxm9HZlaxvqFl/ULL+sXXtYvvKxfeFm/8LJ+4WX9wmtcA52ilGWixhqE15htzAZkW4/43ABWxhfGF+CJE8ZJhOuNeoSThsAtZaRgFYoLES5TMmUqNBUTuJkeE7iZeWYewvlmPsIFZgHCXrMQ+YvMYsSUmCWIKTXLEPaZKsKaqSGsm36ELzX7IXyZ2Z8Uc4A5AOFysxzhgdBW3OYgcxBiBkNnUcwh5hCEheaimEPNIMIhM4Rw2AwjXGVWIRwxIygVNaOIEdqN24ybcYQT5jCEh5vDkedyaDpuc4Q5AvFXmFcgXGvWIv5K6D5uc6Q5EvGjzKsQHm2OQfzV5jWIGWuOhX+deR3ix5nXIzzehJ5rTjAnIHyjOQnhF80Xkf9l82X4r5ivwN9j7kH8r83X4L9hvgH/N+Zv4O8zf4vU/SZ0cvN35jvwD5p/gC/mqmKeq3w8V/l4rvKxDlXKOlQp61ClrEOVsg6VxzpUKetQpaxDlbIOVcpzWxHrUD7WoUpZhyplHaqUdahSXiMQ62PptVGi2/HbwzM/8Zxvz/AKz+32TJ7Hc3iBWEWw3mB/Dq8iiHN9UzN75nfwrkg36oHYMdB1smPbkIXYoFiLcU5o3iHWYzAOwWJaZ+1czOrC5nHBhgmSByMHlgmsl99h3t4FK0XsMspqF/USlIpCgtwEXL+v3gm7YzFkh9ALfoNx/kf1T7AOBEwfQ9MwwkeSoY3Tric/xvl8Cmg/0hZSa4z2VdRWW6OtpfYY8xupI8b8FjoHNsVrdK72tvY2dYFl8QmdB8viOHWFZZFH5+ut9dbUDTbFaPoObIpx1B1y4Xa6QL9Tv5N6wLK4h77LlkVPWBOP04X6E/oT1At2xHN0kf4irIne3K6L9aP6UbpEP6b/jfqyTdGPJcJlPM4HsC5TzuO2gm2BIRi906gSWv0BGmr8p/GfFMTo/ZxCGG9FFDb7YSxVsVYfY00+zhycgA6/imrMX5q/pGHm8+bzNNx8y3yLLjdTZopGgOfOoyvAc9VUC33+IboS+vwaGun/uf/nNMq/07+TrvLv9e+l0azhj+GZ4Wrmy2uYL6+13gAvjGWOvI65cBxz4fXWQesgjQcv/oFusA5Zh+hG5sWJzIs3MRdO4t7U1VGCl1Sd/QBzVCdeP53PU5zNqYNohsNJ32eO+Spreh1VsB093tGHJ4BTJjq26VTwy3TorV51JjTWYubtMlB6MqmgwWrmUb9xgQGtwrjQ6EWyf6kfkt36u/V3WDf/sP4Bq+QT6xPw5D+tf8KW+dz6HOPtC+sLKrb+Zf2LSqx6K0mlASkgky/gDrhJC+QF8kkPeAOFZAaKA8VkBUoDGgUCRsCgdgF/wKL2gdaBNtQx0D7Qns4JdAx0os6BzoFzqQuJN9VCAkszpSS0VOOrtIrsT71Sfzw5Kzm1PlFfmTwKjWVG6lh9IjkLOtNFqUnJx1JdYTP0Tc05Vfnke81z1lfWr092SJpJuX4HIM2BxTIH0HkVBmFho8S+NOd+XitK55zEOSfX70uOSQ5PTgC+W3lFa1X95OQKYeGkKtgmu1f8y4XYAcPIttD3rbRWkBNttbbk1tpr7cmjddQ6gjM6a+dhTj9fO5+KtO5adyrWemg9IA96aj0xDwptqAxz3yNkGT8zfkYB4+fGz6kVLNfPqLX/pD9FHVlXOlfYKLwiIWkW6pO5Ppnrk7g+ieuTUV8XhM9DrTLXKnOtEtcqca1CB0trWwprW25b22I8ZMZDZjxkxkNiPBTGQ2hYrZkXJeZFiXmxiHlRYl7MY17MZ170Mi8WMC/KzIsSeLGe3FYSHOlhjpSYIwuZI13gSC8pgULwpZf5UgNflsLG1sCdxcydGrjTT2UBCzzqYx7VmEd15tFS8GhnKuFRK+4n9MlI/Flinbz5OMXYrKNOPDbFfmhek7E5BbQRKyL5thXHks/LKw1ib62AW0+MqYtHkJtx9PIIKmTsihm7UsaujEeQmsGuG410sLtTrJOzzCCWGWW8ItahBTGizMlR+/z17MzqvLDCxSw8CXUrXKvQ3D3c58R9K3HfyixnFO5VN/dqXiO49mnNH2Tgypitrkd7b9Rv5JtEHusj6yNAPGGdAMSTFnRSK2WB8wJKwIXWeAIeyBubdvYuqn1HZQ5rCmJFgGybn2cFF1sKbrYRPGwd5An5bv0dlGnQFewbNHYf3MVtFXaAWKu41VlBEByvML+Sw6+C8xR23agX7wGleWyus8sn9mkSmThR6xLrfoYjWYizbrRABesuaynLdhfjS4yvxPjKjK9yBjXfnaPmu7nmH1h3/dtqlpV9gOtWjrjG8fse/02fVF2WS98DTv9+A84JZ/KzDZpVfnODaxqX/ftM8PnKcCwVO63yWfsyDbEIl6XK+HsLXCzLOWXTvzl8D1w6LNb+mq0h5MDhVucfTU6VnkXDbPqn0zIxux3nhDP5s8KN4O6DO2X7s+KdvSiGPTbLpeH2tR2H18BlwzkFzJxtc/Km62lafybNcZm4YXC7c7vsOpryYqb8j1I/4u8N4v+mGuIy5cTdfvrqdZlGeIIO6XBmPfdU5VbCZWOd3WfpdmCU+7b5dhL5dvlepQLf6743IBEhRxC7jSTfs75nSfZt921Hvud8kKm+Hb4d5PY973uePL4XfC9Qnu9F34uU79sJKAWAsgulXva9jFK7fbtR6hXfKyi1x7eHvL5f+X5Fhb69vr1U5Pu179co9apT6+tU7HsDdYsTRebXrPsl30uo48swKGQMihiD4kYYvOZ7DWUFHiWMR6kjTYWE3Ue2NJ3HmrtP9WF20IV1oPphHQjrrwtmmWKrGLNMmVUG/UezDOg/naxOPCObjl14q3ob9A9hBXrZsixiC69Ee1nbDV1EWHWq9k/tn6Tpso66dZfuIoMtPFMfog8hP1t4lj5Vn0oBtupa6ev0ddRaf0Z/htqwPdcW9txOasf2XAe2UzvxHk5nMb9aeVYeZP051nnO/NtNnGeTvE77fsjziil5+IzKZ5lYmYpUfNACQzXQ6lYq9E61p9oTc2VIDZNLvVIdh7aXWCWkWj7LR5plWibpVnerOxlWuTWQTCthjeIZx8qmhjoLtrJXfVbdDmoIypQwZcqYMipTRmfKmEwZP1PGYsoEmDKtmDKtmTJtmDJtmTLtmDLtmTIdmDIdmTKdmDKdmTJdmDJdm1Hm6/Ry9r2KWqbbfMq+VxF21jTs2PS9in7U3YkV+sibjImYnwnzcx35HS1FzOF3W/+DU5dZz2JG7ho4H1ZYGlJ3pCx0IIlcCnTcWmhVr+hHqDPrtUHElqplahnapKka2mSqJtrUWm2DPuykdkJPnKueCx2ql9oL+mYftQ9ocKnajwrUAeoAKlQHqYPABVVqhIrVuBoHtBoVNqp6vTqe5YWLtVNi7VSBVncDeaDVTSSvw2fBrBNFC2w+A016ZZ0pWtAUCltGHrY5SpxWVXKr3gaXiVadc5ZbxRJA6oAR0sfB8R7EdOedY+KdYzev+3rsnWO2zfJ5t7iQd4uLtLe1A+Dl/9D+Awj+Xvs9adpx7V8Y2a31tuDi9np7cG5HvSM49xy9Czi3q/4d8GkPvQedyzTswjTspt+pz6bu+hx9DvXgdZzv6nX6UurJO8S9eD+4N6/XXMp7wP14D/gy3mftz/usg3m1soJXIofwikylOcwcTkN5nzXEqzNVvM8a4X3WqJnySxTzK36Fqv1uv5tq/Hl+Lw3zF/lL6Qo/hgS/ZeFb6hPHRrH75F4xSsRZoW8Nm8487m1sfsRWze36LIxhsQ4lbAe3eqN6IzCYpk6D/S1wlBlHnXE8t0VwFLZS+nbUQraWDql/Ro1H1CMYdR+oH6CWD9UPyaM9pT0NXn5Ge5bfHfDt0LSbI0dtfP+nIy8qWF5UZGK/XF7I2lCWggcgBdUWkxRprlz035KikaRo8d5w1hvs3vhxRka0PB5COvR28FicQzq0PEb9+SytjdF9ZyALWhZTe41HrEQtZkyXiPGeLY14Tf0clklDBTZWkVUEupZapdCaVAsYWn7LIsVqZ7WD5tbR6gjp0MPqAc2tl9ULmtvFVh8qsC61LqVCq7/Vn4qsQdZgKrYqrUpAC1lhKrOuskZzWyXepaUceN3/7eLFO8PkSE1xcn2X07N1jtTcROLuy6ZMrGjLrarYG5PJz/vcpC5TH0Cs2MlWeA/bpa5S16DvHlYfgXb+C3UD+mijuhF9tEndgj7aqj4DXfx+/X5o4cv05dDCV+orIZV+qq+B5i32lTvqJ/ST0LaTepLONcgogLZdaBRTT6PUKKWLDJ8RoN7GRUYfGmB8bvalwS0yq2TTZ2lO+iwV9NFv0m/9/44+Nl+LE9knmBLL2HK1279SfQg1ilMMiroObXapT6ibUddT6lOo5Rm0toBb6+UTB4Xc2iJ9DVpbzO0s4Xb60E4J40OcJtD5HIHJbba4za3RZpXaGIZhUjvDQvs7cPs7nXXbRdYUTSeCtflqTsnzAGsaD4AHSN2Avpb4jIWM3vwp89W3gZ2wJu37lcsb7RBMRN2ToBMpvKvoUqer01HTjMzeYuFZxzc/x65A0tkVkMjFuwJu3uvx8F5Pvn03RYb1LE/hN9LYUlbcmbTvVIpWPiji5EN4wiQp+Zk4We4t3gsjY2Q7dyAfBLThjTQvoXN51EfV9WjP4+rjwP5p9Wlgf0h9n0p41vPxfKeqH6ufkqYeV4+TqYmXmvp5h97SJmo3UyvtFm0KtdNu02ZSB22N9jB11h7Rfkbn8Q59N+05bQd1Zz2uB+txPbU/aofoQu3P2p/pImhzJ6i3Vq+l6BLere/Hetxl+vn6+TRQ/67+XRqkX6L3o8H6AH0ADeV9kSDvi4QhjSZRlT5Fn0JR3tGP6Xfpd1Gc9bsE9Ls6qoZ+9xOq0R/SH6LL9bX6wzRCf0LfTLWs641kXW+U4TW8dJVRYpTQaNb4xrDGdx3reuNY17seut4wGs+63g2s693Iut5Ec7I5lW4ybzNvoynmD8wf0K3mXHMuTTXnmfNomnmPeS9NNxeaC2mGudhcTN/jvfyZrAne7i/2F9Odfs2v0Wx/a387+oG/o78j3c07/fP83/X3oh/6L/ZfTPf4L/NfRvf6h/iD9CN/lb+KfsznABb7r/RfRff5r/ZfTUv91/uvp2X+m/1T6AH/NP80+skZ776fTf6Hnhloy6Mgx05WgHgnSwH/805WoCBQQHmBtijB+2lsFxDv6Cq8o+vivVw379/m8/5twSn33eobjzAhs3iXl4wrjCtJNkbBOnKzdeT5mqPUxW8j7kQRtiXFm9/st7SJe72SbxprkmLFjNRR4gSFOlodDahirUyxaqwaclnDreHATOJ7PVrm5Ay+9ZvE7jOJf92VKL3a8hNn1hbrap0zcUKDFidUyHrLelvM1qipC+/bNatbpHIuysBOrzatdG6/Dc+qb6Ww1W3YRnujA3B/w/otsD5g/R762CHrL1T6FbUpXIK4hJtLFGb2GC2nlocEDP2oA6lpKt+IMlpnUsV/ElvUjjWXGifPTzP0zo2Fi6UWsbyS+VyRS7tPW0KeDMUbwZVWOnBXfwXcy6AN3I/YR9THMLOIM0356j/UT2DDivNKJZCGj2L0CWmosjTUIQ1/B0n6R+1PFGAJ2IYlYHuWgJ1Y6p3D55U6Q8bdBEtWSLcuLN3OY+nWVf8J5Nr5fF6pm/6U/hR9R39afxoWrpBrF/DppB4s13pCrpXShXwW6SI+i9SbzyJdzGeR+piWadEl5gXmBdTX7GcOoEtZ3g1gGVfO55IGmjebU2D/Crk2lGVZELLsPti84rxSFZ9Xipjvme/B5v3E/IRiLOPiLNcSLMuqWX7VsMwaxnJqOJ9dupzPLo3wb/ZvhkX8jP8ZquWzS1f6/+r/K430f+E/QaOsa61raXRWD9l8kT4dsAb0L+Sz8MTr5BKvkyt8mszNZ9PyeGW7gFe2C/nEVjHk3jwqMZYay2AxiNNqaoavhB0oduOnOvDXnrLX/521Nub1h5nf7haj1PcXXyrLumpF6XvU63LkEbi345w2nEeyUu3c2Wvs/MZ4pDyaE5LJ2r/pPEQ/ywFL4Tdw2/nsGh/LWWN2237O8Vdzvjd9R5y2ZedYzznGfkmOX3CO65rkaEyfDTnraZzn8Zw1Nc6zMUddTen8v7JS7Vqb59nUJM/YHHmeaJLnupz9tTlny5rm+mXOtjXN9WTO1jXt+6dytq9pri05W9g019M52ticj7bmqLF5rmdy1Ng817acVBXvyWuHUDt2It+zOenaPN/2nJRtnu+5nLS1+D1NvN/HZYh25KRu83zP56Rv83wv5KSwlckpOflezEnj5vl25qRy83wv5ajXnk3TOe3+2JWj3lz5Xs5Rb658u5vVK8snoU09n5xlO77ntf0r3OnkEe7Nb8lN+m/H7nT6oWmffds4p92/u/9XNXd0tt5eIEOmivcWhKEZCe0n+3MC7nRvJKTzSc5tRftuIt9KdO4g8u1DtlDe4LsLMr+twwVNbDPCnejf8pEs6i91p0VSiXjrKlx3OAvPRLSlP2ToCY75EkcN9xvsMxCSeolts1GcT0q6oB/eBKtZ3Hrw8K2HPL71UMQWQjHrjfmsMZp86yHA1kkrvvXgZ+vE4lsPrdmKaMMnP2S2IhS+9VDAtx68fAqkgG89ePnkRwlbEaV88sPHVoTKtx40tiJ0PgViOPepxa2HtmxFtOWzIIV866GQddd2fOuhPdt97TM3qZPoSaHNSnzroQPzi5tP2rr51oPOlkYeWxp5bGnksaWRx7ce0neZ0/eXr+Gby6vgCysij2895PGthzy2IkrZfihjy6GMbz242XLIY8shj2895PGthzy2HIr51GYHvvXQim89WMxFHfnWQzHfemjDtx4UvvXQkW/glPINnDK++9CR7z7ofPehLd996Ige3ckc+Kl4W3ju/8c59adeqd+TLE9eLN48kNya2pyKpbbXK8lw8mRKdt4GUZfqjO9jRCfX1I+rP1j/26Q4jT8cOT2p2pOv1x9OrkiuTu7ns/U9kjtTZalFDXCTU5HeDK6oOQP3692rKGMultnKUXgF1b5nrPA7A+x7xgrfM5b5nrHCa6r2PWMFcNP3jJXM3eKJCN+EOiSuQ4yUtt/CeXlxJ90401PzgXMD55Ih1mOZE+ZAQrgov3lvsxTeDaqLGeqYc1ZzrHNTfVE6nXO+yT1zZmfYvafTJ1zevsutcHmJywt6FzONJaaHwvSQmR55TA+F6aEwPVxMDzfTQ2F6eJgeMtNDZnrknQY9ejAX9oCbIeiRXMccLOjBXGync84Z/yXoYc+SXahn01lS/JsANX+rj32DQOIbBDaO0pdBoSn8rrWmUOz7AhKvi4tU8D//w4N9ph9jmf93ZzxF4cbTKU6wO7l+Bzv0Cfhfnms8320+FSz7/UvCImx8gpDjQYdc8ZK0hpqf8xPn5KKs15zd1WnglSxviVpSnhappX2L1PLjFqhFapFa5PqDLcJj6/7r1JIafdZrwehP/Tj1ZkvUQ7elxNrU2TyVYtezPDXprNcjeGBqi/TO0y3QOy0laWTMji0xOs9+z7TMPCP6v32ynBr2K0XrxBuxxa6Gze3jU57s39I19Z80+v2L+peyf0M7/mEWPBEzumkMLJ7K7DJNfru/eLB+ZaN9CMwhyTcaxSDXiVe/MlfOcv+qb1JO1Hi4fkmjVUjEfT43R9yTTeJEDXvPOEZg0aY59OPbcsR90Dzu5Igccd7Ti0vuzRE36zTj9spTm9UxNkdcXZO4r0elloz5Bj0it5HF/yEUUT/xZrTYOyRnPeK31OSRne+a2ObY1tiO2K7Y3tibsf2xg7FDsSOxY7GPY8djybgr7o2Xxc14m3ineNd4j3jveL/4oHgQKbH48PhIJ/6a+Pj4pPjU+Mz47Pi8+L3xxfFl8ZXxtfHH4hvjT8a3xV+I746/Gt8XPxB/N/5+/Gj8w/in8RMJSngSRQk1YSXaJTonuiV6Jvok+icqEuEEPvFlqGNfYkTiqsTYxITE5MT0xB2JOYn5zX0H2sLEksTyxKrEOsStT2xKbElsT+xM7Em8jhreSryTeC9xOPFBbDNSP0p8ljhZLVfnV5c47c1udVbbbb9ar25V3cGmQ3WX6u7VvexWA6921X2ry6srqyNOvE0H9qtrqmurxzg0yaJM9bj4SOS1fRtyNmXmAeLE6inVM6pnOZRpRpPqudULqhc5lGHfjnH8uuoV1attigHik9XiH9Jy/29hS7zneZt4Yzu40hT2Z6SCn5p433h5vDIeidfEa+Nj4uPiE+NT4mMix+Iz4rPic+MLosHY6/FF8bro4viK6JPx1fFH4xvim+Nb4zscVxffFd8bfzO+HyUPInQofgTwBEQBsyZ+DHA/BuTj8WT848ixyLHYe4AN6LE+sT7xYwJ6tCzhiq8QsBPeRBmgb04I8pjxrQmxp5n+p8WWoNEW3gss4rmQqtqBPvL/3Y5a8l9hGlEnTFQT/SD6UfSz6MmYHMuHE34Jf+uxVvjugKdLrHusV6xvrDxWGYtwWk2slnML1ys2hkvZ+eVYrYAXGweIE/FrCuJmxGbF5sYWAO4sxMgMexFy18F1YOgC9ooM7JrYan5q4Vq1KHW6850dhzrB96kouiC6KFqHZ1F0RXRBuDy6OvoonhUZrAr4P2IJmExEjPgvWAW1zySX80+rj5Q9Qvn8H6sF/O+qXv4X1ULx3xCSeJ96EbUS75wIzuRHwlMT7RPtH62IhqOJ6IjoVdGx0QnRydHp0Tuic/Ckw/OjCzO/l0SXR1dF13H8+ugmjt8S3R7dGd0TfT36VvSd6HvRww39zPlQjnsavca/sx+UEf2SqSsbvignyqTxS+OYxjNdBo/gGoGL6F2BL/9O50nj7cBmzsLD+KdxT+MtnqZ4N30E9wm8AIty/6vbtyChK9fyUxOZE5kfWRhZElkeWRV+NLIulAjG8L0+6I1simyJbEd4Z6hnZE/k9chbkXeCL1TuibwXORxKDF1tO6R8EPmo8nDks8jJqBzNj5ZUboksjOqRJdFWkeXRDtEu0e5VZtXaaK/Iqiozsj6yPto36I2WRzZFK6OVyAvo0Ui0Jlqbhp120THRcdGW/Qc4cVa9bwONhszmpygSiZQEKyIlcDUI10bGRMbhqcnC7WuPtcZSb4iXasLHwh+Hj4eTVa4qb0itKhu6o3I7vs3KO6pOVHWq6opwj6Grq3pX9asaVBUc2n1I76pY1XDkKrIdUkZWXTNkeNX4qklVU6tmVs0e0il8vGoeIN4LmIurllWtDM2PUNVawJ9fJV6z9xhgb6w6EfFEPEM6MfRtVS9U7U7DzrhXq/ZVHaD0/3e1uNQbfIyKwh+GPw2fwPNpFYU/rPJUFVWpeCiD1dfvifF8sq2IIlSKuuZ+7acoPCM8KzwXz6yKEoQXhBeF68KLKsRdym/6HzFfv3WNRv+gdfzUhD4MfRo6EaawJ1wUVsPWoM3hdvjuHO42+EC4Z7hPuH+4omJOOBxOVHwQHhG+asiu8NjwhPDk8HTHhcN3hOeE51cQYheGl4SXh1eFTjBEAdMTXhcuGrw2rIZWhtfjuzPcpnA3AX3Q/kH7kSqgTw9vAXQb9nbAmQB/e6gMteykhv9+aXEJOXAOPzWD1dC60PrQptCW0PZgMLQztCf0ejA4dEbordA7g0eE3gtZocOhD0IfDTw4GLIs9FnoZFgO54dLgu/bLvRRWA+3CncIdwl3D/cK9w2XhysBT0AUMLeEI6Htg2YGg+GacO2gmUNnDJ0x8BBgA3p4DFxEQB9UFh4H6DbsiYCeD39ieEq4JKR+mzQqv4qfmlBJqGbw/lDtwE9DY4JbQuNCEyvaBLdU1oSmhGYMnhKaNfTT0NzBydCC8q3Bw8Gi4PbQolBdaEVodSjiuAWhR0MbQptDW0M7Bh8J7QrtDb05eL+AKGAC6v7QmNDB4JaB/YIfhQ5W1lTWlO8AbEAPHYLbL6CXHwsdAXQb9jFAXwH/WOjj0OqKTi1Mo0NSCdOoHA8N6HNGT01wY/DJ4DbMhncEd1eOGLJsaCT4auWI4L7ggcqxQw8OrQy+O/AI+Opo8MPgp8ETIQp5ho4bKIeKQqrtgkfBke1CnUPdwI19gj1C/UMVgAeIAmblHeWbgrtD4coRoURoRCgMuP+HvfMBiyurEvx9rypFNSJNp9M00ohIIyIixoiINI10/aOqqHqv/v+nqqh/VDFsjIgYMxmMTGQxsvnoDBMz2RgxZphsOrKZLMZMJkY6xkyMGYyImUw2EzFmMGZZzGDETER6zzmvCui02u2un99+327ed37v5L4/9d59555z7ruXqivNPt1VPHszLI1jePZGVXNCd186d3Pnh3k4fycsXfAp9K2ev9evJv3R4/Zz50lyXrirGlQN6mp09bomWOsaGnU1z1erzrHVX0f6/X5759WfEiTJ0c5q52A5rPGpg9o5jV6r1B7WLjyf/Yf5lPoHJDnaPapp1bR2n/agpgvWh7VHQT+uPfm//SkPOCmyuvDXn+v3/EHEojqhzX/hqLbouQeqfM0mbam2omE7rKvrHdoa1UNtvWZT/VZVj2q7tkmr00w3NGlNDaNam7ZC7ZMW2OJRd2qD2pi2Rt2l7XhuVrMZzrdFW6Ttee6Bdru2TzugOqXdrR1W5cO6Gpb9cO4RbY12VDuq2Yxnb5pQFWmPrZw7vTy3oD2hrWH/J7949EfvA9ctMYsm8X/3wqRfUfqj1M4zC0X4rYA5sl3sh5ArO0Ag/qjDIAmQTpCulTWn3gpriOHqnSC7QIZA9oIcAIH8R30EZAxkHOQ0yATIBZDLIFMg10BuMl59m4Sp75Lw6nsgi6AvQQ8Ke1JKkFyQDSCFICUg5SBVIJuka9DU/ZZ1Y/pcqGvSxxhBLLSNaVwgAel66ZhD0j1qIiBJkM1SeXrNa7pJOM02kB2g96+USTIIskfS4XN5zb50+cG0HE7LUZDjICdBzoCcS+97kfZnmkmQaameNNdX6lzad4b2Y5pZkDmQBZAH6XtYlj5PK5fuVZsNkgeSL23XFqW3l6YFWqq2GgSevrYepGnlXuietToQE4gNxAMCPlkbA+kA2QLSk15vX7PO7N8HMpBed6SPG1izfTfIMMh+EOgta0dBjq2u8ZlpT4CcesNrXnt29VnRvUGk0l6Snvfvta569RrtW3tF+hyypXQ5fe5auQpyY3VN9laVtjcLXNMtKL8DMp+2PzzP/dW19iH+6In8CdWAardqWLVfNUIcJR4DnlCdAp5VnQdeUl0BXlXdAN5S3QHiUfOq+6qHaqZWqHPU69UF6mJ1mbpSvZFYu6I3qFVA3KpXC2oHxIawOgGUdImd6i71VnWveidxF3CI9CHS96oPAA+pjwDH1OPA0+oJIB51AXgZ9Cn1NfVN9W31XeA99SJwScMDoVyj1ORqNmgKNSWacmCVZpOmTtOo0WiMkH26iAFiBJjUbAZ2a7YBd2j6gYOaPcB9moNAPOqw5qjmuOak5ozmnOaiZlIzDbyumdHMEuc0C5oHmmWtXJsNzNPma5axRFsklae3QjSFeFejrcfoqTVlqNkM8a2Jyj1pYvzsgKjZQ9wO7CN9ACJnh3ZYux84AhGzQ3sMomKGp7Rntee1l7RXtFe1N7S3tHe089r7QDzbQ6lEx3SKDLEEcvn1ugJdsa5MV0ncuKJjea2uQafS6XWCzgFE3QcMg57Qdeq6dFt1vcSdK/ou3RBwr+4A8JDuCHBMNw48rZsg/QIQj72sm9Jd092EfP+u7p5uUbeUYTOvW2pWQn9kA+iFzSXN5c1VzZvwGprriI0ZvVnTbARaoI8RwB7LCrFXEWje1rwDeiXYl0DuIx5M91P6qafS33wGeir92FcBTjdfB+JRM82z1O940Lysl+uz9Xn6fH2RvhRYoa8mol6jrwfi1ia9Tm/SzOpteg8wqDfpY2l26Lfoe/Tb9X3EAeBu0neTPqzfDxzRjwKP6U8AT+nPAvGo88BLoF/RX9Xf0N/S3wHim5Mb+ocGBoTy9LuTAkOxoQxYadhoqDU0GFQGvUEwOIg+YhiYMHQCuwxbgb2GncBdhiHgXsMBIB51yHDEMGYYN5w2TBguGC4bpoDXDDcNt4l3DfcMi4YlI29UAnONGwxLWGIslMrTW0uM5cYq4yZjneakwWdszNCoMRqBUG60pCm9g0saNxO7V/Rtxh3AfuMgcI9xH/Cg8TDwqPE48KTxjPGc8aJxUs2M08brxhnjrHHOuEBne5AuWW6RG2daspFY0pLXkt9S1FLaUtFSTaxZ0bG8vqWpRddiarG1eICoB1tiLR0tW1p6Wra39LUM6O8gW3av6MMt+4EjLaPAYy0ngKdazgLPt1wCXmm5CsRjb7TcarnTMt9yv+WhiZkUppxHuN5UYGKGCVOxqcxUadpoqjU1mFRE/YoumBxAnylsSpg6TV0r3GrqBe407TINmfaaDhAPAY+QPmYaB542TQAvmC4Dp0zXgDdNt4F41F3TPdOiacnMm5XmXPMGc6G5xFxurgJuItYRceSvhLZmxv8s5ggRdRwJTI8C4gggcd8jOo4H9tOIYD+NCfbTaGA/HYVjgtdpPHDOvCCN/wlyIRuIY3sLQpFQCqwQqs3dQg2xXmgSdIJJsAkeISjEiB3ELUCT0APcLvQBB4TdwGFhP5XbhBFhVDgG+gnhlHBWOC9cEq4IV4UbwFvCHeC8cN9UhhQeikxUiDnierFA8IjFYhlwvVhJLBBG0uUSN4q1YoOoEvXmblEQHUAfMSwmgFAudopd4lbVcFrvFXeKu8QhcS/xwAoPiUeAY+I48LQ4AbwgXgZOideAN8Xb4l3xnrgoLokqC29RChWWXIsS9A0WpaXQUiJ4LOWWKuAmIpaMWOosjRaNxWixPEIsd1kCloi4y5K0bLZ0W7ZZdlj6LYOWPUDU9wEPgn7YchTvy3KceNJyRtIt5ywXgZOWaeB1ywxw1jIHXLA8AC5b5UA4Vuy0ZlvzrPnWImuptcJaba15hPXWJqDOarLarB5r0BqzdpgOIa1bVthj3Q7ssw5Yd1uHrfuBI8RR6zHgCesp61nMSaznrZeskKtgbmC9ar1hvaXear1jnQfetz6UIriNYRy0KWw5tvXaDluBrVjbgZHIVmartG3EqGSr1XVhrLE12FQ2cOk2wQZRD9uLzWcL2xKmIbRbW6ety7bV3G/rte0E7rINSTZm24vP13bAdsiGT7PXNgY1DPVgG7edtk1gndgumLulO7Vdtk0Br9luWmMYcWy3bXdt95r70fPbFm1Ldl7fY1fac4Eb7IWSf7aXoJezl9ur7JvAE7rsdcYI+hl7o11jN6LPsVta+tCT2F32gD1iqrUn7ZtNtWT5I/Zu+zb7Dnu/fdC+x77PftB+2H7Uftx+0n7Gfk5dZr9on1T77NP26/YZ2GcW9pmzL9gf2Jcdcke2I8+R7yhylDoqHNWOGke9+qZuytGku+nQOUwOm8PjCDpizYWOjuZyxxZHj2O7tsbR5xjQBh2QqziGHftNS44Rx6jjmOOE45TjrJRvOM47LjmuOK46ILfEjMJxy3HHMe+473joZPgUnIpMZHfmONcTC4DF9llnmbPSudFZ62xwqpx6p+B0OH3OsDPh7HR2Obc6e507nbucQ1JOq7E492qMUh4lZSnOA85DkLtS3ug84hwDjjtPa2bRNpwT2hHnBeeE87JzynnNedN523nXec+56Fxy8binJtel1BS6cl0bXIVS5qa66ipRDbvKXVVge5Sjuja56tRbNYOuRo3RpXFB4NMec1m0HS6XKwCMuJLaO67Nrm7IwcZc23Rdrh2ufuCga4+jSFPi2gfnP+g67DrqOu466SzDGnCdcZ1zXZRs23DXNemahvNcd83o9K5Z15xrwfXAteyWSxmmO9ud5853F7lL3RXYLtzV7hp3PWTpkKu7myS6dW6TlIG7bWvoIQbxU9wxYod7i7tHvdW93d2nvukecO+GLBoyavewe797JK2PEo9h+3KfkGoS82H3KeJZvCr3efcl9xX3eUknXnXfcN/SVrvvuOchH4as2H3f/dDDpBzYo1jDHB1rbtTe8az3FACLkZi1esokeio9G6VM1VPrafCodMUevUcAQjmUODw+KWu1NazSE8ZW70kQOyV6ujxbIReFjNTT69np2QW5KOSlniHPXs+B5nLPIc8RoMMzBjYZ8YxDbgnPxXNaomfCc8Fz2Zz0TEGEAs9s7vZc89yEuJn03Ab9rueeZ1Go8CxhRPDyXqU317tBzPEWeku85d4q7yZvnbfRq/EavRavyxuQfHvae2/zRrxJ72Zvt6Xf6vFu8+6QPKG33zvo3ePd5z3oPew9KpzyHvee9J7xnpNyACHovQixiaKMd9JyMhOjvdPe694Z76x3zrvgpWjrXfbJTWXotXzZ4mlfni/bl2/e4ysSbvlKhSu+Cl+197AUl0XBV2Pu9tX7mjCX8OlMQz6Tz4Yx3ecx9/uCPojFvg4fRGFxyteD8cu3Xdzl6/MNQPlu3zBEpWXf/kyk8I34Rn3HfCd8p+DaIJdwFfrO+s47y/DufJd8V3xXJU9rnvTd8N2C89zxzVtjGHN9930PRb2fYZzyK/w5/vX+An+xv8xf6d/or/U3YL35VXgev94v+B1+nz/sT+hy0If7O9PZDtA2nmYmq3H5u5BSiX8rsRevwb+TuMs/5N9rnvEf8B8yL/iPUDYCmYlt3D/mH5d0sRPp78VY4D+NXtd/2j/hvyDlFf7LEvEubHv9U/5rEC9IR8KeN/23xQb/Xf89yCggr/Av+pcCvJRF2MZX6e8VhYDSogzkBiD6BwoDJVLEt+1FBsoDVYFNUpQP1AUaA9jJNQYg7mM5lLgCASnKByJrmMQ4FdiM9PeS3h3YFtgBsRsieKA/MBjYA5Ea4nhgX+Bg4LDVFjgaOA48GTgD0Xk4cA5iMdR54CJxUqqZwHTguqU/MBOYtVYE5gIL1ljgQWDZNNQqb81uzWvNby1qLW2taK1urWmtb20C6lpNhqVWW6tHn98abI1pZls7Wre09sA+22FrX+tA6+7W4db9sHWkdbT1WOuJ1lOtZ1vPt17S3zBca71iuN16tfVG6y1DQ+sdg751vvV+68MgCyqCOcH1wYJgsdEVLDNGgpXBjcHaYENQFdQHhaAj6Ev3DpqC4RZTMBHsDHYFt7Z0BHuDO4O7gkPBvcED+pipMngok4cHjwTHguPB08EJ0C8ELwengteCN4O3g3eD94KLwaUQH1KGckMbQoWhklB5qCq0KVQXapR6oAYhpDHopZ6O1KcIGUOWkEvq5YUCLbuBkVDScBtjfWizcU+oO7TZ1BnaFtoR6g8NhvaE9oUOBhf1t3BPQ07osKEgdDR0PJTuZzUPhs5k+rNSHzN0DvuVBqFlAHt8oYuZTzceDE0Cqa8Umg5Bvyndxzmlvw9XNRMcc1cYikOzcP650ELoQWg5LDcuYA2Es8N54XwpV9GfDxeFS42RcEW42lQbrgnXh5vCurApbJP6g2FPOBiOhTvCW8I9mOeEt4f7wgN6Ofasw7uJw+H94RHoNUOi5T6LDI9Sb3qO9GP4KeETEsOnwtA7Dp9vOaG/Eb4UvgJ9Xuj/hq+Gb4RvpfU7xHnMl8L3pZrE3mv4YZpwVW2sTdGW08Yknbi+raCt2FjVVtZWCb1X6MO2bWyrbWuQeqxtqjXUG5fbBONMm6PNBwwjsY9pOyCxLdHWKfUr27ratrb1tpS27WzbBYRyKBlq2yv1MdsOrOEhzOLajhDHJLaNt52GniP0H9sm2i60XTYx7EW2TbVda7tpKmu73XYXeK9t0VTbthThg+P4XCJKYq4hJ7IhfDVSGClpMUXKI1UmFtkUqTPVRhojmub+iDFiibiw7yDFI/Rd4BW7I4FIJJKMbI50R7aZLZEdrsJIf2QQY0dkT2Rf5CAS9MORo5HjkZORM8BzK7wYmYxMR65HZiKzkTk4akHq00UWIg8iy1F5NDuaF82PFkVLoxXR6mhNpB/9J1LsjNZHm7zl6C2jOqJJGI1C/y7qiQajsWhHdEu0R1wf3S6MRPuiA9Hd0eHo/ugIcRT9ZPRYum8FjJ6InoqejZ6X+lnRS9Er0avRG9Fbwdroneh89H70YYzFFLGc2HpgQaw4VoY+M1ZJ3BirjTXEVEC9eSYmxBzBqZgvFg5OSTElloh1xrpiW2O9sZ2xXbGh2N7Ygdih2JHYWGzcXYFe1JuMnY5N6PNjF2KXY1Oxa7Gbsduxu7F7sUVrUWzJWhHn40prfjw3vqGlVIpQyHihtc83inq8xK+XMjd3Ubw8XhXfFK+LN5o3xDVxY9wSd8UD8Ug8GXFFLsY3R6bj3fFtkeX4jnh/fDC+J74vfjB+OH40fjx+Mn7GsBQ/FxmMX3zV2Sbj0/Hr8Zn4bHwuvhB/EF9OyBPZibxEfqIoUZqoSFQnahL1iSZIi0wJW8KTCCZiiY7ElkRPa01ie6IPOJDYHb+Y5nBiv2koMZIYTRxLnEicil5NnE2cT1xKXElcTdxI3ErcScwn7icetrN2RXtO+/r2gvbi9jJ8vu2V7Rutnvba9oZ2Vbs+frJdMCy1O9p97WHp2bUn2jvbu9q3tvc6itp3tu9qH2rf234AeKj9SPtY+3j76faJ9gvtl717xN72KXFX+7X2m8Db7Xfb77Uvti8l+aQymQvcEHMkC5MlyXLP5WRVcpNmNlmXbExqksakJelKBpIRfU8ymdyc7E5uS+5I9icHk3uS+5IHLY3uiuTh5NFoafJ48mTyDOx5Dva8mJxMTkufkryenEnOJueSC86y5IPkckputsQnzYFUdiovlS9uTBWJDanSVEWqOlWTqk81pXQpU8qW8iROpGyWulTQoknFUh2pLda+VI91d2p7qi81kNqdGk7tT42kRlPHUidSp1JnI9dT573lyNQlqdefupK6mrqRupW6k5rH7CV1H7OU1EN8i9LBpBaHOYa2KP2m4lWtA8+w+magQ9GR07E+MovxvaMA++AdxWiNHWXS2yH0D2JnR2VkEM5PmVjHxo5a82TkeEeDeVIqkd6rdKjMhR36+KYOocMh9fo7fB3hjgQ+axt+H+vT3D3u3xjjfsEtMp57yP2KyblXeI4p+HW8gj3Gv4nPYW/i8/gn2Jv5p/h89jhfyD/DnuBL+WfZk3wF/y72FP8F/gvsaZleZmAF63Trmlnhuq51H2NF615e9zIrzoWFvS23JNfMSnItuQEm5IZyP8P8uS/mfoP15V7MnWN/mzufu8iuwtVYmRxndLBc9jh7jD3BHOxNzMUiTGQx9jkWYP+J7WY72RD7PutnP2A/YpfYj7ls9k9cDvdm9gr3OPcUx3GFXAWn5Cycg3ua83HtXBGX4vq5Sm6AG+b03D7uC5yT+yr3Xc4v+4rsK1yPvFv+ce4T8h3yPu6T8gH557jt8hflL3I75J+X/xX3afkX5V/mdsrH5Me5z8pPyv+OG5R/Q/4Nbkj+Lfk/cC/K/1H+XW5YPiX/Pvd5+U35DPdX8ln5T7kD8p/Jf8aNyH8h/yX3Jfmv5a9wh9c9ue5J7m/WfX/dMndEsU5Rxk0r3ql4J3df8S5FNfcLxQcV9dyvFA2KJu4VhVqh4eUKncLMKxSiIsDnKtoUMb5IkVB08SWKjyt6+fcoPqvYzX9QMaQ4wD+v+KJilDcqXlK8xNsUY4rv8HbFpGKS/6jiiuIa36W4objB/6liRjHDb1f8RHGX/zPFnOIe/2nFzxX3+X7FomKZH8hiWW/mX8xan/UU/8Wsp7Oe5b+cVZ71Af541gtZnfxE1sey9vBzWX+Z9ZeynKzPZx2QvTnrpawx2ZNZx7PGZU9nfS3rlKwo63TWy7LirG9mXZGVZ/0g65qsJut61qysLuunWb+UaZXlyhMyh/Lnj71d9qPcX+X+Sp7HOLaVjdI4fCXLYuwd59LCp6VqRS8XI3W3xOS7A8/1VDqkv+aoG8G/z6jaotoq/Y3Ge03iQfGweFQ8Lp4UzzQ3NQ+L5/Rj4sWa7lomTorT4nVxRpxtHq6pwzkcYO/3yN5/wTiw94dg9a9wrzAZ2Hgek+d+KPdDbF3u87nP03ePvpU/zB9mjH+Jf4lx/Ff4rzCeP87/Lez9df7rbB1/nv8WtJTv8t9lSv57/PegvXyfn2bZ/DX+Gsvhf8j/EFrNj/gfsVz+Nv+v0HZ+xv8M2s4i/0u2XsbJOLZBBv/YU7J1MgXLl+XIcliBLF+Wz94iK5AVsELZM7Ii9oysQlbB3ip7n2wTK5Y1yBpYiaxR1sjeLmuSvcBK8cmzspwv5XyJvQPuKIdbvzq/QTjBtr/mnSq+UZ0HZt6lrr5PvYHvU8XK1fem+NZU9OH7UulN6cobUukt6QF6M4rvRfGt6IVXLZfp7Si+G80smXekKwv5vFzwZIvg+dYuJZZC8R6+M7VsgmPSS7rPXUeL0WIRb1tcsC90niyRzJtSOGdh5m0pzpt4rDPtU+TgU55If2MhfhsCftuenJWzd7J1rAqWLPZeWJSsHpbH6HsUslkjLG9iGqaF2sRvachlblgeZ17mY3kMui5wPkhY2JMsCcsG9jHWzZ5in2Tb2NPsU7C8hf05LIXgrV5kz7DPw/JW9p9hKWZ/Dbb/NvYSLG9nY7CUsr+D5Vn297CUsa/D8g72TXYeru8SLBXgGa+yd7Fr7J+htfwLLFXsx7C8h/0Elmq2wH4O1/6A/Tt7H1uG5f0cz2WxGi4bPGM992bwjM+BZ8xjDeAZC1kjV8y9nX2Ye5Z7lqnBU1YwDfhKC9OCr/QxHdfKhVkzF+EirIVLcAlmAu+ZYmauk+tkAvcR7iNM5D7O9TAL92dcH7OBZ+1nHvCtn2Ve7nPcIPNzQ9wQa+X2c/tZEPzsKRbiTnOnWZSb4F5mMe4C9w8swX2b+zZLct/hLrMU2e+fgI+oYJ3KSmUl+4iyWlnNtijfp9zEPqqsUdawjynrlfWsW9mobGQfV76gfIH1KE1KM/uEMqxsY59URpVR9qfwbOfh7tH2a+HpMfMhkCMgYyDjIKfTMpGWCyCXmd98xDxmHjefNk+YL5gvm6fM18w3zbeBd833zIuwLAm8oBRyhQ1CoVAilAtVwiahTmgUNIJRsAguISBEhKSwWegWtgk7hH5hUNgDyz7hoHBYOCocF04KZ4RzwkVhUpgWrm9YFGaEWWFOWBAegL4sysVsMW/DopgvFomlYoVYLdbAUi82iTrRBItN9MDWoBgTO8QtYg8s28W+fPolsHWRdSkIla25QfpLacMfzM7NsDxO1p5H1v4EWfuTZO0byNqfImvPJ2svIGsvJGt/hqy9iKy9mKz9bWTtJWTtpWTtz5K1l5G1v4OsvZys/Z1k7e9il2GpJJt/N9l8Fdl8Ndn8e8nmN5LNv49s/v1k8x8Am+dZLSfn5OyDZO11ZO313Fu5YrD/Eq6EPU/W3kjW/mGy9iaw9lb2AhfiQkxFdq4mO9eQnWvJznVg53/G9NynuE8xA/dZsHMj2XkL2bmZ+wvuL6BdoLWLYO1fhXbxNe5rzErWbiNrd3CXwc5d3CQ3ydxKp9LJPEqf0se8ypQyhd9Lnbcjbxf9NRD+vSlnegh2CY/RrACBXMi8Pl1WAFIMUgZSiWXyJ9JvzH634D6rI4ibzHWPCJZJf0Ooofdtq39J+LsF91kdYVwV/D+OMe4DWf17w98tuM+Zlb9EnKRxx9Wxxzl6ywk6jj/i6COOPeJbLBx3XBH8/+oI5O8WaXyyQ9gi9JDgqCSOSQ6nBXS8N2H/qtD/pXHKUVqjSLH19QX3W43ArxaMx5nzrhUa7VyVlVj9ekKxPB3Jf5NgdM9E+EyUfyOSyQQeFcwM1mYHb0Qy2UMmg8hkEZlMAterGYSUOTwqmfzh9WQDZBNwDsgqykkgq6BcYq3g6OujYoH8Yq0EIM94o5IZuX1UMiO5j8o+y8G1Qvf9BgR7dJbjOPZrXv6NgtvOWS7iaDDp1y0zb0hmLXM4XvwawXMsW05a5emx4zcimfHljNRY61cEtzeB4Cgz6isjzdYt9FmPCI430xrHWV5PpBHpkVcdj+PSawVHqB8VPPasNGJNY9W4vmW985uu57eJdR7HtW3sUZFGt20Fr5FiW9mrpNK2ccW3r/XFaV+Z8XG2WltDxgfhmPhaP7JiI2ue68ozSdcRjqBnrpnG0NdcE/oSWwL8CbR9W6fkA2xdUvvFdmXbasnFuIH2busF2WnblbFn25BlD34ObrftlcbcbWM40i720jjOhO0CluO94Vg7jrSjf8VxdvSTtnvSKDvGABxnJ98O94z2jiPuGf9sL5HG2/G+7XX2RqwLHG1H34nnRLFbpPF2HG1/dJSd6hfqlGIC1KH9MMTJdDyzHzXPZOrZfhzOg2PxcA7adg5H5O3TNO8lE2fXPqPMOVEyMSUdC+heITbSWD5e26x9LvOcaX94dvTsMS5jzMN7W7A/wDL7MsTwkrRgvG58RAJSXKZ4hbEYY3AmFg+mBewH7+01MXZWEodcKEWhGJuJq2lxZAs9KJkYSZKJjWti5atiZCZOpsWRB3EQYyHGPoiHjnzhDgodg7FuXpIVnwWCsxtonZ7hQG0M/Iejae0cB0cHlUMbxviB7RbbEbYnad6Dow99kWPAsRvbRaYdrPhFsC08D/o5xzD4pkwbwVkg4Lfw+IwPfLRtPdquMv5lpW3BOdBvOvY7RvCZ42yLzPH0GdDepNkXDvI7mbkX6MPxfuge0jMw6LjX80Hp63I8TPvxTPnyGh+Vvma610f9ceZ+cJZPWn6rr/st/tTJ0msF+M9Lq/IaP7nGV5J/zPjINf4Q96Xz4D7om6AOnDnW8871zgJnsbMMBXMbfN6Y09AMFCwDn5WZiZLJXzIzUigPgbwDZ6ZgPoE+LTNDJZMT4EwV8mkY/zFvAF/n3Os8gDHaeQjnp+CcCueE88JvmpPiUlI+lvaXNKcLc7NM3gSfnclR6Fzpc+A2nMOC/pLynExel8nDdq76YJJMDpPOPfBcmI+5Cl0lmO/g7JfM8bQ/3A/9H3NBaCd4bzgrhsowb8xIJk9cK4/mgpncb62k6/U1eV1GMJ/LyCM53UqO9htyM1ejJK+bm2HutTb/wpwrk3etzbHgWulY3CdTJ4+2LWh/OEvo0XblgirL5FiuAM4acm1GX5TZz9Xt2oZ2jbOHyJ4yfgz2wXaF9odrnFfk2uc6SHp6VhHK2vaG84vQR7guuibRPl3TruuvyWNAXDOuWRSyRxBqh+C3cA4SrR+4ljNtENuEWy7NRsq0P2xXOCKF7c1dIc1MwtlINM8sLXi/2MfCesJ7dpvcNrfHHaRzg/9wx9zkgzP74wwlnJ+Es5NwXhL6IveIe9R9zH3Cfcp9FuceYfxDIT8JOYH7ijT/CP0xzkBCO8VYKM1B8ig8OZ71WF+eAk8xzjDCfgLOJsJ6wjlGuD/OMsLZRZ6wJ4E5IPr/jG+WZhN5ekngfBhn0LZxXhHWuzSryHMI7cxzxDOG9YjP0TPuOU3bcD4RnuOyZwp9Oc4m8tyW5hF5ljIziFbnD2H94hwi8mNw/ziXiNYWrwvtwRvIzCLCGUTe/oz9YA6O+cfauURUnva5mVlFeH5sJ96L3snMHKIVW830A9IxCnWaX4TzjB54l7EMv/kqtz93iLH/P/7y/9D4C/7jZPSLLPxnkBx9dx7/A6KGSs6S/mXieioZJL2Q9M8SZVTyMul3iTEq+RkxSCXXiAeJb6ZvXfuPpP+QKP1u1EW6Ho6O2kK8StTSPt8gfpT2jCNfoaN4+m1g7u+JH6CSZ0jfRWyic2ZReQ+V3CP934hhKrlOZzuFXD6G/PUXqfxHRAt94iXaf4n4J1T+r6TvI9L5uU+T/hjt/2s6p/RZJ4nvoH3ozEygrfTb4MvSNXfQ1n8m2umaqQZkAeLztA9dG19OJW8ifRvtf5/0z5H+kNhN+7RR+RWikUr+J+kXSKcnzkvHbibeIlrpDN+hfZpJnyH9C8Qc2qcfKX8/lXyJmEflVOf8bSLdBfePpP+CSFbB3SRdQfrHqTbITrjHqZyeBW+gkm8S/5z2+QTVGNUSLz0RnnTJPt9De/4NXQk9cf6/Et9FJWS3PD0d7ldEB10/faJskniA+CRRqr07dNTniWS9Mqpb2XeJZJMyuhJ84Q46Wb6M7lT2IpGuQRZFrouQTvYmp1/wk8upZCfpPmI2sZfK/zvpe4n0i3eyfyHO0/VQO5W9jfh94teI1BbkHyKShciozl8hG2MvEanG2H8hUqthnUSyDUatmB2lo6Sap3bBqG7ZduI4keyKURth1LLYfyCOEP+a+HXiO+lsZAksRJSerJN0uk7234gfpD0lnXzLK9Tq07//Ta2MfZhINcY+QvxM+u4WiPN0jwvEebrTBeI83e8CcZ7ueoE4T/e+QES9nfSX05yn2lggzlOdLBDnqWYWiPNUPwvEeaqlBeI81dUCcZ5qbIE4T/W2QJyn2lsgzlMdLhDnqSYXiPNUnwvEearVBSLqk6hDTc5THS4Q56kOF4ig8+QtefpVd44skyML5MgP8O8mvYJI3oaT2q+LSK2JqyL9adJ/SST/yR0h0nOnX8LleMlP0nl4ybPVE+eIUqSYTV/JFF3JFF0JkH9f+nqwhJ4sR1cOPhO3voW2Ulvj/j19DVjuZpJPwKMeUDnZJ0e/nM3VUPk/kU4Wzv04be14LP1aFUf2xpEP5EaJUix7Px1LMYij6+e+QkwSyc6599A+1BY46ZtDyQ/w1L548lqc1GaleCFZfhfxe1RCbY07Q3oJkdo+/y26ToqV3FephNopT76LSRG5kdo4PUHZE1RC8ZSnViaj+pdTucxLpOgppxqTke/lqXXz3ybSr4pz9Ln8HtqHfgOPpxYney/pFNd4yUOSn5GRr+Yl3U/cSCVUk/ynqKSF9OdIl+xqgXieSsjeZGYi+VsZPXcZeSe5pNN9yRqI5MdkZIfyT5JOXl0m1YZIZ95BOtk8T/Ygo2ctk3wp1aRMisvSsfQE+QnSKQ7KKKbIKEbLpmgrWZSMPlFO9i+zkV5MOlmInPaXU3YkT1A5PXHZIpWEiX1UQvUskzKcn5BO1iKjDEH+dtJ/TqQMSvZW2vN/EKVoQt5SRp/OUd3yw8hXpPNT/sbP0FaKEfwyWQ7VA3+CPuUF2pMiNS/FEbJbGeV4MvLYskqidD1kw7KfEiWfQJkMv5VKSumz6DnyFOVlFOVlA0Ty2Dy1NZ5yTk6K+xQj+N20z7NEioz8/2Lv/ON9rLLF//z8HPmVdJJOJ3MykpCEjHRGkvxOOnye5/OrkpGRypgyklxJP0am5BiMkV9jjCSMJFHnSK6QDDIIybgyMkiFkXE5vmu993M46fS67ut+/7v39bzWOqv1rL322muvvfba+5wezLJHLHnEnlcBbHZ5VrpL9LpkHhefO7ngqnDIco6ZQXZSl9rJYSd1yAmO0YM33AVgo58a0mGksoo3oXkTNZhgl0woK24TvpVM67CXOSbOn0Pmo6iXTVgiuITKoSTt3S445T8muBJ0RegboW9U2npWdnW7pKnXQXAzfyBve/H2d9AvCm7ivwHdAdpouBG6G21vENwIfjOvP3q0bRN6yUjtJthPq+QZ/Zc7LX+IYPfMh3DmCc6WWBbs/0rwQlpNU0tOQ58uxqoR8B+CbgrdFLoZ/TaN8BDwL5ERnaf/w2sgeLd5q7S8TWMnHqD3rn4lxbFb1OYzr8K/DjxScGNkblTLBc/A5iHQBtcEF8I3befjn5vx4YN4qS9v4bvb4FRAxsKq1+A8Qu9zsbAz/Iuhb0XP47z9DD2fYf/FjF3ent6gPj+9wZ8Kx6dtc9r2UfuhG0M38VrC7wfdHM3wwU1524S3P/HUGz/xH8LOlkgq3dQ9goyZhRfRVoRtjIsIaepPQ17xDd5sJGfjGUbntQAXINmbvhbT12N6IlBL3FcUO3dLDS44dlA4v1bsNYDerlj4i+Eshp4DPQd6JPRI6MPQWpncnVVT2yp27i65TTO231Oq5QOK3Wb0dT30WsXO9XCe8wdolavYec5wsKQjuDKWPBd7XWViSaVVszNINXgPoGcQrXoh/zLyt9LLG7y9lbe3Mq6h4KXIVInwHDhzoEdCj4Q+DK3julx7d9+g91sZ12/RvM1/VHqcrdjZRi8rsWEwmhfgmbfQsA3730LDVOwfpv73pjELw2g7jLbdaDtd+f69vJ2ub21HaZtZkwMDHJW0M8g/Du4Mx2G+xisWWsc1QLHQOq5HFQutVrVTLPTrWimBHWzriG116b0jfY2HvlqxdQwOnnTeBRPb3o+QacJYmqDHItI6w7fgW/gfO+Xt73U3UexYeLWPejX2EHPXB/nx/s9E8/uKnfGGg5fejTAjpa9ZGtveaiJ8FpKzkNmv2L+GHt8Bz9JWwlkMPQd6DvRI6JHQh6EPQ7cV+jrFzqySNWLbcl9kYu9h53L6ugR6N1FxScSRjOSu9mtgTwvlYE8lbLhEbbY/UWvduGYD+xO8+gn+mQ7+GbP5ZySPEu3VFNtHkTyKDPL2UZXxsum9kLl4E58XYkkh/T4BXkzvhazrxXigkHW9GA8Usq4X44FCovcJPFCoK9p7AlwM5y/4/A76+hN93aF9uS8rnXWlD2042mPWVTGd64nYPDHiz4GfkLbZ6KmBnmwzOiLnFHg1lntmpFjrEc94252LT3bTajf6P0ZyN2t2rq44+6T3kdA9FdsnkTwZqyN9TVLsFoJvVWyf9I8qR7HQW6C3QBdDF9O2Nq1qQ3eibSel8clG7wOJlmsVOxvxv6O0OwwOK9cp8DYL5y3FToHhYMNyrGoM/Qx0S/8TlfSfE7o++pugbRfacpE8hWQ7OO0Y3VfItFdsf2U4SFYFd2akH4NXM8bOjHE1Y+zMGFczxs6M8VNsaK822F+xTpvSVx9P+F6eYses1j7oP4w9fbSt7Au1Nf+oBq8Bo+jDKPJ1Lrzaip182ubT9hPaduXtJG+w0vrWOs7cjVRsHTcc7GcsTkdwHcXWcZ0753nFQsu4nO6KhS6GLqatWnWzYuGLbfbvFVvHsa0K0bKU3qvgvU70vo/etxsOPfbFhn8h/x4y/+Ltv1izxYxuO/xi+MW02k6rYrJfDcV2MV51iZyZzJ2LTzrih6bg681IdVze9YyxI9bGmYUcZiFOq7hKem3BT9MqTqunaRVXbwi9BboYuphWtZGvDX0V9FXI5Ar9W8VOvOS47uPY+THR9TnWvmBoxrgHb/Tz6ipt7NHsZ3/O/E5m7MfAn+Ol2Vj+pWJ7NhpmI3kzlhPb9hgk59FXP/qah+Q8JFshMw+ZuZ7sxe6Tiu259N4e713HXLQ3HDzTAP3t8UwDPNMezzTAM+3xTAM80561cBjPtGe9H1YstHopxEuD6P0MfdVkxs+Q5eorHWuLT+objvYba+vrOaK+9iX0M0IXmxhjXCuQnwtnheEw0sfACxjvClbuAlbuW3imA555C/m3kOyF5Fus3w6s34PeLzRfKbYPInnQX6cc8FDF9jHwQX8KnCnQA6AHQN8HfR/0B9AfQB9CzyGliefLtZdYRXq8HM938f9d6Gl6dnC60PsJravddortE4aDJfdgw27wgQg/rZL+Dcon8mP+e8L5XLET07b+Nf5qoXP8FcL/yn9faXSWYMNIRl1iOPTye/BW9Jcwxq2MsYQxbmWMJYxxK2MswYat2FDCjPfy10ovKxXbNaP4l1OGu0qxvaekvmJ6WUUve9C2Cm170LYKbXv8d3QdKRb71UvT1Uty5D5I3bVSOH+mzrya7HdQ29qjFVsHI47q/zfFTi3wT8GP6wxazKCTp9hiBp2bFQv9sdAN1R6LWbMOeverZvBuLHycvnbrWKx/Qs+g338aTiRflbfaYzss2ccohjKKffjqY5V031RJ++PIZpGxn1NsHcxqJW2fAC/SeXSb6Hz5h5k7U1XmQC9TLF5Sr35Gjy0jPAXOFH1LhKzWefE6I59L282GRlsuGnYp9q5EQ662FXoK9ADoAdD3Qd8H/QE0+6/Ol3cts5brzdUaWLHol7OnO4T4f5V+h7D2txjL1W/uFvWMu52YfAD+XkNjyV58OAZcyNv1vKWiswuxvBJvhzLSXP8jYkbj8DFicrhiy6ypy70zGgmK7dBwYpeJfLZi+yk0/BKZHOZoO3gyvWzHnjrG/3h4u/Ew62U7/slhvWzHPzlE+Hb8k0NOmKxYaPXV1YrtDehfQuRsQPNOpf33FTs7DUf79d/X2wahB0Dr2iyi7TDaFjGWjXCWwtnIituI5Uvxz0bsXErb8V5GtB1XbI+PzjUqmY3ktAg/rTK6Kp216kN3h6/VZpOSrpaeaicpzmLsWbUsPQ8qpwqcpXCqaF0tJ0fOX8q394EdJGcZrBxvP/Kz/HdldMXMWiFvC3m7WN/6XzGnR5Uv1e9iql/VfBQZT2Uk3+rbg7GfsuLIGHBK4GxVjuSuKdBkA+XbGxRbtHVyDUZ+l8p7673hxKryc+BvV75vKV+8OgWv6u6wkbdL6eUk/Z6MTaUq7iL0ajjFcDrDeZMa+y5ToSnf3qFYqq9J1Bhg5UgNI/J+jqc5qj389vAbwL/d+1T3QfSvQOcC6vYV9LVAZZyFnJvMaX0vcVUXTis4deHkcfqo5GcrDedGzvUW+fbG6EainvR4RexuoZ9Cwww0fMH9xtWGZo1/xnnkGGeTJwyNhrG63uUkq3vfWGLv75z+ihTbf0emCq0KaZVT0sbSewPtd5T2673G2b+i/3PBX0L3QM+lnJsqwblUOV4Lzk3PKo5NMjT8d805WjXLXqm9X87KWs4qns+4VjGW+djTkLZL0N+wRPesLVg4Fgu3mLsjWj1Cq5bYPBufNIAz25xA9Y7OWwzuiZ34zR0ALkIyy2CVj3GCq1CsOMb5JfYbXZsVLMWxx9nruVvwf8fcLWV0PXXlemaPPq15IIblWdw/xB5BT0N9G/tIsb9WZZyRnBn3c/Y/wMl3NufNt8zNBvRN5t6AUzaS9jpazTMnzTOv0NdCsfBVbjCWGJu9+Wqz95zS+GEbIyrCn/24r3ib+4qY+s0zdzJ3xzYT4Xo2BEsmUfqB6K5G6ceQ2R/dThha+ZdwZq8E/xr4lcCLzSk+ojcTe8b/bwrnJUY3FnuWYM9Y5jErOoMvFflv2SPu5kz9CrdY3Bd5qzlfH+XewDP3gf5+Im2/0npz6zwH549wnlOOnO6VM1CxfRSOybTsXPYYE1en9R7++tg24a+NPa80GWAQ/T6ADYMMp8QB5wm+HHwruAptC2m7EgvfwsJhaJiGhmFoGMatwkvcgQwzt3OqQTK26mmHTBOwZTD3hCPRZqmM24eZ7cstRx/VH3tI9bsDkB9Pj+/T43jDQfMl+HM3/GuUdrqSzT6BH8e3n8A5k9VB9/fYcc3zWXOVzkrhedVczcwCOgtLpoKVvoP94k/c89yhetyXVT7rSmx7GUuy0VADG7LxQ1NuRE8hM44IP4bkTVqneRUVOzex4qprpS01vObkG/wc9gjhODWpuxx2NKpi/xDZrzo1zDGNLvvjqD7UCjAPnTnUimRg2RGu1BOQv0Zpk7epoz6jFqpLfE5T2vsczjRkppkKB/0h54I5ir2bqSt6w1+ku7/bnhpgEbZt0qyS1YF6YxN6NmLPIM0Pfj1yxRZyy2Yyxi1URBWoHC7XmidW0a8iHDKVk039f0Kxk001ss6cL7JaUCG0YLe9jX32PnaudexiOqK2xgbNG1kdsHO61j9ytnqHs5XB5iTyDucXg6neqUI7KbY4lzkNqMR2IbOLVg8g8xU12API7I2qNeWsoMcMnllR0lpnBJs/w+YsTlvfKrZn4UnOIDKDWi/lQm/mdLCRanApoxvEuH7FHP2KVlMUux1Vj7+bGpgbZrcj1TI1v9sRv53wZOzuQsVyNtQsUYgG9i/7Kuq9GeCrkG/DjE/EwoOaPexTxG2M/JDDiqjAui4BL4l9K5x/Vyznr/s4i2kF28JEo/JlxX1LjZRHFdeKGWyFhknUUXpXcLNitwl7UxWdL6E1Zg5rDemavJGDf5YpR1bNOnp5mlOAnv5m4sO90L9hvRfCWQ+n0FQ4sWup+fW8Xxh7SWn9bZpU8ndZeso7LfT9SN7PSHPIAzEs30C1toRqbQP27MTC96lyN9GqCHuG0WMRNfNIauaN8Jci+Qmx+hry5DG7R6yB8N8D79Q6X3ROotUhWlGXktuHktubx7SWGx57Srz3Neulhd5aeNX0xsZpwdr/ltuMbdzhfBtxVMMrnn4NodhTb9/rjRD5Avw5GNtuQU9V9Dzt6T7Yz9BE1wtoW47mXENHN7F6e9bKe1Y4H3hbNWN7zyhtbqKQv17lrRIiuQ89MlPeVXpDaHEraH+ptG1uG76B3ssdzlpDY8MVyvHXK8e9gt47mJs9bhqLqQGeVkucD3WMfiPG+CGSVzC6yxgRbe3j2NaRsRzX2sxtCb0V/kxDIzmXe6G52J9Az0j0JNDcDhsaYNVXWLsEDfVoRSVjfwHnCTjrPM3bj3iaq9dR59TWW6as1dxr1YYzR+kKXeHMYafoRy8nwNXgrNe6wn+IvPoMeRhPxh7BS/weMPaoLztXVoyarRbW3s+9Vkbv5fxruZ0zu8MAcxPL27XmzpNqrS132g+Ye7Azk0UPEZK1WscSq2qs1VqoQlet0/wS7glvJCpuJirOlPxGNPSN7sz1DrAFN6VtuRv/nLvBydBj8G22uadFQz6z2VE12Hu8VSL5umJ7FZyT3Mv15FY8zg15Dnd0K7B5gfldg693jFeTA09STRX4deXtPhP/ZMV5/uVaiyIzD85kfr9QTWXse83vO6imHHocRo+VyQPmTFoL/i742VG1o3njY4N5ez1vn8Xn+VhbG04+8vncnWZzd5pvbvi1rZzpqMTMGRD8GqOrweiKqZ1c9Zg/gxtRVzX7M1Wz66K5I301pa+OhkOrV80dMra9gN++5SZ/ts99MpzZ9LiKau3mWHPlxPZBj8Nv2rYfkvOQnIe1LUsetvS8qWM/w/3wFZwrz1BB1ddWsbZYmEerfegpRs8+bmU3kqVXwJ8LfwmReQ02r6PVW4q9bFbcPFo9Ca6vd8ui/wQ5vxORoPTJ2O1Us4LtA+ySi6mmDjC/U7hHvcO7Umk4f4HzBzh/OXOp/qaG/TGHimgBu/mnaDiN/GmqqUHs1BXhvEEvITJvkMHu4O1VSNYyNJJ57MIfgvO469ujf2vhdPP0juISxU43JNfr7Z/LHY69nn18v/4ljGSeXkpHua4X+b+X0sjkUVesiW47ZwvdGm1Poucx9utcKsnH4E+Ccz2cSXB+D2cqVWhNX29dplKH3KgaYhW4QeKk794I3/z+Oocq6DrefksNeR0yeZr9/D8rds2NwYfcVfbz9Lckr1Anj+ak/wr2H6Vtf6x9AHv+hj39sfBvvH3RvFV5a6upcMDt8d5sxRa/HXB+orTkYa3WelGtrcNj0/BhJ6ru3tz+rWQu+sP5NZwvuONdwF68GczfM9gH2KM9OF5UP1eUVi+BC9Q22SPuZ5+VHr00N2m3YE99/PM1b+tHs6wcMzvrye3Pmrs+/ZsWqQQGsreqzC/g/+NMU6HR6T6CtRXQMwarmmPVWjx/j/lNAXvZKE6sszmxjkL+gKcyS73L9YaWuejG2eQLPZs4P6ZH7redH0dxolXWbURXTXMqwZPt8eTHcIppdYNbxNp5hKjQnfqvuoJiKbwxnDGysmID4axGhmo5NgTOt2fai55BekLxpnvzlGZENTgrtWLUMzgXbFEZ/3ZktrByb9G3/mB/sNLItCPG0qxQfufrHIbTg3k5bKom7ka4JxG6JzmqJ6PQHn3VZuMN9zFdlU6RtvVtNHCz6jajJq/GSr+I2VnK24uieVeZPyl2GsCpjcwOZGqbGyQvzepOK41Vq5G5kbhdDedt7yF8/pDS5vcCJTfpGlfbLPP7+jXY+TrRsgbbLmZGOM35nOYcTnNOS+9h/a2cd4XS5p4NO6dqVDg99C/WvOHuV0oj38P9UjhPubqzjPPuEPqA/v2VM45eWmm8xf5ILm2FtkVeb6HvVywxxm8TnFeUVmxvZnSjGN3mqHbK4GHlfBFxjM91LNPgm9PrTayyKsRnE89jFIKdzxX7Sw2NVU20KvCTiiVTyVhs8qf7n+AsxbEahqbHV7GhE329CudRPLYHzqNmrZHn93t6K9hTsT2fVpchw32gu4ycXA/+MTTUw/LfYfk/sPx3cLoisxCZX3HS/4aM9yuzW7Gu81jXA6nB6uHJNuwsrQyNnn5w7oPTj1PeF8T8w1j7BNp2wmkO50F+i7Gee4DXoqpb7d+jUeGuU2zv0axuj9C/i3P+qtgeEf3m7iKR+bWRZxfI09+PxK7gtsr8vnI3s5bBtkcY9f2MmttFpxecTnB6weliflNJjq0JLgT3YL2/gAc2wCkCj49+szlB6B2Mq7PmMdl5c9mRNfu9gcw88vkZWr2Lt3Ox/F3edmPVH+NGK5f7xtzYmyJTOboZ1pzZglvc5dRs/IbaaRurRPbWE816pZ33oY942/Ck1ldnOAWc5sb4Ov27RMnquhLn4JkPmCnuZGTd/Vz/zw5H6lUnofuIW997UHv3/ih4udLOYe8bS/9mRrB7xJtl6R2CSFo7Fdt9adVBsT9HsRcDN/KGsjYfZGf8UE8EaDilb2M9aFUAbsb+dQJcwdNdYIf7pM6sq79RLVDaGa7/95zzsGJ3gLsLbSJprVFs1zat4GxS7B1SLKNQPMN9SUeBnrbkjVVGD28Tiv0RaDgB3gUeBV7o6t17PcVufcVOkZthXWhknoBT3U9hrd74VVaOtUlpa6dikVd6jcr7+ejJQ+cy2jZ29d6vrjtRI8GdgZ1z9eactgvBLcF7IxuUTtB2qjtEYxh+qwjP1dog0jBDvYRVi5W2d2OJ69iK/WOCHWjHcZRjL+Ot/u1xU3sPf5WqvxPs5ozSOk0zp1PkvKxZ1/m1Wuv8SfBWpZ3nHb2/Hebo74kclbcLwQWK3YeQGe/wN3vOGME3uC8IfgO6ofsqesZoDYYkbZ07aPsy9KVoO6pRav+N3k86sueK4RoVCacmdlbTleJo9T7biWnN4FwsON+5Vs84Km93Bd+t2PqnYtdFQwe0xZ0rNKs4G9Cp9HHnc83G0HOR7IKGEtr+CHof+H1bPbwIGw7YPxbJRrbeIOn/2WPbp+x9mjEU26ftY5pnnMaCVzjDuZ3I1v3U3q1WKbZvc2oox1mie4f9d60HwLngRopFp2Drc+gx4Or2LiR3aWaA3mkP0WyDzg32TMHj7E+1wqTtP9UGy9ITt2V5XyuOZUP/B3QV/ka9EvRP4P8Zjmjw/hCbqbhEq6Y/ZEnGjl2pnNiVcFK8TUG3hW5raJX0DsE5BOcQnDNwzijH3a+0u9/Q+tadB2eecvzKSvuVDU3bU7Q9hbZTyvFbI9NaOY6ntOMZGvmxyI+F8xJvXzI0b+vxth6930O/9xgaS3oZDGcAbwfQ7720ulfp2Cf44RMsrI8l9Q2NbVlwsuB0ge5iaN7eBecu9HyFnq/QXxv9tZHshQw2eAn4CUMbX4H3Yds+7NyHZjT4RkNtRjqKtqOUk1VL6axahubttby9Fg3voe09Q6P/GJxjaMugOYMNeNvD2+5HyHwE/wH4D0A/Dv04MsORGQ7dDbobMiOQGQE9GHow9BToKUrbRJFtoojY84g9pxVz2gqdH6LzQ/i74e+Gxj8O/nG+hv4a+S3Ib8H/MfwfQ38h+guh+0D3gZ4DPQf6Heh30PMBej6A/wb8N+B/Cf9LaObaZa7dJHQSeWLSIybd0/BPYw/jiplxrYO/DvoZ6GegH4R+EPkbkL8Bnc3Q2QwZ4sd70WDe9oPux9v/RMN/4plf4plfwl8Jf6XRRoTcTqvbmYutzMVWJJcjuRz+AfgH4P8R/h+NvGqQakf158KhX9v0y6gdM+rejKI3/c6gxxnQLaBbQOdD5yOPZ2J4xlmLnrX0fjW9X01f39DXN8jMR2Y+NGN0GKNTBF1EW6LOJer8JUT7EvhEsmsieRr0NOjroK+DJju5ZCd/HG3HQa+CXoX907F/OvQm6E20PcZaG67YNnlyDphM5V+GhstMDMC/k7Z3oocc6JEDPTPjJmNMoe0w2g7Dkmugr0EPHnPxmF8Vyap4g7XpsDadutB1yRUXkTcuQvNeetmLntfR8zr8W+Hfik70+GaNt4HfBroqNH1VeF37rUDbCoyxAmOMucysi5726GmPDW9jw9vQ2dDZyF9p8jk+XIvO8WgbjyR5Pos8722m981oroPmOoyCDOySgV3mzmXuvBT73Sfoj3KpyZn09SaSbyLZGM2NsYf1EmO9OLfhw9vQvAj5RcizI3hmR2C9+2a990WmL5azK2WxK8XI27FaZn1hw1/Q8Bc4aHPR5rxAjy/Qy0FkDqLht2j4LTQ7Y8zsjMSPQ/y4j6LnUZMTGOPVrN/5ROY39Euu8EyuOIz8Yfr6K/y/Qs+EnokMu4/L7uMehT6K/ib02wR7oGPQPrb52OY1RU9T2qZpm4YmElwiwR0DPQaaMbqM0Z0IPRFPrseT64m0OLERpy+qF5/qxcefPv6MbcCeDbRlRrKYkRhtY7T16MszfZFjXXKsezP0zSbz48NX4LxCL+xfvqmdbkLDTdC3QN8CfTf03WjYSNuNeOwLPPYF9L+g/4X888g/j4U/w8Kfwe8Ovzv9Eqs+seo3h26OntHoGQ3NOnVYpw6z5jBr3iD0DILGAx4ecLHTNXYy+y6z75JRXZNR34V+l7YP0fYhaNa1x7p2r0DmCuz/Bfb/AprVGmO1ZiGThYxHFHlEkT+EsQxBnooxRsXoke09sr3HXumxV7rsXy77l38xbS9Gpjoy1aHZoz32aJec5pLTXGxzsc2hanJM1UTN4FIz+PTl05c3ED0DoV+Dfg16NvRs5MlOvqlC4bvwXSLQJQL91cishr8L/i7GSy6NkUtdagCXGsA5gm1H6Is87JGHfWR8UycwL56Zl2LoYvRURE9F9E9G/2RkyF2eyV3LoJchX4B8AXQOdA40vnXxrUut6FIrxkaicyR24ivH+IpV5rHKvE+hP4Vmp/ZMNUIO9MiBNrWcTS0XewqdT9HXk/T1JPpPov8kfCoHl8rBG4qeodDboLchT7ZxTLYh5l1i3jpinbDOfvE/7GL9ovSrXPo1rjJf4BpqvsEVPQWA+RaXec5+kav0C1z69a2yX92KvrjFE24FzL/jZ578RJuy392KvrPV0/yLfYkxQvFdLf2m1tmnD1/V4l/oi55NfE9rcmIvVopdyOkb7Vf6kVHaVeZYjtXl/8v3zu+0qlp3yXMJ3zuvzvfOL+V755dZ+r3zGlZfq591ufWwPDl89fxKvnp+FV89/xFfPc/jq+dX89XzH/PV8zp89fwavnp+LV89r8dXz6/jq+f1+ep5A7563tBaa62zGlnr5bmRr5434avnTfnq+U189by59YX1D+sn1kF5WvLt81v49vlP+fb5rXz7vDXfPr+Nb5+34dvnbe1adi3rDjvPzrPa8e3z9nz7vAPfPu/It8878e3zznz7vAvfPr+Tb5935dvnd9n/Zj9l3W0/bT9t9eDb53G+fR7w7fMEXz1P2m/Zb1spe6m91LqHr57fy1fPe/LV817eKO831s+833kTrQe8Jd5S6+feB94q60Fvv/cP6yHvn95x6xFL/zWQYediOGhoNQka6jcJg1ZBW/3+nn5vr/Q7e8FAniH6TTa+n8cX9M5+PU//NU591ui/xKn/DifPPrD+a5y7zb/HqY9GktNAIun6KJKq07/GkCOzdq3Ek0aPJzPSROJJoydG9GRJ7NwhUaVfy79I4iUlUaURU4mIqcwX8qtI1DwksaXxUU2io1AiTCOjusTFLIkwjYls6w15LiMmahATl0tErJRI1i/hXyFRsF1iTuPgSuIgl6/fXyWxcMCqxazn2dVkvq9mpmszuz9mXuvIvPa0rmFGr5UZHWDVswfJjNbna/YN7BdlFhsyi9czi434dv0N9tv2Equx1B/NK+Sfm4/4cO+S+PDvPc/HX4yPjU88+0yNz4yeOd97FsQXx4uiZ0V8jTzrhXP+szm+I75bnn3yHOI5Aj4RLyl9Ai+oWM5TTdvLzxrRkxs9tYN68jQSaFbO0zJoHbQ7+3RB1jwF0ZP43nNv0DvoFww4+wwKhkbPiO89I4PRZ/saF0ySp4twzn+mB7OCufJofwt5lgTLBK+khXnWlqN9RLCR9iNKPRtsjZ6dwR559gvMKuc5LOM7VvpIq5OlT2iZ5/ueCmNh5WBZWP3sUzOsxVOnjCeiJ6wfNpZYKH3ErrB5mH/e00agQ9iVp4c8qYjfM+wj+OGzsVIU1AgfDQeX8wwLnw1HhWPCCTyTwxnRMzucL/+9SJ53wkXn9Jx7wuXB1nDV2Wd+uK70iby/MJiu8R1uInIXh9vCXRpj4V48cUDjI/xaqOOMNj88lXDUooSDdqNJIiVRgTkanaiayFYqkaPeT+Th6TaJurJ2xoZ1ZN3MTDQMChJNRPuyRIt4UaJVoq1E875EJ4n2ioluwclEIJHcrMeuRCbsETRLtJU4yRXZXom+if7BscTAxJCErkeN/2aJ5xnlPpmxWJCbeDHRXzSOTUyUtaMyjAhJs1Z0dnPjaxJTw8HB2vjwxEzh1xO5ifFDQb3EHKHGhscTC8TGxYmixIrEmsT6xGbW8hrzJHYkWK+JfYlD8hxJnIibR9ZqoiTp0Zv0lKwY5Car6ZpM1hDNh5K5ydrJeslGyWZB62TLaP3pCixItk7K6PSROKslb9vJTPdIdglrJQuSieS94Yxkb5ldma1E22S/5IDkIJmL/HCwxErrsHJyaHKESI+UZ3TYNdlPI5BRmrnKJ3YkYtRLyXECk2TkoiE5XfjrkrOSc5OjkwuTS8LqyWXJlcm1yY3JreJrJ7lT4z25J7k/eTh5LHmSGC8yc56yJNbeCXukYsncVGV5qqdqhg/rI+9qJXem6sgIng0nyJv64YxUY41TwYtSzVP5qTapDonNqa7B1lSPcFUqJfE4X8eW6pnqI30ukghdp+NLPRz0Sz2aGix+GZoaFp8oUTpAYq5F0Cz1bGqUZIGC1BjJEyOS7VITUpPjDYMB8f7Jk6kZqdm6riVmxFup+alFqXeSidTy1CqJUMkcEpG98U6B5KqRRkI0rkttEl2a7YhgJMkyRHDbYFJqW9A6tStIpPbKm5MiN0Ds2ZM6IFS/VCz1dTA03CTjPp46lXbSFciCUSZLV5W8JJkuuSdRIVEhnZ3OkTy30uS6dF66rvamPaUbBlvTTTSbCd6TbpJukW6VbpvulO4W1EvFTObS3CVjy0sH6bxwRjqjlqR7Scxo7MxI90331/gxT6Kt2D0iPVBzUnpIcnR6eDhGenle4ipf8kF+SnJG/Ej6xfDh9Nj0RHkzNT1TImNlek66U7x/vH96Qfhs/Eg4QXJqxfTiYEm6KL0idTy9JlyUHK1+D/rJ2tyYXi+2bk7vSI5L707MEUsHp/eF86X/hfGJYfP0mkRGLBsTLgrqpQ+lj6RPhLXSJRkvUzFTTfKclamRyc3UDiZl6mUaZSQbZFrKTrMs0zrTLpgrmhem1qVnBsvi/TNdMgWZRObeTO9MP7FxtOi2xK5lmQGZQZmhQb2MzFZmpKzjojA/M1rGkS+x0iMzLqyVmpDReV0iMTIh0TY9PFiYHJGZnpmVmZTsEpzMzM0szCxJDs0sy6zMrM1szGzN7MwsC5+Vn3uS0zP7M4dF+limYrp/5uQ9Vrjuntg9le+pfk/NTMVgf3iKaur6//uGbOx/zzdk+1oD+HeL9BvCVkGJZXf3rOzuljwxeSrLU12emt1r3ln5zsrda3Wv1S3VLdW9jjz1u9eH11ie5vIoL1+eNvJIu85OZ6d7B3m6du+qvxeu2rXqXdJHNU43FqcbhxONS83rcaLxOcXEqHmzOMVU4BRzESeXSpxcKlPzVqXmvZiatxpnlks4rVxq2dV6V+vPmGrpiaBglGUXjJGfE+TnZO+SgjEFEy4IJgvMEJj9AzA/gkURvHOBsFxgVTmwLoJNAtsuEHYJ7I3gQARfR3A8+nmqYEJ3R6CCQNVyIFsg5wIgT6CuQMMImgi0+C4wtvOge6vzoO1/AzoJdCsHgnL0KmTOg14XCH0F+gsM/AEYEsHwCJ6/QHhRYGw5MDGCqQIzLxDmCCyIYHEERRGsiH6uEVgvsFlgRzmwW2DfBcChSMeRCE4IlHwXenjlQMXzoNp/A2oI5JYDtQXqlQONvguM+wKgRzOBltH6KAf0XY/WAu0iussFQoFAohxoGcG9Ar0vEPoJDCgDg8pAqczQ6OcIgZECo8v0VRbGRT8nXQBMF5h1Xvu558HCckDbLhFYJrAy+rn2B+z5IdgosLUc2CmwpxzYfx4cLpO7y+bbKFeW5rEex87llx4nz8sfpTFSdl5L/R35KG6dszke+65NZ/NJ2RxQun6jtaV7RmnMxysXfDeme5v38eoCNQVqmRyh+0u8juHrmOL1BRqb/BpvXkCejOcLtDF7QLxDgcntOl6J93jXgrP5Od5DIGXGG+9p/BDvY/Kl6gQeFnhUYLDAMIFnBUYJlPq31J9to32ydA87cM7P6JlgdOi7uMjFZxi7vjdP583R2T0lmifGKntjfHZk2/xz7ZFvFf33bLPnMbZFEW9GGZhfDpy/L68rB7aV2V/L7rERsLeWwvn7a+l++T/ZJzsVfHcvDArO7YFl9ruzOUtj853op875qogv+SOufpQaIy5jiu+K+AvN/sG6PWzWU1xqivgBk4viX0fronQdlObFZkYPeW5QmTXS2OQt2kc58Htr67x1dTa/lNrfOPp5PJrzU2XaTzLrLZC6Jqhg7A7E10F2lMMXmjEEEhtBXtTuv8o/5+fx8mRKbS4vH5fC6DLwQ339V/l02Xlwfp4smyt3lsmRZfNhy6jt1ig3qQ8kRwdSwwUNDWhto/OtNU3QJOJJzgokRgONrah+CSQGg05RHpO6I+gW1ROSzwKJwyBzriYIekW5rKKpGzTPBVJf6R4dSI0VSJ/BEAHtU/uSPgLtQ+qhYGqUP6N8qW2pzUrrpsXn8ii6Ih3YODPKlzvKycPn5eCzNUyUh1WX1mPBHFPvBAvKtN9nxsN/D4zWiYwtWBzx+peBIeXA+bXgxHIg8uv36rpS2FwGdpwHpTXa/6Q2q1Hw3fqrdsG5uqtsjTUxaptbxifnrS1df0HR99dVsOJcjRVInRqsN7moVC7YbOI62GHi6WweWGfWlcYfP6WGDfZFtNSpwREDZddbcMLkiKDExGfoFXy/jhEIKxogHodEa0/yVlgt+lnj3BrUNRHKuMPaZdafrKuwnllvofgnlHwYtjR7TynoeDljrTdjDqW2DNtFuiV/hF2icUbyoeSfUPJPKPVi2NvkolBycKj2qPxQs/8p0E5qglBqwFBrQO1/tIlT3QtDqf1C8UM43fgrlNoulHHrOSFcaPwULjHyoYwxlNotXFtADaj5vzQ3hzLecGsEymtnYjvcafweqh/2mzgLDxs/6jyGx6J3J42OhGVyeULqpoTUPgmxPSF1TkLWbULqm4TUNYnGxr+J5lEek/En8qOfbUw8JKS+SUhNk5BaJpEqEz8Fph5ISF2TkJom8XDEj3JuQmqaxGCjX9dJQmqbhNQ2iVHnYvXsOSDao5ROjDEyiQmGp//eUpUVVfQL8P93V/a/5q7Mq++t1N+oOmutP1tWu0AgI9BLoK9Af4GBZX4OERgu8LzAiwJjBSYKTBWYKTBHYIHAYoEigRUCawTWC2wW2CGwO4J9AocEjgicECixrPaeQEWBagI1BHJNn+1r/8DPetHPRpF8M4GWht++9f+j7mvAosrONE/dKpCmSXU1QUITYoghxPanREQaqm4V9XN/KsRxCTGG2C7tOMQYYhzaGNYhxjaMcRzXJca4xnFtw/A4hHYYYxjXMbZNjDGsa1iX8fFxDDGu8WEdQlzCGsK6BIt9z3suirY93bP77Myk63m/7zvf+c6555x7zrm3TtG+gKXaxvjDqg/2UqAaqFH+B7oWqFNttesf9tluABqBLUCzU99O53otwD7goONvBdqBTqfeLuAU0A2cBy4CfcBV4Dpwy9GD0/RU/DAw6uirTrnRafnjQiSwRBOpANZqIhPIeajluCRmAQXvXE+NRWIuUKTG8h+lsx/Vcp4kSlX9vE+On9ebDh2IPdQc22znXsq60dHEMue+yjqWP9SJlcBq8R2zwzxmnjBPm2fNHqLXvGxeM2+YA+aQOWKOmROWZqVZXivLyrXyrUJrvlWMT5kVtgyr0qqyVlirrDXWOmuDtclqIrZZO5jejc9e6wBw2DpiHbWOWyfNEesMajtnXbAuEVesfuumddu6Y9217llJ22On2z7rtp1t59mz7Tm23y6xA3bEtuyldrVdY9fadXa93WA32lvsZnun3WLvsw/arXa73cn8RrvLPmV32+fti3affdW+bt8iBu1he/SJGE9gLpi9iQznk4nPk+wcfGYlChJzYRc5n9KETsTwkf8tSyxPrEysTqwl1ic24pnwnGtEMuy4fuMaE5pr3PVb4XFNakKkailaqkjTntYyRLrm057FbjJTyxZeLVd7r/Bps7UPikxtjva8yNJe1V4V2e6E+yPiPSkbU74gnvPmexeJ93oXew2xwPsH3nWiwrve+7IwvZu8fyQ+6t3qfUV8zLvd+1Xxce/Xva+LT3jf8HaLbd4L3l+KZu+wd0y0/wtumfw/jhr49yqnxTwhzGsObgADDoYcjEyzJcaACcdGnKUp20pz4HWQBeQC+UAhMF/FWsVOvPSVTUuHHW04qHx4TatKpfEUmIe19HA1ybXUw8/lR9aU+hybWlvmgOU1h2BhhZk9zhqTq6zMvIZVVozraeKZFCvFFiLlByk/EJp3lneWcHuLvcXC4zW9lkjxfsT7e2KGt8q7SmR4X/KuwX34rPdz4n3ejd4viHxvk/fLYra32fvHotB7xntGzPF+3/t98bz3jveOmPv/uXaXKBZlD//6aOE+8YxZYM41ixa2mKWmDsTMxKIN5rIXzi06aS43V8pfHn3VaNWMlKdSnhLC91nfZ+F52fey0Hxf9H1RuH2bfZuFx/dl35dFiq/Ft1/I/yvvgnaDb18W3r7EQr/QpkGmXY9B+t3TIH1Vxgmjx+g1LhvXjBvGgDFkjBhjxoSpmWmm18wyc818s9CcbxabZWbYNMxKs8pcYa4y15jrzA3mJrNpkcfcZu4wd5t7zQPmYfPIg/yj5nHzpHnGPGdeMC+ZV0pKzH7zpnnbvGPeNe+ZSctjpS9qtHxWtpVnzbbmWH6rxApYEcuyllrVVo1Va9WZ/Va91WA1WlusZmun1WLtsw5arVa71Wl1WadQuts6X5SF9uFjXbT6jAHr6sIO6zoiby2utAatYWsUOeO2sFPfSk9dx86wM+0ce5ZdYM+1i+xSW184ZsfMdXbCXla81V4u67VX2qvttfZ6o8feaG+2t9rbzbRF9fYue4+93z5kt9kd9rGp8XvTOD4+no62T9inzaP22anxtXvsXv+ofXlqHO1r9g17wB6yR9C6MXviQf7U+Do6oSXSEt5E1tR4Pz7uidxEfqLQXDGlp677+LjLcUnMTxQnyhLhhJGofDDubzHeiarEisSqxJqpcZ/SU/4Hel1iA2reNHVfrPREE1p+G7Pe7Yv7PopZv8z3MfGU7yXfS+Jd8rdSZy2s9q3GWljj+zTWwmd89SLVt973eZHu+0OsjgzfF3xfEM9gjfyR8Pm+5PuSmIk18orI9n3F1yye8233bRfv9e3w7RR5vn+HVfN+30HfEfG8r933A1FCZrvTD9fpvDuiytxobja3mtvNXeYefKTcT33IbIMuBfj2ENvj7HgyrzcWY7T8nMC+J0up+F3IkfVdQ4034B+Az3nHQL0j8MjPIUsz2/COkIb6UbusOzZrqm6zF3slEMN/Zht3iqX/NKPj6U/JEjMwOvKvh8XcS8L1BKQ62uNoN6BNy59eLuUt6vhYfMI4bBwBjsI6Hj26oNY4uaA2uiF61DhjaMY54wJwCdYVI83oN24Ct2HdiXTMW7sgfd5a467hNe4ZWUbS9BhJf4+RZaYbuabPzAbyYM0250D6jdx4wsg1mswSM2BGzMC8E4i0jNxIhrkUqJaRRv6CRrMGqDXyzbpHyyG63mww6yMxXqEw2m82Rvvj641Cc4vZXHzE3Gm2GHfMfeZB1Jm5+Gok02yVdcbPmu1mJ9AF69Rjbemed8I8P+9EPMMoNi8aZWafedXsW3TDKIvVGWHzunkLiMAajF03h81RYDyaW3zE2GQJKxXIMIyo16i0Mv37rUwrx6hc6DWq/B3WLH/H/G1GVfSCkevvsQqAuexfllVkNlhFTh9WWKWWDsRgJSK9kQxrGbA80hvrNHKtldZqayXuhiz3zlOPtNpYZa211gMbYW3G1bda262t8/PVPbJ2WXuA/SxXaB2y2oAONZ7zYtYxs8U6ocbTOu0fsk5bZ2Wk1RM9Z/UCl2Ut0Vzr2oI+65p1g63W5hVYA8DQm+eLNWKNWRPWmHHb1ublPDp77DTba2fZ3li3nTv/7qNzKTJi59uFdr6/x54vW20XF3vtYruM97bHDtsGUGlXxdfbK4wme5XRFC00mmIee41dZa+zN9ib7CbTsrfZO+zd9o7oDmNH5DRml8/eCxyQ8+zRco/Ns8dS8VlWR3yWffjNc9A+Yh+1j9tHY+ftk5hZj8xI+4x9bsFB+0Kk1L5kX3k0FT87r8DuB25yfv4DMzJ23b5t3wHuqjlonLHvAUk5BxOeRHrCl0i3MhLZibw3z8HEbH/P/CtPnoOJOZiDqXIOMuVPlCQCMpWIyPmZsKxYYumCceZVJ2oStVN5iTnzJqxUmRfpTdQl6hN11mk5C2J9iQZrGbA80RjrNJuj2xJbzJZFA3IksHs+5fuQD98QfXN98/FWtdBXImb4gj5dvMsX9lVgx4z6YuJZ3yd8nxDv9q3y/WuR5dvt282/EnrW2XdrfbXYd+Xuq3H3dXP3ncHd92nuvu/i7uvj7vssd99s7r7v4e6by903j7vv+7j75nP3ncvdV/57QDtdZ/h3PHy7+1AV4XL0P4TpMVUVRnxOoYj74yXxQDwSt+JLoyvj1fGa8Nl4bbwuXh/oijfEG+NbmG6O7wx1xVvi+0K1gVPxg5Gl8dZ4ezAR74x3xU9Fd8W74+fjF+N98avx6/FbH75QsTd2Jz4Y2Rkfjo+GauPjFbsNERVG6nTEu40MI9PIia0wZhkFxtzoNaMoVGuURlcbuhEzEoUDxjJjubGS7Ztq41Q7gQ9dNFbHqyt2VOQba2Ubw3uM9cZGY3NF/odvyvZKGFuN7bLdU203dkWLJFB2T7zT2C/bjrYcMtqMDtl21W7jmGx3pM84IdsuIW0J47RxVvYlMtvowR1I8xX4CnDHn/c9jzu+wIf3aN8SXwDzJuQL4Ukb8UVwxz/u+ziety/6Xvwne3eJiBV8dwlIDuIPFgmhH3kImQ6WPgrph9Zip2KnHnnrWua8dcl/iUZDT17km9Egv1vE0B/X7MuEOzDwwHbFWqg12vuEq+yucMMWErC95YPYLeo/NAbdEKuPNT5Zz7vhpLe8jW529M630Fve4k6VPrhTT/FOpfNOPc07lfEW757y/+Zpefg3dB+4QrgcZEdPRE9Hz0Z7iBPR3ujl6LXojehAdAh6JDoWuBWdkP6YFkt7R/BGr0nttCaO1ti+BHpQ6asUbu5W0/vlfzAD3U6/ZA/SeR/fzX5lsR8z0Y8asYNzJCzP6D8ARC4pSPuF3UJEa1U6WgfUK3+0AWgUGdHKaBU+ldEV0VXQayAro+ui8q8LZ7xNi+QYp7MtT/8joyXz9Em2eQXeykV+Ddp396Euvazs0hG0/yR891Sa+bAjSWWXoS9R3Lvy1dDpIjMiIj14u7kcuRa5ERmIDEVGImOwRiITUS2aFjkU9UazONKFznNhHlq30LcQ37YX4emQyqdDOp8OGb4Yng5ePhee4XPh2f+Hki6RK2azv/wb1PevI1yReq7FT/pq5Bs/9hKXdkMbx2zI0K6KLvSz2oHsdy21K1LnpB9CQz1vZ0/3Pcn/aHzDA1te781oRN6WaWWbHyu/84lteSftfLu4t2q7iLQA+6alD07TrY9B1tUOdDrjWvsvdIynl318jLt+Z8bYFRoOjYbGMfM9malYpCLTzqwTwRwtRxefygnnvCj2Tc1/r/CWIC5DOyzwHAtVO8A1QrWOfhSuUP3b2tN9T/I/Gt8wzd4yLab5sbidT7zmO2nP28W9VRtFCOMf2jctfXCabn0Msq52oNMZu6nx++cYx+l4fBy7flfGUbsWLHvuWDAcNIKVwargiuCq4JrgOmBVcAOwiemm4DboHcBuYG/wQPAwcCR4FDgQPA6cZPoM4g4EzwEXgEvBK8H+4M3gbeAScAe4S/se/EndI209XfcpDWQj9gp0XrBfz9Nn63Ng+/US5vv1QPCKHtEtfalerdcAEaAWqKNdD3+D3kh7i95MvRNoQawFvQ/5+/SDeivsdr2T+V36KeR16+f1i0j3Ad3AVeA67VvwD+rDtEf1calDAkhF7HnoDP1iKCOUGcqBPStUwPy5oSL9fKg0pIdioURoGVAKLAdW0l4N/9rQemnreaGN9G0GtiJWh96O/O2hXaE9sPeHDjF/f6gNeR2hY8QJ4DRw1klL9EyzT4R6Q5enpSWuOVr6b4QGgKHQCDAGTAA3whqQFvbSzgJyQyPhrHA+04XAfKA4XMZ0GP6BsBGuDBuhoXAVsAJYBRjhNcC68Abam4D54SroJqa3ATuA3eG9TB8IN6GOw+EjxFHgOHDSSUucmWYfDZ8LX5iWlrjkaOm/Eu4P3wRuA1fCd4C7sO+G7zGdrPCE+yvSAR+QLeMq8sJXKmYDcyr8FSUVASAC+CssYCnspRXVTNdU1ELXAfVAA9BYsQX+ZmBnRUvFvoqDQCvQDrRUdAJdwCnqbvjOAxcf5O+r6AOuAteZvlUxCD1cMVoxXjEaEUAq7OFIBpAJ5EgdmQV/ATB3Kh+6CCgFdMbHIgnYyyLL3zFWRlZH1gLrIxthb4YtsTGyFb7twC5gD7AfOBRpi3QAx5B/CHEdxMbICfhOA2eBHqAXkG+r7xTL8Db7JKh33SHosciEtKNaZABvvPBHvcofzZK243+LeqK50fxoITDf0cXRsmgYMBxdjO8GYcCgLntTfBW/RazAtwil1wEbgE2AzGtCuW3ADurd0b3QB4DDQFP0SPRo9Hj0JHCG+lz0AvQl4ApwNNofvRm9Hb0D3HX0PSAZvR3zQCMvlo5Xb4VsIM+xZzt6DuAHSmKBWCRmEUthL41V066J1VLXAfXwLZXXjjVIxBqjl2KNsS20m2M7qVuAfbEt8B+MtTrIBvIce7aj5wB+oCTWHuuMdQGngG6gPXY+dtFpSx9wFbiI9lx3rnsLGASu4xrDsdHYeGw0LoBU2MPxjHhmPCc+CygAMuNzaWfGi+KlcR2IOXo6Ek/wLQOW014Zi8RXA2uBlfH18Y3Umx29nvmPxmxleruDXVLH9wD744dgt0Ur46uBtUBbvCO+kfqYozuY/2jMCaa3O9gldfw0cDZ+CHZPvDd+GbgG9MRv0O6JD8SH4iPAmKOnY+LNPkMD0qRteI0sI9fINwoBac83ih9D2QM7bBhGJVAFrADCxir6JNYA64ANwCamm+iT2GbseAy7H9h7jQPGYUDqI8BR47hxEpC/iJyDvmBcMq4AF3i+fcm4bdwx7gJS3wN4em2mmz7TY2bTzjNnU88x/fCVmB48x6sBi7qWdgOf+3i+mwG92sS7QSiTOC+1fKZDD8rnuHxemxZi8B5hVps1QK1ZB11Pu8FspN5iNkPvBFrkySvQyl9C9pld0ePmqehxPWJ2m+dhXzT7iKv87aDPHORvHeNSW8Ict1KtDCvTgbRzgFnIKwDmmu1WEeqVsfLXjBiQAJY5tsRyYCWw2rHXOvnrgY3AZidO/johf5PYDxwC2hxbogM4Bpxw7NPAWaAH6AUuO3HXrBvWgDU09WuDhK1BD0jI3xkcW/qz7Fwg3y6EPZ/5xXaZnWZN2Gl6xA7j3aoa71mteO9qxTtYK9/XInqrbSjNPPnehvtmV8JfJdP2CpRr5Xtat70K71LVoQK8X10E+uR7Ft+xcuw1SjNPvqfhvtrr4N8g0/amUBHycJ/tJueXi73AAeAw0ETI3xuUvZf6OHDSPgP7HNMXUO6Ifck+IvtrX4Gv375p3wbu2Hfte3Yy4bFvEul6a8IHZIdyEnnAbORJzFG/BeCbXxq+IabjG2JGZqFIyVyAb4v5/LZYgm+LqaI6Jy1ntvhkzvP45riR3xx3yG+Vz254doMQz7787MvClfnpmeVCk//MkvZ3wpWxO+Psw++TCzUHaYDX0Y/CtTD3be3pvif5H43Pn2bPnxZT/Fhc2ROv+U7a83Zxb9VGsTAMGNPSldN01WOQda0AVjljNzV+/xzjOB2Pj+Oa35Vx1L5UPrIgo3ysfGJBUflEQAPSAt5AFpAWyA3kQxcG5geKgcJAGdLz4Q8HjEBloApYEVgVWLN4dWAdsCGwKdAEbAvsCOwG9gIHgG2Bw8AR4ChwPHASvjPAuQf5OwIXgEvAFZledDfQD30zcDtwB7gL3HNsiWTgdtADpDu2D8gG8oDZwBwVV7Q96AdKivYHS4KBYATaQnopUL0kPVizJN1fpXSwdklJsA6oDzYEG4Etjm4O7gy2APuCB4M1wYP+KqWDtQs2BuuA+mAr4lqD7Y5uDnYGu4BTC0aC3cD5BRPBi9B9wFXguj+N/lvw3/JXBgdhD0v41wW7kZZgvJM36l8FPREcRDmZJuiTdSMuOB4cLBcyrQvUMSjLlZ8GztKXCmQsmNAzoXOAWUCBP43+ufDP9VfqRbBLAd2/Tk9FWoLxTl7Mvwp6Qi9COZlOAEX0yboRVzauF5ULppehjiJZrvw0cBb2Bn05sNLfpK+GXgusBzb6t9G/Gf7N/nP6VtjbgV3+m/CfI1S8ytvjvwLdBGxjej+wlT5ZN+LKc/St5bOYPoQ6tspy5T1Ar75Vb3thg962YEzv8Gv6MaANOAGcpp0Lf75+lvb80kzqMiCsH0OZNr+BfEPv8VfBXlHey/w1ei/yemD3OFrW14N6UAdjLyN9TcaWDesog3JVqKcK16/i9dugbyjNPNkOWXYA9pBMl6fq0i/rmvKN6GP6BOqSbR3xayENSJN2yKtPhLJCubTzQ4XU84Fi3IMx6DLkl4XCIQN2ZaiK+Sv8u/WxUBh1hB0t6wuHslgHYhfoSK9i7Br/bthVKD8RMsrPynroN5xrGsyT7ZBl1yG9gelN/t2wUdcDX1uwGzhf3hu8CN0HXAWu68fov6V3AD3BQdjDeluoSe+Fv4dQ8SpvFOUHETuIcjJN0Ie6ZVxoG+whmdaFLv2y3MADXyqQgbmRCZ0DzAIK9GP0z9U7gB69CHYpoOu98PcQKl7lxVC+CLFFKCfTCaCIPtTNuAHYQ0wv06VflpvyjejLgZX6hL4aei2wHtiI+yX9m+HfjPuyFfZ2YBfu1XKkJRjv5O0JVUFPYJ6fZXo/sJU+WbeMW4f0BqYPoY6tstyUL9iwZDS0A9gN7A0dCB1eMhpsCB1x9AGZPz0m2ODPZfqog+Pw7QydBM6EziF9AbgEXJF2qD90k/q2o/uZ/2jMHabvOkB9oXuhZOhe2BM6F04PHly8OuwDshevDh5ckhfOo57j6DyZ/1iMX6YXbFQIz5Z6SQSwwnOQ9hePh0uAAOBfUrPER13r6BrmPxpTx3REYYn0RZbUAw1hq3gw2LpkNLwUqMY4tIYOhGuojzj6gMx/NAbjJ32dChy/Toxfpxq/cC1QB9RLO9QfbqC+7eh+5j8ac0emH6svGeyU44f8xpI7wF1HT8e9J/iS4cYlHtpblrQC7Y6ejs4n+LqAU9Iu31W+p3w/cMLBofK2cDOwE2gpb1uQGd4HHFywHHo59Ei4FWhfMBHuhO7yV4ZPAXg+hvFsC+M5SLubMcgvGw93lwum+8pPwz4b7vZvCLcC7f6m8FXoLv856HP0XwS6HbTLvPIclJnFdF95D+zeMPaccCvQrneET0F36T3QPfRjHwljz6HdzRiZPwB7iOm+Bzb6AbTrE+Gr0F2hcPgqIP0XgW4H7cxbF+4ObWC6b8pe2BK+DtwCBoFhYBQYX9hSIRaOVqQuHEX+KPJHkT+K/FHkjyJ/VOUXba/IKNpfkQnkFN2omFU0UlEAzC3Oqygqrq0oWjxWUVqSX6FXxCoS/5ffbVJmfmZmvRAzX575mvDM/N7MbhGaef494yKe81LOS1qTcImfaj8RklFSsgEdTkkRkmsnS/6b3WQe0qRH+wX9LdKv2IYkVZqQXHHSv0rKlMtSevz03PVckow1rKeB/gIyDw1KO3UjY9ZSJlj/MGsbJQNQjcMGVCAku49kVTlMz1cdxiC/cHiGxG/IRVT5kElIjJNbKIs8Q52UayX/kOuIrE3rU+xEys/I/bQ11jBM2UjZ4W6Rf+uL/2QbYGvbyOuzXDIPaT3kBCqhXeL+G1kD4yfJBvRuh5cIUvxcxqQUs4Z7UrqrWdYg81BAelzv9hyS48BS2WQSmsOYww7zEGRy76RkhKqavCQ5EmjXyLZpfdJ2mbRXMteg/Qbta4zcQjuNdoC5P2Spcfr/jP4C+v+C/lLac5mbSvsztP9E1SBt108YOcTczcpmbqZqGz23kpKhZz5jMllDEeUa5l5Vkrm50k5WT45hnhRKj6cw+SrGoYK5XUKy1vXT3pZ8XY6M9Lif4d2JJr8tR552mDIplsoZyHp8UroWyRhtRNpinDEHWNt/Y+4R2c6Uy4x3MbdNXsWtSTv1ffR0Mj6N8W/IXNco7T1JMkgxpjr5XdlHaaeomdNCOZdyu/LIlni2srZG9msf7QD7tYaeDnrOsF+/ZKlvsEdNvOJs9uUw+3KBkevpX8eW7OLV09W8lXWmFDP3HOVBtvwI7UrG97M99fScUtdl2Wz6z9PDO+K6yjFJOFd8jvVLHimv6jvbc5uROWzh15JYuaJbSnc+Y947OQ5Ps7yu+A3buYG19Tt9l54G1nOdMbeldIdpX6e/lTPqGK+ylVcZUHeBspTxTdLvnqBnOftYlJwgJ9yEHDfKXVK6hihv0pPHmNu0M+k/Rc8v6VlGGaD/nJTuOEeghPerh23bzKuv5XVvcuZ42KM5av5MfkLOZLYnU3rSsqWcUaNmqRyl1BzG35Z2isWYDHpWqnkry3ryVA1yprl2cPRqkpJfbT1b2EE7PflJObuSkrHs3ZTLWKqHo2fSXiMjXaMsVUR7jJE9rGEP7d30X2Wve+kvpOfXzP06Pf2s7ev0VDDyV1JiR+NMYN8TbPlS9uLnbMNNecdTOQ+1fbK/njtSYnxeZ19e50r/Nlso45Oswe/czddZQxvZaOTKzeK9+AhzA5QDnDOXWWefM2JqHGSbDfbiJkcpm/53UdYwcr1zxQnOwwnO57ucGypSjtgsaWPfuMsdQMbUUu6h55OMzOW1chl5iaV6GHPQmV0y9x7nzzYpXUlnl3uOfq5W3n1drW61v3EWDYtnuE4hZ+RxFnHHcA8yvo6Su5znOMd8RF7L3ZH8GWf+Xc58OX+WOzvPXc5qNbaytX1sv5ppuzgaQ4z5Dv3r2fIE7Y/Sf4Q9ukq7k34reYV3to12A0f7ruRg4BWXOftMsXyX4J06wTv+X+hnj7Tvs+wZ3t8N6i7LGKwUcuyxd+rZdFjddzluYr+MwZ7zOuuUkdlqB3Z26efY09fZU1nnCY5VlrRTZ3NUG3mVQ2zbIdZQ7ax0Wc8qzroCytVswx1nx5ayhvX3qp0weYB3s5g7/362pJjxgs8IWed28tUNizqujjp5Byc/BnsF7/gQYxrUTs527lajp/2Y6/d1zkzZr7PqycjIV+hfzj7u445dTc9sPgvUOHdQpjE3n/2Nsac3KFsoJ1izwbsfoZwtZfLA5C3huv9XUqJV1XJ9seW/p55NbMmu5A/Jyiz/spTP3JRmti2fkdVJvv+wbJ6YhavnOu2fRcY7+a8HpFMKz07akIr9TggyTCjuMcV4p7juFL8dOe0cNjsy2CnuOsVXpzjqFDudYqRTXHSKf85hniNvk+KZUwxzilvOYZVTTHKKQ45cYooxTnHFKZY4xQ+n2OAUA5xifVN8b4rjzWF3I6Ob4nJTLG6Kv81hblNMV4qtTXGHKIY2xc1GfizFx6aY2BQHm2Jfc3jXFOMa+TkUy5riV3OY1RSnmmJTI4+aYlBT3GkOa5riS1MsLBwrxY6meNEcRjTFhUYGEcV/5jCfKbYz8pwphjPFbaZYzRSTmeIwU+xlirdMMZYpljLFT6aYyRQnmcNGpnjIyCOiuMcU65jiG1NMYw7HmGIXUyw4HDHFJeawiCn+MMUcpmaIYgsjT5jDEEZuMMX75XB9KZYvxQioOL3I5qV4vFLIBONwd5G1S/F1KaYuxdGl2LkUL5fDyMVSacxV/FuKeUtxbjlsW+TZUnxaiklLcWgp9iyHN0sxZpFhSPFgKQYsxX2lWK8U35ViulIcV4rdSvFaKS4rxWKl+KsUc5XDWaVWDUdAMVQpDirFPuXwTpFxyuGaIj+Q5nBK8bqKCZL8Lg6PlGKQUtxRijWKfFGKKUpxRDnsUGybYoRSXFCKBUrxPznMT4rziTxPiuHJ4XZSrE6KJ4lMTg6HE9mbFG+TYmxSXE0OSxP5mRxmJsXJpBgcFQ8Tr+5wLynWJTXTFKOP4ljiHVS8Sg6jEu+aYlFS/EmKOUlxJjlsSYpTkKtDcSM5rEiKs1AxIbE2xX6keI8U45HDdaRYjshjpJiNHE4jjp7iMVIMRoq7SLEWKb4ixVSkOIocdiLyEilGIsVF5LAQkX/IYR5SnEOKbYi7mWIYUtxCDquQ4hNSOwDnm2IPUrxBijFIcQUpliCHH4jMQIoTSLEBJV/0xCFXSrbm5NO002kvor2I9mJPArIkZRP9a+j/Ju3dkMUp36WdoK3KLqJdxbILIf30l0huadQjyxaz/lWexVKmvEhm1ibYWZI9PZmVInl8uxjzLXnd+7Tvv8E2NNP/OdqLaS+mXaJa68gmypcZgzrv/9wzD/Km06N5zH2RrWJPPeXs12fZ8nXSdl+jncZcwVKv0fN5lv0oPc/QrmDZf8PanmFLKihTGFPKmLWQRbSLaBd7AvTX0y5lDfRTLmZuMXNf8ASlTPkcWxJgpLQXy9MYxKhx2M3azrC2BO1vMVLKhZ4OxihZRlnNmDrWf5L1y5F5MaVXzofUX8r5QDud9iLai2gvTnlV9i71JP0N9B+l/ZK8eupO2j+iPUz7jrRn5LDsaTkf6C9J+Qrr+Uv24jecCbL9q1KvyPkwQ/YiKzUk5Qx5la7U9XI+zPiKnA/Svv+GtJPNqV+T82HGiKw/dUDKGb+i/VNZ/4xB2r+lrWI+RrmYkb9PWSdniGzb/ZuqzanfZHwbbVVqiG0epb+Afp+UMyLsnZ/yV+zvduaeoJxB/wuMjPFad+i/yDqL6VEzQXnGmfsi43fxihc5SuOUr/DqUUZyDs+QkUW0i2gXp16g/x7teaxH+QvZkhW0n6f9Kdbzd1KmzaDNOZ+WxtwX6flT1vY9OUNYwwusYRHtRbQXp/4rxv8t7WzKmSxlss3FbPMa3uVX2dPfMJdtS22n5yXKH1GOMvc9ct7O+A7t46yzm7aa539N+Q36T9C+TPvXnMk/ZmvlPFw8+ZrkBZ/8z7T/Sl6Rsnjy27Sfp5SRRU7ua5RtjG+irWQO5dfpV2WP0T7G2jopf0bPz2hfY4z0L07myzbcn6TNe5c8KHPv/0JG3ud8SK6nR67oxfffkO1RnuQrlPmULMUaFt0/z0iWvc+Rv/8q7QHW+UPaV2kPM5ez+v5P6Pl71oPZqH1afpPSqvitgd+VtCXSIz6ovh/Jq7t4mqfx7M6lTucW0v4mJU8Fxb+nzZMlF+sR/5WS34tdRyl5LipepeS3G9cHaP8HyiwpJ/+M1+JZh2sv/X9KP7+Du8Yo1bnWLyh56iX+gvL9jORp5KRqLU+NBE8IJ39CWUs/v0OJ31Lyu57rZ5SfpKeP8hOUv6L8NMvyfCn5+4z8OP38li14vjT5Y9qqzTPpUSe6PNNz7aTkiajgWZNLnUtspIc9muSZYZKno/e/JeUEzyIEzyIEz/Qmf0rJ78uamzV8mbkcGfEleljW9Rw976H9J7Tvsyy/RSb/N/1vUL7AXHW+sYSSpwqTMUbSc5+nwa6XmctTkUmOv6bG8xo9PId0dTOGJ58ufsvmAa5L8DTVxW/f4quUPFnVeBrjukX5Iv03OcfU2Ttrc/1HSp6daqrOVyjZBtcfsJS6L1HaXYxUZ2Kz6OdJiJttcHNWuHj3NTUPOQNd+ZQ8JXbxjosblKzfpU5BG+nh2YvrXbQ5tpPskeuj9PyIkrVNcma6fk7PFcpPUfLuC979SZ4YJ7/ASH73F/+JspKSJ+eTTzOXNbt4ki84W0SIvbDp/wElf5UQ36efc8D1DXq+TskzE/GXlOpOvUb5OiVPv8X/oGRtgit38o9pf5tyCyVPe4TqlxqTz1O2UnJeiQ+zrFojL1H+kO1RK4s9En9NyRk4SXtStZzj7+H+4OYZr4st1NSew9mrqXOkbbQ5M12XKNlT92fp53mv63uUH6HcTMlzZjfrd7FH2jx6uM9o++nnehGfoU2P4A7g4im0xh3A9Tzb+RQ9vNcern3tu8z9W0qesGmcb27+uuQ6zTvO+t3cqTSu+kn+CiP+nJ6TlBHWqc7xeMdd/J1CfJEeta9yPWrsHd68pc1V7+aO4eLvDq7/RQ9ngqZ27/9JD3ctTfWRu43rb+hXNfyauV+jn/dX44mchzPZrWbjcXq4V2hcLy716xLnsHaRueydmzu/S51MqlNHznaNMy2Fq9vN31Y07jke3lM3V5mHvdP+OyXnsJs7huD+4+FM0zi7NP5u4lG/2nA2apwPk3/uzA28J7jVHH5N2pNq7ZTSz90Aa+EyZ4j0qHm+XtqaGts2Z7bA4+FzSuOzD6sGHqFmYNKZOfJ0d7mTK8+9v+vYeBYLtUv/IWvgU8+jZoKaq1yVk2oWfYst4b6H9XiZK2UEfq5TjWsQnmGuL0iPenardSQ4DpyZGvdGt7o7as26nZkg61d73c/Zd650N/coD+NTudY0zh+Pesa1snc/dWxcN7WcMXz+erhONT5PPVW0qzg+fFq51Vrj3XSrNcVfGN3c8Vxq5aperKZUv0WqJ4Va0fwFxKV+qeSK1j5EmzuVi3fKzd1Y4x10sR433yXc/5YjpvaBIsaouc14198zhrX9H+6+Bjyq6lp7n79JxPB35kzmZP6YGSbJJHMCFBERERERYxoRMcUUESONQJFijIiIiICoFCmNGCMXkVJALsU0pkqRUow0Ui5FRMqlXKQpIlKa0hgopVxKk5m71ntmSORp1ed++PS5H5v9nnfWWvt/n733yczeR/oV+CfQYhZT7NEVc7p8O3A95E6UFGVX0GoyUlHsOcu+R/CtpdoTEtxBKr6vVI4CcXermOkU+/tTjPMqVibyVZCj1RTc+5I9UmHtIWMUUr4H+U3g94CjZypoLxkrJQVztIx7SsE9peDeV/EdqIw5VLF7DlY+cfTnBMarBO64OPpJHN9RxrEyUezawNpGtr8rQV3FUVftmFPiaOV2tFp7H0gw67VjzIljHmxHTuIYtdoxzrRj5G/H94BxjGDtmJ3j9kxhz0dYyyXQUgl7rYheGscsH8cdHce3xnHMle24j+Joi3gF7O1VFsbehL2SwfpBYKyOo2biqP842qsdPSqOO6Idlu34XimOHhsvAI4G2nKsQNqx/mzHPZt4HfELcQFYA9zF+Lft4K8DyyEZD05PPbQuh6V0O3JLPPFntiSswfqZJb8D/iEZ5wIe2/l3I/LkeAZjgp5bxV+VhTzn2khtKElFju8RTqDVhCSa0vgXKU6b818PRCL+GHN+yiZke2f8I/C3gd8GTgW+hbD9EU8EMbwP+4XQ/hRyGZKTkFQAH+K/tFN/l5Sn4/eD0zOgMirxMnPtMeD3gGWw0aHtDsl0SLqB3wEOSft5SDRIHiF8KD4CEgXo43TVCYzxkcjnOsbE95CfrpAgh1o7bBzQ9oRWhiQd2t+DZwC5vZraz0GOksbHAidCci/4k+D1jHTHswS1px6F/CXgDOCz0GYhXT8kSyDxgj8I3gtoW16BeP4MjvaKPw3JH8GXIdRgLjvN6lwnd6KeP0ZNPo06Qc1rw4HfQB2eYy2tU1gyDng95G2IYTz4CcRzBpJvoZ4HQfJr2FMtyar6XcLr2vlbKhWtqXK9ySr/ZYDwSv7rZVI7BUh9TM7hv3TJ1fFTjNwuco5WCFwE3A1tAng3JGvB7wHeB8k14F8HzmFsPwr5W5BUIZWRiL8L5GOBLwIPQe6B5UxIfgI+C/xm8EnAlxDz3yH/JSSvodRvotQPo0TPAM+gvDcATSr12aT2EeBfSTJA3UO4JrGRufYXRgf1H+nDeAvwdsiPsU38ZmhfBD4HnM9Px1x70pr2v8HmDg7VTjHL3bXr+EktsYN4Af9dSO7u+AEkOiO3nVyg8Xfr3eMPw+Z14KvAl4FRhHoTNuDcnwl7E96j8q/OtsS/j3q4E9gInM7y9lPQzuTRpt1uQe5pOnqCrr0N/A3wHdY67oM9WtbBvegG5Q5IYmi1xcC/AV9F/HugdSL+Ysi5p6XznS7rPJ5Qihng58CXw/5qcLSI8mPCShrXqQVpLSbJ76HXVWslkHBZ3ovPBvaC3AKOAO4DBmG5nlH5T8TwOORXQ47+qXUFZgPRozQJ2meRh3HIgwGkUIqs3kJYkZgEzqNiRfxt5lxjxH8MHAPtGcj5O+gslUYY5frEHOb8l3DCC5wfdRuXN1ku7pPVDhrZpFMskaL23dfO9Rzlv+MRbgHKwDog98wi9WVGbimaO7wcQ3wJJHWQ9AR2hfxrhPO5NqQtSGU++uF8/tsd1f/j4PnA7wKfhjzIz1yqhfxMZa4VAHcBc4BvA39BNj+i9QuPYxMxXtUBHwX+Avgs8HXY3MmzD/coaT7y49SizOOvQl4DXgS+APynwEGM6ivIWzVzRxb4teB2z18HzEV+cpEW36Hv81hNrfk6c3U1JPOAf2J5O9LV/o4UM4A/RD1MBz6J+Lsj7CrEw7/SfF/5NSSIU+MxKreNx8zl6ieMCR6v7tO4n9/nuJHwg3hP4FqMM8ORt3sxVvdk5L9MEh8L7I4UA8jJu4z8d1oqlwnJJ+BPAB2wrINNGSRPATMh2QOtB33ABD4BRH+D5Sm2pJniA8bEeK43HtnkHzn4V6lunmEJVyDPQ5HnbyKH6cjzOfDbgHwycz7/8lNt4D4vOVX+huvf7fZV+RcX96ppPBrHz2FMXoR5PI21yRl/HPBOrE/8WJ/cgBnzL5DfDSyBFjXDd5x0L8+kFOcdjG1cM2tVnkOf5LWNtFbj1lmLe6GMLaW9yE8Zf3Mk7Y2/Bf4ptDuhfQCSMLSPgNNqUO6p7EWcf2SuxYAvot15/Lwu0Q0lakN/eAzynyBXheAHoD3N3PE4JL9EWSpRugvgCvgjiGE0wqKu2vuhp30L8ncgqQQ/Bh5FbC9B8jH3NJV/nehI8JrzA/U1vjeVH7E2sY3l/Bd76s8Ktzv/nlm8yr8Zk07xmE+SR3GXPczjhoKRhOdr0mIs4tWRVMO1p7ym8q+AXmNL5RjXgPizxvdsRaKKuaOAkb8Lk2ocTuAE5PMG5LMRcdahly5EusMh+S5wL/AeRtyJp3huIpwCfAx4CPghWp9/EafGJ0OCOS6uIU4ZklsxszwH7gPuAb4Km9PgY4G2/UvAFeirMmIu4ThV9MP4d7CW+wvumj1ce+qPGfk7VjEdfalIrYL9TNgPRQ0/Chs/MAAJn/P2vIpeHbdX+M8DDwN/ixXsFGiHQDIIiJUtrw9JixLJn4KPQWw8Ypxq5zXtq0oDcBlyOI3z1s4zSJH837Dn2F5tnwHttcDBkLyFUGsR8yn0nO9grLuXucotcq9cgzphSZ7yHu4RWzsfefsEeBw4DUgxSI8pdL9Ldyu8XlqW+A/0roXoXc3o+f8G5FFuvv3MwuOeMkP5DfexxBPM1T+hvx1grn0L2p2MiQeh/QOjrY1HUBsSauMwo7IdLeLi1VG8DO1ut/Iq3CMzcL88xaOchvVMcoVzJywXA/8GtFc4H0MbBZ8BPgha7pm/Rh/7La8QKP4M8HPgy4HD2D7ZS7+BXMmQ3Artc+A+INZR6KVb0Eu3oJdu0Wz7l4DcSx+I/x5I62HJj1WrP86/wH8AK88BWHk+wCtDal/qq5KTv5miHngFOK91ndop9BDuq8+3/xCWVzHyt5yisL0G8uGw/B36cB1sYOngZ5xrYPMq29CTbDokaznORF9C0Z4HDAO/AXwB+F3GuA/2q9DuhSxpex5300igA/GkgacDM4DlyPM58LHAicAngdcDC2EzBfzbwCzEZsfjBfYCPgu8AvgY8GngMuAQ4AOI7TmMAHim0+x+az8JngeegKQH+EZgAyR26YZD0gpEz9fwVIh7sCmOp1qtL/AXwNdxt/JfJJoSvSH5EJLd4NvA9yIsQrXjSZb7GElCwAJIBoL3AbdHAPsO/QnwDUhuR1vsQz7HomXf5/KmGbDh0cDJ6wcxnb/XJv4ELFHbaV9D/JjBeS1BkrXoLZ8inl9B0h33uwnJu+BPAPFE75gH+TxIvgfk1UtRclWAMto5caA20vAsn8Z/Iy3S/sBpcSq02ukOXgG+H7nlmr/G8Xvgv6H3vou0VkP7e6C9ttGA3TCnvIc596/Ac7hTdOA9qKtHGNs+RrugTdsw7iVuhJb7xqttH4A7oR0KbTGeTx8B8pN+NcdA+AnwD5Dz72OzORRJPhK8J4VHgw85lLSG7ek5ke/EQ4inO2J4D9r5wC3As/y0Iv2AZ3YxQIzmsx5EvkgTou/hi17qe/Qzn+W+u/ru7XuAmVD1rnoPIfQsPYv4VfpVQjNdpovfvCHknt/vSTNcen368U5nSKxP+gXka5PXz3qp76Iv5J1l/0j+Wfs3OvEtnWwaLrHb8Q/T/DL5+SK7f5ZH0Xc3+X2dPh/sdG26xHNcNDP2bU7WXar+/hX12NlfWo+t/2fqca6IS+mSLvmkHKmfNFgaIY2SyqTp0jxpqbRaekPaJu2U9kmHpeNSq3ReluUMOVMOyvnyAHmoXCiPkcfLk+QKeba8UF4qL5fXyLXyZnm7vFs+IB+Rm+UzcpviUHooHiWi9FEGKcOVYmWsUqZMpTXJXGWRskxZqaxX6pWtyg5lr3JIOaa0KOdUoXZRDTWgRtX+6hB1pDpaHaeWq9PVWeoCdYlao65WN6qb1AZ1l7pfbVJPqKfVCxqNRpqphTVLG6gN04q0Em2CNkWr1OZoz2hV2gptnVanbdEatT3aQe2odlI7q8XpiVq2yq2pVoU1k9g4q8yqtKYRm27NsGZb8y5q5xAbYs2y5loLifUn/TxrNrGR1hxrgVUKbSXrhcrhrGesJdYya7m1ylonFPtqbbTqrc2k51QmWdOsumR8Cq5rrMXWBquG9Kut9Vat9Ya1xWqwdli7SYKrtc86aDVZx6xmIcf2xg7EDltNxHbELljC2k9sa2x7bKe1l1h97ESsxdpBbH2sNvZGrIHYXGuztc1qpJw2xJbHVsU2EttKqW6w6lgb28ThiY2NLePUSVsXW83hiW2k0FQGYsmcEdtEobdbO4k1Wrs4bmKcSzss6yhuYtugp1xRPS3iUhCrsmqsPZxn1FEjwi6yllKJU2F3WnuIUTjrgEVjbEfJrePWSeuQdYTYCauF9GeItVpnrQsFglhbAYdnbbxALehS0EPIBRkFOuV7N7FuBYZ1zmoj1qMgk9MmpheYnDYxo8BTELTWEPMVhLn9iQUKIgX50OYUdON2Ixam0FFoIwWOgoBVgZiDFHchwmYWdLGGEjOtZmqzMRyzdYRKVJhMdxu0ekEG1eSAZK42WPm2NtZmyXauYmdi51O5KshButHYkdhxTte6wO1vpxvbHdvH6VpnrPNWnNOlPJXGtiVjHhV7w46ZS5UsEcVOLEgxU6nsmLm+UKJ8rkuU16KaPk0sWtDHOmqdsMNySyBsjt2CFNbHLXxR23BRu+miduPFmlydjLmOejrHHKb7Ykky3RXWAmiD1D9mJXM1xZoObcCaYJVzzBRviTUO5W20iqzRdnkp5ZHJdAdaQ5JhLat/MuawFU2ma1qBZIm6WQax/IJ+1EpdkmGPWILDxk5STZ/jsLHzBfmxFrorzsZaYxdix6hfyVZ6bH/sELEeVmZsV4x7tm6ZsYbYDu51VrBAjW2lsMIKFzhi9cRkSrUttv6idiW0Uas5tox7rBWwjsQWEQtaObGa2FxiYcsXWxKbgd4esTbEphI7anmsVbEyYk2xXVZ1bCyxQ7EGa3GsmNgB0h6ODcedEiaLQcQCViQWjfVJxhyIRRBzNGbEPMQiVn6sS4zuDyvHsmLHYw777s4flbf6f73PfIxrghCu+1z3ia7uNndCdDO3mn8SuvlpVo4YwSstWe1YXVGL/WNfLCqtAdZgaxiNrsXWGKuU2x7jcDmNxLafmfSXyuaQX0B+UZJf+nlp0rOrTvoV5Fcn/fqkryX/Rqfrli/wDZf4VP5S+dqRzEfqmvK7ye9LXg928k1Jfyzpm5Oe42slf5b8Bauc+lF5gYN8RlJOadFoV05jT8c1cImPfNZfrL/O9ZrMO907tu+X9AOTnuMZkqyfWrssBcOTZUrFNYDvSSGbaSa1ttnbjPJ6WAzufNIaVseyfr/+bVo5P6g/LK7QH9PniG76Fv3nQtff1z8QmU7FqYksp8uZKXzOiDNbBJxXOQeIoPNm50gRdt7lLBUR5yznYyLH+ZRzoYg6X3TWiHzny86VwnL+u3OD6ON8zVkr+jnfde4Q/Z3vOd8XA5x/dP5JXOP8i/OvYrAhG6q43kgz0sQw4ybjJnGjcZdxlxhujDPuFjcZFUaFuNl41HhUjDSeMp4StxjPGs+KQmONsUbcarxmvCaKjLeMt8TXjZ8bPxfFxjvGdnGb8Utjp7jdOGj8l7jDaDaaxZ1Gi/GpKDFOGafEWJfX5RV3uXq5gqLUFXaFxTjXta5rxd2u0a47xHjXZNd3xARXheshcb/rEdcjYrJrtutxMcU137VATHW94KoW01y1rlox3f2y+2XxoPsV9yuigk+rE/yN9ACZ7rTUPRY99k98s7hBzKO7dolYJpYLfirZKOrFVtEo9ogD4og4Lk6K0+KcaJNkWht2kwzJIwVpfWhJ/aVB0lBaIxZJo6Wx0nhpojSF1oozpNm0XnxGWiItk5ZLq6R10kapXtpMa8dGaZe0VzpA68ej0gmpRTojnZfiPA7klefRuJY3ATg1r+KipDiP5sy8kXk03ueNyStNStS8UrJlCyVvUt60vDKSjCTNVLJQ8kp6R/JGkYQsevsQi5lHI32enkczXV5Gni7k6Nk8Gt3zRB6NdNHm6FmWRGmmizZRbbCklXBftAmhaDbOy8/rRxgBz8ij0TPPgTgD4JFONv3A+0GeD5t8pBvhdAkzEMoB5DyYnC6hnYfWi/k0YW+yfbQU9hlsHy2GvYPt8wTsBfJ8gdqSsRa4Hria0S5ptBq4FKksAlKonCNRWs1GW6MzUeqKf3CPqvZITmN4u+hKY/hO0d3cY7YK/lYyKPcTmsiQJvCvpKP15Dd/ZV76UnbbyDeS30WeZuPoAfjONkrS43PwmFCjhz/HH/0C/eXwJ4SaU23zYPNFebrQRVQMpZqdSndnjaB2ze6X3S93Efml5KvxaQVJPdme3MXkq3JrwFfm0ro1d1m2yi53IvkpYLR6yp0TaWWXW547FdeKXGr5yKHIodxp5AeSr8QnWj1EGiONuRPJD8qdAj49t4himBCpZZfbhfxIsEySjorUsMvNyB2C6/DcAPqSZErUlyabP0Nfkqj/4LeScrW8kd8SKI0RdwiRM+dzvfwF+s/zypeyo+fiHHqOzllKvvoL7aWc1f/Uq5+juxxeI+9IfQ7UXZR3EZligBgjKsRS6im7RbPkkGgEyt6W3Uh+V3ZjOJ69N/tA9uHso8ROZLdk07MSf8o+HD5KMnK2lK7ns+M5NCbTp8bslnAjhSWXfYbD05XDnLgYdh2FXUe4Mbs+ezNdOT1a/1OKe7N3hZ/J3ht+hnBJ9rLs5XRdlU2WpN1Mdps5Z+EpsDwQnpJyqTyHiyjdIkLWj6frAf4ELaUStrLXhWkBy6llD6XrZv5EWspFdn24G33uRkjp4rqckbSc/qrQ6ex1odOElGdcZzNS71Sony6j3lptviks86fUZ4vRZxtN/MZYmibN4bdbSWOpnkXvXV+Zl76U3V7yNLL1Pkz+6Bfbe2m+6N3yOf7MF+j/372S4t4LF2US1agcCUQikfxIv8jAYGlkSGQ4Ro7J1AoCrXAbWUnmHiFp27SdGDXGiTuFCI/8yrz8peyKyVNPCJeSnyCUcDl8Sq9eYq9FDCGFp36Or/gC/eXwM4WDruwlz6yL8t6iUEwSC8UasZ3We220vhtE67kZtH6rp/Vai9xFjsoj5XJ5gbxabpCb5AuKqQxUSpRKpUqpU/YoJ9V0NUcdQfW2MLw4XBVYyi5cE14ZXhPeAF4XoJWHLQlUsAtvCNeFN4W3gm8P0MojPCs8N7wwMIYdaavYGnxNgNaA/DkwIOXClYiJ2cLAANJyqpkpl0yH2YZAph3Wfz7lwgPDQ8KTwAr950lLqfoPpxzHRNbMVvoP2yXyb0u50IWwCOczC2f4t5G2MjzLvyrlwqPCJeFxYGX+VaQto3TmpVx4GqyJhfb550Fb6J+YcmEdYZlN8k8kLcXlH5FyoQWhRaRlVu3neh5OYXNSjsKa4VFg+f4c0lIJ/ekpx7akJRYq9afbWt/JlAutCDWFh4PV+k6SNj8sfHt8e8L9GENdYM3M59tD2kjomK/OVxfOZwy2ULoBsLivTsih1rDuq/JVhU3G4N5wgOIiFqr20ZNdqDl01lfpqww7GIP1YUFxEQvN9FVy2NAiXwlZlLALLQ1VU36IBdf5SkjbFJrqG0j2A9mFKkIzQ0uZBZ/xDSTt7tA+nxk66DPZhcZQbTUxC07x0Uo6tCP0hvdCaLf3ArvQgFB5qIFZsIjHodAboS3eppQLeoJB0jKzvLT6D60P1XobUo5tQ2DBbt4G1npXd7jgEqrLWma9Tntp5R2q9i7ocKRbTfbMar0LoC3vcMHRwbGhFcx6bfLSs05ogXdkhwv2Dw4KjWHWq8ZLo1Oo1BvtcEEj6AlNYNZrljdK2mJvlw4XCoeioT5gA7xdhOxp6ex6Hep1JDQAbIiHRmTP3s6u19Ze24P1YAEPraY99Z1dr5W91gSXgQlPPWmXdXaBfb3agpAFjnmWYR7lVaDA2P4+PT+IrJysHH6LXVp52mzhSD1F+Cq+Mi9/KbuZ5Gmd56M1oW+RUHxL4VN69RJ7yVf9OX7FF+gvh6c1IV3ZS8aaDnlwJT5fQyvCxfRE3yAOiTNSBj21D5PG0ci+VNpAT+NN0jm5h5wvj5AnyLPkZXKtvFM+SqO7ofRRCpWJyhylRqlXdivHlbhqqv3VYnWSOk9doW5S96rNmqz5tIHaaG2qtlBbpW3R9mvUgwJHAycCLeYSc0ngTOA8X21HmuOBk4HTZqVZGTgXaOOr7UjTHGg1S20XOJtiZqkdmznUdhTr0JQjzaHAETNiu8DxFDNpzRvYFzhodrFdYHeKmdT3A42BXe7TtgvUp5ib1n6BDYE690HbBWpSzH2QNCsCq93bbBdYn2JuGvsDywLPuNfYLrA8xdz07BVYGFjsXmS7QCTF3PTUHZjpP+GebrtAlxRz05NZYGJgirvEdoHpKeamsS8wLlDmHmy7QEmKuQeTpti/3B10BwNjyJcysx1pRvjnuh1uR6CI/FBmtiON6W/NbMlsCQTIR5jZjjQ9Ar7M/Zn7A5nkuzCzHWnS/XrmlkC3zC2ZW/yTGG0nZP8F3/nMVQGRuSpzlb+Y0XakafFvzFzoP5O5kLA/o+1Ic8RflTnVfzxzKqHJaDvS7POXZ462na8lxTJHk2abvzFzoO38wRTLpLHfX5fpSzn/pg5OmtWZcsr5V3Rw0ixxNaecf14HF7Jrr3+Wa6/t/HM7OGk2dTh/cQcnzYoO5+/fwSmdgd7D3qOuea55/iHeFr7ajjRR7xF/H9ck1yT/AO9pvtqO1sZN3mOuYtt5m1PMRU8i3hMUR3/bec+kmKs/aU5SHKbtvIdSzGXasRlx23mbU8yI01i4xXvCOG4777wUM46TZp13uLHbdt5JKWbsJk2Vd4dRbzvv7hQzaOz3zfFuM2ps561PMaOGNFM8Z405xhxvHflNzGxHmhLPYWOiMdG7nvwKZrajXM/wFhmFRqF3Nvl5zGxHmmnefkYfo4+3kvwkZraj2DI80w3Dpxv0z9NoXPxHYeKeEucFn+q84Lzg2cBoO9Kc9jqcR73nnEedRz1LGW1HmmOeFudOb7Nzp3OnZwaj7UhzwLPdWWs7T2GKOWtJs90bcC6znWdOijlp7vN2cc5KOW+PDk5zZptzQsp5znVw0jQ7R6Scp6mDC9mZ7zngzLed53CKOfNJ06PDUUkv8s882/5MWFnRrDx6huU5+VQW9gmKIjGL3xOLvxRLRstFL9h74vT8SM9pxDVPi16r13rOAM8z0jXuVfVaWmNwSmnmVHMqpTTDnEHxP2o+SvP9fHM+5eAp8ymhmk+bTwvN/L75fZrzZfo82ZxM1g+aD5L1Q+ZDZP2sSfOu4HfcBvHXa51/X0U9RvGs8Kz2rMfT4M9QphfNFynsK+YrJFlnruMSyeMVi0NJcd7nnVGY9BHyo5LXy+VLktdxnWRlnfiky5jWNPKVnT7P6nSde4lPlXVUJ/5VlLuz71zuqn9ZufuYi80qcjXmSnONucGsI9xkboVsu7nT3EO4n/CQecQ8bp40T5M7Z7YRI58lZ6Vndcsysjx0Tc8KkpMhk+HouUqEL34T2l1oek9dF1fohu4SV+pu3SO66n49JHrqvfWIyNRz9Bxh6gX610SWfpV+tQjo1+iDREi/Th8ieutD9RtEtn6LXihy9a/rxSJPH6XfLmL6GH2iKMD3qkPNdPNKcZPZ1ewmbjF7mD3FrabTzBRfN7NMv7jd7GUGRYlJD2BirJlnFoi7zL7m18R48ypzgLjXvMYcJO4zB5vXiW/ReukGcb853LxJTDZvNkeKb5u3mt8UD3zm77P8q1KJ/m/BHVcnokKkt14efwXdf1eMuuzxRd3DyI10F7vH0LWU/AR3uXuqu8I90z3HvYD8HFpzLXVXu1e4VxOud9fCv+He4m5w76Aru93k99FKr8lNT3vURj3w6z2n7hSSnqlnCln36j6h6PSITS2erWcLh95f7y/S9IH6QJGuX6sPpj5wvX499YFh+jCRod+qF1FPuE2/TXTXR+t3iB76t/RyoZsZZoYwzO5md+EydVMXmabbNIXbDJgBkWWGzJDwmH3MPsJr9jf7C595tTlQ+M1rzWtFL3OIOUQEzWHmjSJkjjBHiN7mLWahiJjjzLtFDtqRx3WBcT1HSIqq8K/hM+Qu4kkh0kYkfZB8UfJ6ufzo5HVsJ9n4TnziZU4v5aeQn97p84xO19mX+FS5izrxr6IOOvvOdbDkX1buOUaDsYPcbmOfcZBck3HMaCZZE/lW46xxwSVcDmJNrgyj2aWzzmUaZ10BV8SVT9p+roGuIa7hxApdo1wlZDOEQp11jUs5iqfBVeaaRDjNVema5Zpr7HYtdC12VdHnGtdK10pKkUOvcW2gPOwjSR3FQMw5m1bPW0m3naQ7mVHsNa49xPe7DpH2iOs4rWFPOmeT/LTrHEnHufaQ7X7Xfv4WnfAsxdbmGmgcI3+W0h1CFgNphZ/Oa1UaYy/vWH2jfhON1Txi52PEtjBi98GI3Q8j9o0YsUdixC7CiF2MEXsURuwxGLHvwoj9TYzY4zBi34sReyJG7HKM2JMwYk/BiD0VI/Y0jNjT/7+bgSQpQ9qNGWeriAkhz/kK/EHyTZc9vqi+Sd9Kfru+U99DuF3frx8if0Q/TvKT9Pk0uUP6Ob3NKZNPd3ZzGk6PM+jMIWfpm5z99a3OQSSXyQ3VD1Hb9roMs88IfST1Ap6DemAO0jEHOTEHuTAHuTEHmZiDsjAHeTAH+TAH+TEHBTAH9cIcFMQcFMYc1BtzUARzUA7moFzMQXn/Z+fOjtMreK/jBGUzo2girFJ4Z2wVc5E65wInXNinWvzvz7NQJjkGEu4W2J/m4N1Ecd7TLl53NJJ8IWtVB7TvarzbNo5d+jlso/bhs7YpFNnIE/HujbDjFJ/kC/l+tpcXszyt0SFwFnyAz3/XRvKZufykp3yQ9hDZ47wVaYq6TCTPWHFoWjHhBLZXtqfNS52SQza8q+RR5uqVWhaH5dhI/pSQujzG7zvp8jGn7ihhSdqdif9kG94bpv4u0YPzz1yOJX7KbzLgcxkcZ8XHhLnqD0nSwDbKp46b+azzRB9OS+X9Ws/YYdu7AnlV04w62YTTQNK5NpSFvFNImYT9QvtxVsI0LjvJGyBv4DzzaaHqLdgx3lW5C/vH+G0is3iHvPYu5IPltZCPYTnv9Cb54yhRHmEj712nEnE898M+loznuwhr7/ceSvwG+eLeby2KN8qUY8fs+8qL2JXKe4CreYetuob3MUpTFC/kGSTpoTxC9lcmeHfxOt6dKF/HJ4CoMyB/kOVaH95t6MBZYxRKhmQ0S7hupXVKEPJsrlve2+l4PfEO+GzwxxHzPsTcSi2Vzntd0q5OLAfvBU4ldfye99g7qjhO4tXgVAp1u/o7ji2Zloy8fcrnufMZlMoY9e/cglwnUjf5I+Kf8m5zZR/3VbFf/gXahWJQ6/FOjlfAI9z/1Qjvz1QP8X5ytQXvGjkESSHvOtby4p8QDlI+QLvQrKGuV1uI/wm5ekd7mfjziZeQq4WoAcqD403ekeuo5J08ahvv5nU8x3tu1TbuJ+r9vL86bSZa52O+C5SZfBqIWC/xLt8a5vIpHgHsU0Lkv3Dqopi1ygPcsuqVLFdf4Df3qL8Dr+fUtSzm1PpXEX6Dd3erc3nPpJoHm7nYX13Kpw8oCxHzYu5vihe8iOtQXqvOJWxHfso4RbkUuzqDvI9OOsv1RhJ+U9G1LJFjvI9LXuzgffutdpxce/JveO83IfO1ODPlWsQ5FXF+hF2gD8D+Pd4RrYzh2JTbcPLCGJyNspnPLFA2g1/Lu0CVD9r4HIrJfCK/egxhb+baE+dQM1dzjYljiH8Dl1EsA9/JZRRzwZ9BGT/iMoqNkGzj0snTUK5WuxScZ8XL+ScsR/3zjt+VSKUv51zsZe54jk/AcazDfq3k2UM4b+iaRJlIvrFJXIO3d+Cukc6y3H5bj1yN93DgRCTJPqmwCWN7E8I2QV6SGAQsA+7Azjrmo2yEjX2aFc50k6ogr7I53oThtOMBzrcRNvOhfQ5p7YLE2ektI19LrGTk90bYb+uhXGEnM+Q4LU7KRagi2BfxqR+k5Rw6IZ+X1HIMJXhLzSTEM4tjEDg7zH4LEUnKIInyrMES+30hygf2+M/pOuyzw7bbswBjl8cwa9jliiNvH/MuYs0+lawbp2u/7UbSsLvYrmeV3/9hv4eJSsp8BlLEiVoOlCstHRxnq6lIMfk+oV2wx/lTyj5oI0CceKUWIp5B4OuB7yRTOcCjASRtQPss1KnJGbkW/ElCWsGDP0HYA3PNWWUsbJYDn8WMz7v31yh8Xslm7i32W82kRnvegXwhelEN9/NEC3ZTV0E7BrPVdoXPudDxLrRa5gIng5BlMe44tnkB2MbvNlOvorWDpK4Ef0pSKayl3I3etRT9ls9b2ZfgU2ZKuUTSqQTdWVqTchOj4FOBauQ5sOcTHyxuZbk1cb3gN68EYD8c9tmwrKS6mqLwLLCC0yVeAf5nSt2DPNyB/GwF/yHyU4T81HF+tI+R7sfJdIsgz6eyZHCKpLVTGQZ5T4r5O0jrB0jrO0jrB3hnWI1cApsB/C4BzKQPA7vw6kK7UeLzOP4mt2J1NB73NfXAxCZeoSmrMMM+ifeynAH/VJ5GNobMe9TXYaZulX4rkiemqRk8b2pl/LYV7V2OUysTCdhPJstG3u2sNLONwGmkWhnVoqTN5b3xjht5vUc2XK7FHD/J6V5zRMVoxLAW2rug3YYUaQXleJhnDccS7ieOVxWqH8cmvC3GoDZhexn2pZwi10zaFTz7pF3H/ZP4K+DdKVQD3YuEuLMMtqewGdzTmDsalP9GDNx2n/CoTrl6AjHn8El/3Pe013g2l0slPpfncbahensBsT2Eusrmvs3lojk0QvY7YN/KMSh/xHz9E57pyJLP0KliS+Vp7r3qJM4bxUZ3lro7adMTcuJqNp/cod7G9wvxbzDnmlc/5DOkqC0cnCLupiBy+yFs2mDzE+T8Fm5xeRtrtT5cJ9o5rEwM+R7UQ0/UA7Tqr5DnUuZYuxocD9nwOSOtyZZ9GPXJs2ozQq3k+5GQZkZVhk057vd3MYO/Gf8B4Vvgz0nXkbZe4vN6Ygqv8dJZq3wEPk3injwSNTxNeQErCj6T7n62p5ipZVUvJL+SfsR1pfAK5xOWSM/LXVEP3D9dLNHKOAbtNebqTajh8Qj7d4S9CS3+d5p/qLZVPt9hMPL5NsacSm5f+SDs53Lq8pt4D+Ip2AzjmlcGc+tQ3vjMkSZtE5eFU6F4+A1GL+IMprf5HpfXcovI7+GeOoiwaZD/ESevpSl8Ass6bhclnZ+qlGmokxA/I1BdVXE9oCfI3Dq0muqJ8oYoVC5q9RTXqnIn16HaEzW5imtSjnO5aG32P9VdeTiU3fufzTayjiVjjywxPDNoqJTIGmONkpLs6zBZWxkRlZKIIrtSIaLotVVUtlRSlCRblkRpEZHf8xwt3n59v9/3+8f7e6/fNZfPnHOf+7mf+5xzn89zn2eu60B6VARyFS7Qi3jEB7gXZUgr4idWGvgzB/xRBZEpBvx0QuRYLSC3A35+BX76IH7Ca2kBs8HO7g3AEoCVyDnCYK+3Efk/SfNeaB1kZ4dkm/AqiwCYBrAV6McjO0H0MIKYYkQTDY/hfOtCGWArRgXIm0B5P7JbxCQg+E0TKbeiZ4G1FNBqCiRNQDIMdEyBNVNEgliDMQEgkCCnccGacF46n4Z2Q56hyJlBsBw5EYBnHjAMcoocigegDECBb+VbQOcw0GkBOi1ADsrziUATKQvMQ0ACgb5DQP4B6COIAndBAX3UNwn4Re+rB0Dk1zrKXD4ot4DWnQAh0It0gFUAx0FfngD/3UCZAeTAPoYdSIB9zCpQzkVOw0RaYVywIwbKV0A5GCAN4AZgUwoZJbDSUcjuBpY/AHMHrCHxA1+7DrQeBBIfUAbRgqxZGMG8IJwPl0HOgMQtjMcQxLEC5AU6YAQw4P3Dgj/IioPRBrkLehTca6EXOgCLAN4COAquCgdzutDfnSDSnoCrwDhgnoH7CgFUB2gFRhVEJsjWUAjHohSQ7AieOyAB/30NhWRZcCsSyQpArvBNDtbCHLAM3jag5r0ABgJNW2CnHkj2A9QFV7WDMhHomAIkAjk4Lxd8kG8UETkVWgBk7CjiDYhJrGLlWBFtFD3FhWbDZDKJhbDoAgZOiTkhDlYWJW4shsiCgpxY8UqsaByaScWgcZnWkCWkvEgili0RLgYncsjHHLUTpng6ygfligqE/9YiH0h6kTGcQMzr+6s3jV+FDraPcrq42+LYokWeZjIFIyEmrg5iYi9lYjFoDIaAnKR6JzR8JTqI6MkADt+BuH54i2aB/QoBbmI34VgJmE3WZALEh1TYCXg7p10enn7ugXQ/Mi/EjQjZCGxWri6+dD8XsgQkhkjwBEEzT2cGfRfdLVBKj87wpzOcAj3hK6QhSaQdS1j6s93G09eVZB3o5OsvZaG3HpIQ5iKvhLQgKpmqoamhZg9XNRdVoYjSv8UzLogTaeck4MzMLazI8tDyhaqEn56nv4crQ2qDtb6UvjVtlYEGRZOkRqVSSZrrqSvJyyGZhR6J/bZH1q6MYE9nV4iJXrZ4hNEsKCwTzYOC5XgME41GFXLKiOY3xSgIrOyv89jGelAhaP0h/vy0C+qYHVmFBtfwXAV5j7gM9Icvp4u937V9nj57LYWU9ElUJuaTZelQqp3tnFlztsb1QadmdwGM8IbPsYKGmST8cdTl5kM3TFwaNWt6jyqN1kWrXVO6QSyelj/DCvlr9lQR6sPvm+xICejvraOXx68y7OPlvMSIcdgvq8f95OJ5afWYZwUh8YO9PHtPCkfLxIk8uhtwJ+9TsYVyhn2LfTH6biKzHv1FEOM65lcjjCIdYjlxeHsc9ShHRo3bSz/fxy8zTbpeJKbv3vdUyO0GeoWqufyM/eDnd+KvuXGfvPUlBPbdcDnV9eD6vEGrV+0uSQwWXkc5TDQHPCIskDg8pOLcOCGcQHvtJ0pxDJnnlUjiu7W15JmtGB4OEEPiMrilkFC4gIz656dWBv74Nzpfgr+UKhXXaZTyQDaIgiTODNoIGWcaZupH63kEBvqvUlV1Zvio+H6fJxVnuq+qv7cnIlX1Z9BdgpwDd6n+mEZkFsEkwlGpAqtAm1nZ4YXJwsIGbwJNIRPI6HsdwkSv+XaDkJCQ393AlfFvLAdCBMTf5bglEP67SSz7LwsSi0RJylbU84kcoyMDFlruibI36MdrdHq0zimbxSrnb1lLwXu1zDoI41Ig87b5JdlRL5bfwq1in6INoEtf+Om50l5qq+j7Kwa1mXuaC4WWtu5ZOyFSYFZSFESxkmVJju80eja84Uu8k9CW7fdKlDYlZVg53LwBybONPzGVDyutmzLR4BIxyyHffv6IuCxOnkNdh9qabiR2OOiw3tlORZuyfKqPQHpDqE+5yMVDoTlUlxp0wli3zgFHPl6bRBb7ZwdKFTbyp6szj6gq7KDyvnMntjN3dfVQvvSo5fTraEhXUbdSPOjNnUrDaCfnE8kxr0bfFmMuT085zPZE1KnvL7PsFpUcsxqbgWnsDUxjj3/SGFrn1IVxf9uvLWwLj5pfaSzsbyELGUh6YdETF7e7uEpZe7r7wVYXEZkmWZMCkWH2QoiMSiZDlG9VKCLy/4LIvqlj/4X6fySmro1HRrBejg2i2/AsWgOPuRMe1PceGc7lYhHZfGNNh2J3bLmH38aM/VVnqm2itS6809QQeiVe8KXI+zkHNFEh0ePz2eTMpmSjBpnY0i3y6tVJZMM0nlYdDQr168h781xibmlYVXjqOtmU+of0xweG9OIGnk+2vSpye4NbJZ14zu45tkv5jui8klb+ttpNX7uNe2xYEi+p9eTuI58zq7a9L0T2WHfQW8z3/fhj6PC4q2h6ObuY4v6T1ZP7dIM1l7Xv2fuh4npAel3iB2a0BvNcYDVGbcYmOipnec3F2O19Wo5y61OIL66/MogKrbSkYAzHBqYlq3GWQa/4U4NfRyULLMNnEaacvhOTEzwi2363ULGL2CptcNiXaVdElX0xuv1CvWO8eOvTPZAV0syHg6ko1xDS/3V+1CEKUmUhKFEoWpqQmpIbVVNjJ9kZImm4aLmR1NXIK0maLiudSFR1J9eV6hQXF1e4cTEDNvMNN7WVCW1GN1JV1ISErpuewUtCtgsMaA7BHJgJc2C0/n/FgHAww6EMR7EjBD/syCQ4ZiHAgfaLOJAGwSy4iAPX/jUO/Be2A39HeN4Dtv0dBHEpnWnfkRe0rm0Sd3zkcqYGOcKXzNv1lrU/nXYw6mU9cCvXpuLU7o9xjZGEJQG1n2crVVoEd71HedOWX/xQj2ckWmWEmCmeVGAnCz3t8Qu8VD9MEyw5zbKBRjQ2Vi4IG6+NMj/oZzhR09l2xNiTWzHyY151jqh0YXbe2niptI8Z/Nq7twS5TDzLiTpI4cdgvFxC0Oe0UkrHsxWMfQpkKQpr84+4KX/BdEaqyiScmLJznc99PGLJnvjpydyNxzek9Of0jM3Dxl1EDuyg9dU3WdMkv9if4Np6TzZy767hRt0QfkeyXGNxq/VhJ5upW3GM0+9uXxPffzH+IG5VcljhDojJUgUTXu4C4eGd1OSIIF0j/8pzjoA+8BwJcrEnJ5Vd0CJCWHjgySKQ8J+EHD/mhUyClBaIQfYnMVjR6TA7wBPl6ebp7BToKrU+KNCDzvAMDANsBkGaamQKhaylRoHZjPKtSkGq/yTR/icKu8LY4iACudSKn9khJaV7OtjaZ63oE3pL87tR76/JQrwve1YFRhLLVTMpY/MvbunSZB4zUF0advjYpiIp4w9vPQrMNsblVYdtDEg1ZHs2t7znbFDM/Yu7NhzoiOh6Xz25MrfRQf/55ULtlwoeycTzeYxdtu+EEwfmNBIZmU+CHSVC9COjNIUe7NrK8oe7VVzeFU/VZyKcXxMCFfuCVW26BaAtn9vids41NzoakC2uyxMGdKD7DEVehWV3qTTtTIp2/L0sTdYoB5otU2EFC6V8Y4e581Abaec7fe2hAnbUJ4Os9Idbj8pZD+++aDJpcJ+6RjO9LMQhTzg9rpnvuO2amwUcjthH3ylsOzwi9hAPwgwENHoexwJh4a9F9PVbJkHYSpwHh4MjMBriZ+X4tjcRRONYgGE4//0hwyBW5h6SaY/kDif1puxYnU+mn1tT1UmCRH4oCWBwSyTwKGtUELyf0UOt/xOXcRcwd+jYyicPLifMrujFWydtGciFLBa4zBiC6TNTL3N99Lq/zmU/mhlwaCMUBFjMZhGLGUEG0IZFLKb532RyyILRW7D6v/kLg0Zt0Vp7QM7g8mu6TgnlqtdrblW/fOOp145Bb0xXkzr0Cjm/No+QyDkyLXstUsKltxVoq5r+kZ1vm9bvX1lR9jnsqjFjau3o+gNNvUuEPZvz0qRIM5wW9bb3SP0mbVX+Q/lc2dg825cVhzfaTSbppr17PzHeHy2pvqbC9sxba5moFblMsZN9iWzik320z0ezmoYJeSdoDaJtxxlJKwJ8U4mfxd5aP3FvWTbvIH4v+2i1/JUwZ9sN2Zb3pkdyNtt2p2L0N6g6fnhW1M6k+M3mJhEGXnsOXchWrmlQ4uV2PXa662P2DL8ch6tm4rvdkiaVD3tthx+Enlrq0Kgh5Nh9Utz4GKmmUH2D2DivIBG1rVtjq3Rryl2O8Sjuo+a+3ASa9l5FozTGw/c+TTfH/HPsEuz2JcZlihph7afu57jjA/NWviGpCje8YlD5P9BL1rgzp62uxKkJuUpwH+7mfeHygd5q0P5IeCSsHlf26Ityj+Th9AL8F4K8TuHAdO+FAwaVbDsMXXfo0Ip1x2hvSoPDOvHqHL5i4WTJPm6b7sGsL4OGvIUuKfMWQip7a1mkd/clrZf3rDt5PKkxrjNVuojLIe1tdlG0R+QSL1JlsDdK/FThpNCeT0KRstdj7nvlG5JVzzzvD9DuQO3fafiwNaaxYukMNyPuZo72ZYyO17xn6qk+3nzeMqoF+5M6bYjJygbz98R3/hbyUAf8LfZP8DdEhdQhmLE11CAthL/JoKoGIdV/br//n9g7I8unpKfLKGHFXm8Vkd7qvv7bpy1lLApbu5fSZHnGH55/aFoYCEnxvWZ7bJMkaJwoqptQlOIAyT1DeQ/vqR6LZeOZ4salvI1tkWxWkz10dvKDu5jy7J6hGPHRIVpO1k0Z66a4Gf37HA+2X35QrIvLnj7nc9K9Q+G5gXVx9INBBQMV+YJo801WSwawyl+84uMhv0Pvt0BnZ/Y/SS4dlk7e/7mN8J693NrXqkw/PsMIZWLoxiev6JafPPCINcIke/rgeT5DAQ5mxsE3m0K/os+IW7BHoXghgzflL2QMKutJNhmXJULXk0NaUntWR57McsJcFecqmZ1KvYJuXbbRZn6ape6WFOd39r4Ej8j5f8fev90J/4m9eRezNyxBQREpC+QbEQ9FxP2efrOcc53+9vBk8oYVCmWZZOYVmu7a/IGNoOL6/4b1/9LeHR5r3uTDdQ7YDSu7R8oKQ7pawyzN0CUqgQFbfZcQLrXW7DleodLOn33Ud2eFHaaZJkWwON29W6fPrvLy5jNiveLo6ILK0MkjD8ZWo8f7ao7jWRrijPreWgt2m19KGBiK83ocfvNV4iSrahR25MQK2WX+Xz7NDoSeVuGaYuvzr1pKO3vMG89IqsjSSnMn3bbkHt3psE4o5YjUuj42ImW6hWwSTNZWYnA2jPprz0fhCT238E7H3nZUCL+mHTlwW0Npe07t66p9nLp72q0Z0uNQU2Woq8NWtDBegLvtmUDKxzXX3TaXklSHpqOiWyxth8/6J/oUaJm2fwqrvbh0907FiexURXXWEOLORm0JX0nmW867ypX39UoHp8f2Xe3PzQ/UqKDdDpDhlwvmXGN1NMDeQE+gqrS02My9IUN3PjxMOjxdEHIb1uXfTmxIXyb9QG9EaaTyg1GLcnsnJdxUboWRrKP9qO3EuRenzzatoldHyAey8o0HS9emMm/K21wr8dKOzQp2KvPLIpyrvWj4lp8+d5jic+Vrj2XDUZlGt+qz4of4XTDapMtbjlcMSA9eLW5yLgu1YWlfr2JRkFicF3qpNPNUEPFpwiFC0DJVSj67X+bWo8trMycONkk/eS1h3nhm3PjlFNqVHsu5r8Gz4ZXf6PnkVrLiPPftrQ6dZqJZnTOq6etUNgl5NxJy5shMHLyEcecxaDQEL7d/Ll/+/XuTn2+RMyPqkXTtW/xyYMlLFr+ihh34WeMkc0OLWwWRZPD7hTgyTErE2rJC59EzA+0H9F+Jhd9OrtJTsoZcFl2yhGwL2WSuCFdAmaE8Uc4oBooO3nK7oQJRUigbVBjKH665w3InuOSBCsuSC5f9l4vVJsyf7s5w8vcIU/3loYJjwrtJ1nAVnp2s5fPnghgWHUtT73dfYKql+odxK0UWpZeXvnFW4mkusQni8uko39c8BfFS/bnTGYpKnBL30jZO9FyoMQ9ARV6y5z8rlNVfOXvea8VsUc5o77G5ldKU2dbNdSk3pNomiqcV4jxEVvmacfcH8I1R5FsssoPxNL6QINm+rKPjdYHQQMPk9pyQi1z6Rt6cOrakj9XLzz7v4hNMk7kvyKHdFxf3bGX+24fXIjrL2MLUr+xeIf66j0/nvNy0wYlwDa4z67wj/BnO+wfCL9jyfkwv30GVUJS85k4bjbE4VxAjMRd77GXD5SrdodUHSBl3bQ51zj3uVTR7kVi1I7nlVslg/pEsJkYBYmJkf84RK5mJEYRFfCAqj/1jWcDvf5JYFJPboKWLQ5Lz508raPjmP1pYyDzIazaIAic2murqyGu2XyMyows9886qb1uNo+7eWxxEtRhzvl+zMSRWmKsESjpEDvmoiTFPxybwjMoVRqS/2tQn1G9ZG5CgHR3+pkW7yvqu4ugfpiiR2plG52WbD4ZhE+8QXMOJL8KK0n1x25S6pe4wKtKUJdSJn02OXy+qyS9+Y80pmnL1mFxHwH6u61vlr92tFBPOG3zfVH6280ibwHXf4j8OVZyfTWmv6phMeLR8qtzYhD38kdmQ/fo2u2Tc7eMnWOwtNUltbVTRrydiBm7FjQoWSSnGQu88eKqbAo95yY4+NTs39h67RaOvLWjkqV3qakV3L8bgyGrr/KM8E5bPtZP7uM5/Tmgw1ztkxW63ulIq+KtJ1JBEn79hOW/S0j1NS8K8T86OzVwkOWraMf8HJf0ykg0KZW5kc3RyZWFtDQplbmRvYmoNCjE5IDAgb2JqDQo8PC9UeXBlL1hSZWYvU2l6ZSAxOS9XWyAxIDQgMl0gL1Jvb3QgMSAwIFIvSW5mbyA5IDAgUi9JRFs8NUQyNDU1Njg4M0VDQUE0MUIwMzQ3QTZGMDMyMUE0MEM+PDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPl0gL0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNzg+Pg0Kc3RyZWFtDQp4nGNgAIL//xmBpCADA4iqhVBbwRTjYTDF9AhMMXeBKZZKCLUOQj0GygM1CDAwQShmCMUCoRghFFQJK1AD6wmwPnYPMMWpycAAABqrCWINCmVuZHN0cmVhbQ0KZW5kb2JqDQp4cmVmDQowIDIwDQowMDAwMDAwMDEwIDY1NTM1IGYNCjAwMDAwMDAwMTcgMDAwMDAgbg0KMDAwMDAwMDEyNSAwMDAwMCBuDQowMDAwMDAwMTgxIDAwMDAwIG4NCjAwMDAwMDA0NTEgMDAwMDAgbg0KMDAwMDAwMDczOCAwMDAwMCBuDQowMDAwMDAwOTA2IDAwMDAwIG4NCjAwMDAwMDExNDUgMDAwMDAgbg0KMDAwMDAwMTE5OCAwMDAwMCBuDQowMDAwMDAxMjUxIDAwMDAwIG4NCjAwMDAwMDAwMTEgNjU1MzUgZg0KMDAwMDAwMDAxMiA2NTUzNSBmDQowMDAwMDAwMDEzIDY1NTM1IGYNCjAwMDAwMDAwMTQgNjU1MzUgZg0KMDAwMDAwMDAxNSA2NTUzNSBmDQowMDAwMDAwMDE2IDY1NTM1IGYNCjAwMDAwMDAwMDAgNjU1MzUgZg0KMDAwMDAwMTg2NCAwMDAwMCBuDQowMDAwMDAyMzQ1IDAwMDAwIG4NCjAwMDAxNDkxMTMgMDAwMDAgbg0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dID4+DQpzdGFydHhyZWYNCjE0OTM5MA0KJSVFT0YNCnhyZWYNCjAgMA0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dIC9QcmV2IDE0OTM5MC9YUmVmU3RtIDE0OTExMz4+DQpzdGFydHhyZWYNCjE0OTk0Nw0KJSVFT0Y= + + + + + [Bank assigned creditor identifier] + EUR + + 59 + + DE75512108001245126199 + + + + 8489.58 + VAT + 44682.01 + S + 19 + + + + 20160101 + + + 20160131 + + + + Dieses Guthaben werden wir auf Ihr Konto erstatten. + + 20190314 + + [Mandate reference identifier] + + + 44682.01 + 44682.01 + 8489.58 + 53171.59 + 53171.59 + + + + diff --git a/tests/inputs/cii/03.06a-INVOICE_uncefact.xml b/tests/inputs/cii/03.06a-INVOICE_uncefact.xml new file mode 100644 index 0000000..7952273 --- /dev/null +++ b/tests/inputs/cii/03.06a-INVOICE_uncefact.xml @@ -0,0 +1,251 @@ + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + + + + 112233 + 380 + + 20210423 + + + Rechnung enthält 100 EUR (Umsatz)Steuer auf Altteile gem. Abschn. 10.5 Abs. 3 UStAE + ADU + + + + + + 1 + + + Neumotor + + + + 1010.00 + + + false + + 10.000000000000000000 + + + + 1000.00 + + + + 1.00 + + + + VAT + S + 19.00 + + + 1000.00 + + + + + + 2 + + + Bemessungsgrundlage und Umsatzsteuer auf Altteil + + + + 110.00 + + + false + + 10.000000000000000000 + + + + 100.00 + + + + 1.00 + + + + VAT + S + 19.00 + + + 100.00 + + + + + + 3 + + + Korrektur/Stornierung Bemessungsgrundlage der Umsatzsteuer auf Altteil + + + + 110.00 + + + false + + 10.00 + + + + 100.00 + + + + -1.00 + + + + VAT + Z + 0.00 + + + -100.00 + + + + + + 4 + + + Montage + + + + 510.00 + + + false + + 10.00 + + + + 500.00 + + + + 1.00 + + + + VAT + S + 19.00 + + + 500.00 + + + + + 991-33333TEST-33 + + 116078 + Testverkäufer + + Test + + 123456789 + + + test@test.de + + + + 12345 + Teststraße + Testhausen + DE + + + seller@email.de + + + 1121081508150 + + + DE12345464867 + + + + Testkäufer + + 12345 + Teststraße + Testhausen + DE + + + buyer@info.de + + + + + + + 20201123 + + + + + EUR + + 58 + SEPA-Überweisung + + DE21081508151234123412 + Testkäufer + + + + 304.00 + VAT + 1600.00 + S + 19.00 + + + 0.00 + VAT + -100.00 + Z + 0.00 + + + + 20210428 + + + + 1500.00 + 1500.00 + 304.00 + 1804.00 + 1804.00 + + + + \ No newline at end of file diff --git a/tests/inputs/cii/04.05a-INVOICE_uncefact.xml b/tests/inputs/cii/04.05a-INVOICE_uncefact.xml new file mode 100644 index 0000000..66c6ed0 --- /dev/null +++ b/tests/inputs/cii/04.05a-INVOICE_uncefact.xml @@ -0,0 +1,173 @@ + + + + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0#conformant#urn:xeinkauf.de:kosit:extension:xrechnung_3.0 + + + + 2020-1 + 380 + + 20200103 + + + Eine Testrechnung für das Projekt DiGA-Rechnung. + + + + + + TEST_POSITION_01 + + + + 12345678 + + ABCDEFGHIJKLMNOP + + Tinnitus Rex + Ein Artikel für Testrechnungen. + + + + + 100.00 + + + + + 1 + + + + VAT + S + 19.00 + + + 100.00 + + + + + Leitweg-ID + + TEST_RECHNUNGSSTELLER + + 987654321 + Rechnungssteller + + Max Mustermann + + +49 000 001 0001 + + + max.mustermann@rechnungssteller.de + + + + 01234 + Musterstraße 1 + Berlin + DE + + + seller@email.de + + + DE 123 456 789 + + + + + 123456789 + Rechnungsempfänger + + 01234 + Musterstraße 2 + Berlin + DE + + + buyer@info.de + + + + + + + + 20200102 + + + + + + + + EUR + + + 987654322 + Payee + + + + 30 + + + DE75512108001245126199 + + + + 19.00 + VAT + 100.00 + S + 19.00 + + + + 20200117 + + + + 100.00 + 100.00 + 19.00 + 119.00 + 119.00 + + + + diff --git a/tests/inputs/ubl/01.01_comprehensive_test_ubl.xml b/tests/inputs/ubl/01.01_comprehensive_test_ubl.xml new file mode 100644 index 0000000..34c269b --- /dev/null +++ b/tests/inputs/ubl/01.01_comprehensive_test_ubl.xml @@ -0,0 +1,445 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + #AAC#Invoice Note Description 2 + 2018-04-13 + EUR + GBP + Buchungscode1 + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + + + 65002278 + ABC123456789 + + + + PIR1234567890 + 2018-02-04 + + + + + PIR0987654321 + 2018-03-05 + + + + DAR123456789 + + + RAR123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + 01_15_Anhang_02.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + OK987654321 + 130 + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + Bayern + + [Seller address line 3] + + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + Bayern + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer trading name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + [Seller tax representative address line 1] + [Seller tax representative address line 2] + [Seller tax representative city] + 12345 + Bayern + + [Seller tax representative address line 2] + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + More Details + + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 10 + 10 + 100 + + E + 0 + + VAT + + + + + true + TAC + Testing 2 + 10 + 10 + 100 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 10 + 10 + 100 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term 2 + 10 + 10 + 100 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + [VAT exemption reason text] + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 20 + 20 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 30 + 4743.75 + Konto 1 + + 2018-04-13 + 2018-04-13 + + + 6171175.1 + + + ANG987654321 + 130 + + + true + TAC + Testing + 10 + 20 + 200 + + + true + TAC + Testing 2 + 10 + 20 + 200 + + + false + 102 + Fixed long term + 10 + 20 + 200 + + + false + 102 + Fixed long term 2 + 10 + 20 + 200 + + + Anforderungsmanagement + Beratung + + 5034 + + + 1034 + + + 123456789 + + + DE + + + 0721-880X + + + 0721-880XYZ + + + S + 19 + + VAT + + + + [Description] + [Value] + + + [Description 2] + [Value 2] + + + + 158.125 + 1 + + false + 10 + 168.125 + + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + 1 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.01a-INVOICE_ubl.xml b/tests/inputs/ubl/01.01a-INVOICE_ubl.xml new file mode 100644 index 0000000..8d64824 --- /dev/null +++ b/tests/inputs/ubl/01.01a-INVOICE_ubl.xml @@ -0,0 +1,145 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456XX + 2016-04-04 + 380 + #ADU#Es gelten unsere Allgem. Geschäftsbedingungen, die Sie unter […] finden. + EUR + 04011000-12345-03 + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE 123456789 + + VAT + + + + [Seller name] + [HRA-Eintrag] + 123/456/7890, HRA-Eintrag in […] + + + nicht vorhanden + +49 1234-5678 + seller@email.de + + + + + + buyer@info.de + + [Buyer identifier] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE75512108001245126199 + + + + Zahlbar sofort ohne Abzug. + + + 22.04 + + 314.86 + 22.04 + + S + 7 + + VAT + + + + + + 314.86 + 314.86 + 336.9 + 336.9 + + + Zeitschrift [...] + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 1 + 288.79 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Zeitschrift Inland + Zeitschrift [...] + + 246 + + + 0721-880X + + + S + 7 + + VAT + + + + + 288.79 + + + + Porto + Versandkosten + 1 + 26.07 + + Porto + Versandkosten + + S + 7 + + VAT + + + + + 26.07 + + + diff --git a/tests/inputs/ubl/01.02_comprehensive_test_ubl.xml b/tests/inputs/ubl/01.02_comprehensive_test_ubl.xml new file mode 100644 index 0000000..182fe18 --- /dev/null +++ b/tests/inputs/ubl/01.02_comprehensive_test_ubl.xml @@ -0,0 +1,378 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + EUR + GBP + Buchungscode1 + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + 3 + + + 65002278 + ABC123456789 + + + + PIR1234567890 + 2018-02-04 + + + + DAR123456789 + + + RAR123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + OK987654321 + 130 + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + Bayern + + [Seller address line 3] + + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + Bayern + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer trading name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + [Seller tax representative address line 1] + [Seller tax representative address line 2] + [Seller tax representative city] + 12345 + Bayern + + [Seller tax representative address line 2] + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + More Details + + + DE + + + + + + [Deliver to party name] + + + + + 30 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + [VAT exemption reason text] + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 0 + 0 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 30 + 4743.75 + Konto 1 + + 2018-04-13 + 2018-04-13 + + + 6171175.1 + + + ANG987654321 + 130 + + + true + TAC + Testing + 0 + 0 + 0 + + + false + 102 + Fixed long term + 0 + 0 + 0 + + + Anforderungmanagament + Beratung + + 5034 + + + 1034 + + + 123456789 + + + DE + + + 0721-880X + + + S + 19 + + VAT + + + + [Description] + [Value] + + + + 158.125 + 1 + + false + 10 + 168.125 + + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + 1 + + + diff --git a/tests/inputs/ubl/01.02a-INVOICE_ubl.xml b/tests/inputs/ubl/01.02a-INVOICE_ubl.xml new file mode 100644 index 0000000..26183b8 --- /dev/null +++ b/tests/inputs/ubl/01.02a-INVOICE_ubl.xml @@ -0,0 +1,134 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456 + 2016-06-21 + 380 + #ADU#Bei Fragen zu Ihrer Rechnung wenden Sie sich bitte an unseren Kundenserivce. Sie erreichen uns per Email: […], Tel.: […] oder Fax: […] + #ADU#Die Lieferung erfolgt aufgrund der AGB […] erhältlich unter […]. Auf Wunsch senden wir sie auch zu. + #ADU#Hinweis gemäß § 33 BDSG: Kundendaten werden gespeichert. + #ADU#Beschädigt eingehende Sendungen bitte sofort beim Spediteur bzw. Paketdienstleister reklamieren. Genehmigte Rücksendungen schicken Sie bitte mit den Unterlagen an: […] + EUR + 04011000-12346-97 + + Dummywert + SO12345678 + + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + [HRB-Eintrag] + Geschäftsführer: […], Sitz der GmbH ist […], Amtsgericht […] + + + - + [012-3456789] + Seller@email.de + + + + + + buyer@info.de + + BI12345678 + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + [Buyer contact person] + + + + + + VSB - Verlagsservice Braunschweig GmbH + + + + 2016-06-21 + + + 58 + + + DE75512108001245126199 + + + + Bitte überweisen Sie den Betrag innerhalb von 14 Tagen auf unten stehendes Konto. Das Rechnungsdatum entspricht dem Versanddatum. + + + 0.82 + + 11.78 + 0.82 + + S + 7 + + VAT + + + + + + 11.78 + 11.78 + 12.6 + 12.6 + + + SZ300540 + 1 + 11.78 + + Einblicke v. Deutschlands wicht. Ökonomen + Denk doch, wie du willst + + SZ300540 + + + S + 7 + + VAT + + + + + 11.78 + + + diff --git a/tests/inputs/ubl/01.03_comprehensive_test_ubl.xml b/tests/inputs/ubl/01.03_comprehensive_test_ubl.xml new file mode 100644 index 0000000..53aed34 --- /dev/null +++ b/tests/inputs/ubl/01.03_comprehensive_test_ubl.xml @@ -0,0 +1,372 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + 2018-04-13 + EUR + GBP + Buchungscode1 + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + + + 65002278 + ABC123456789 + + + + PIR1234567890 + 2018-02-04 + + + + DAR123456789 + + + RAR123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + OK987654321 + 130 + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + Bayern + + [Seller address line 3] + + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + Bayern + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer trading name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + [Seller tax representative address line 1] + [Seller tax representative address line 2] + [Seller tax representative city] + 12345 + Bayern + + [Seller tax representative address line 2] + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + More Details + + + DE + + + + + + [Deliver to party name] + + + + + 48 + Deb. 12345 / Fact. 9876543 + + 6789 + mapped-from-cii + [Name Cardholder] + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + [VAT exemption reason text] + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 0 + 0 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 30 + 4743.75 + Konto 1 + + 2018-04-13 + 2018-04-13 + + + 6171175.1 + + + ANG987654321 + 130 + + + true + TAC + Testing + 0 + 0 + 0 + + + false + 102 + Fixed long term + 0 + 0 + 0 + + + Anforderungmanagament + Beratung + + 5034 + + + 1034 + + + 123456789 + + + DE + + + 0721-880X + + + S + 19 + + VAT + + + + [Description] + [Value] + + + + 158.125 + 1 + + false + 10 + 168.125 + + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + 1 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.03a-INVOICE_ubl.xml b/tests/inputs/ubl/01.03a-INVOICE_ubl.xml new file mode 100644 index 0000000..0d5f1b5 --- /dev/null +++ b/tests/inputs/ubl/01.03a-INVOICE_ubl.xml @@ -0,0 +1,153 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + RR123456 + 2016-06-24 + 380 + #ADU#Bei Zahlung bitte unbedingt angeben: […] + #ADU#Die Lieferung erfolgte im Monat 06/2016. Die nächsten Ausgaben werden zum jeweiligen Erscheinungstermin ausgeliefert. + #ADU#Informationen zum Bankeinzug, einer Adressänderung und vieles mehr finden Sie auch in unseren FAQ. + EUR + 04011000-12347-94 + + CR987654 + + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + 123/4567/8901 + + ??? + + + + [Seller name] + HRB 12345 + Geschäftsführer: […] (Vorsitz), […], Amtsgericht […] + + + Kundenservice + 012-3456789 + info@service.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 12345 + + [Buyer address line 3] + + + DE + + + + [Buyer name] + + + Pressestelle + + + + + 58 + + + DE75512108001245126199 + + + + Fällig sofort, ohne Abzug + + + 11.92 + + 170.28 + 11.92 + + S + 7 + + VAT + + + + + + 170.28 + 170.28 + 182.2 + 182.2 + + + 558490000 + 1 + 152.34 + + Heft 13 2016 bis 24 2016 + Deutsches Verwaltungsblatt + + 55849000 + + + S + 7 + + VAT + + + + + 152.34 + + + + Versandkosten + 1 + 17.94 + + Abonnement-Nummer […] + Versandkosten + + S + 7 + + VAT + + + + + 17.94 + + + diff --git a/tests/inputs/ubl/01.04_comprehensive_test_ubl.xml b/tests/inputs/ubl/01.04_comprehensive_test_ubl.xml new file mode 100644 index 0000000..530c962 --- /dev/null +++ b/tests/inputs/ubl/01.04_comprehensive_test_ubl.xml @@ -0,0 +1,376 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + 2018-04-13 + EUR + GBP + Buchungscode1 + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + + + 65002278 + ABC123456789 + + + + PIR1234567890 + 2018-02-04 + + + + DAR123456789 + + + RAR123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + OK987654321 + 130 + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Bank assigned creditor identifier] + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + Bayern + + [Seller address line 3] + + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + Bayern + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer trading name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + [Seller tax representative address line 1] + [Seller tax representative address line 2] + [Seller tax representative city] + 12345 + Bayern + + [Seller tax representative address line 2] + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + More Details + + + DE + + + + + + [Deliver to party name] + + + + + 59 + Deb. 12345 / Fact. 9876543 + + [Mandate Reference Identifier] + + DE75512108001245126199 + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + [VAT exemption reason text] + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 0 + 0 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 30 + 4743.75 + Konto 1 + + 2018-04-13 + 2018-04-13 + + + 6171175.1 + + + ANG987654321 + 130 + + + true + TAC + Testing + 0 + 0 + 0 + + + false + 102 + Fixed long term + 0 + 0 + 0 + + + Anforderungmanagament + Beratung + + 5034 + + + 1034 + + + 123456789 + + + DE + + + 0721-880X + + + S + 19 + + VAT + + + + [Description] + [Value] + + + + 158.125 + 1 + + false + 10.00 + 168.125 + + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + 1 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.04a-INVOICE_ubl.xml b/tests/inputs/ubl/01.04a-INVOICE_ubl.xml new file mode 100644 index 0000000..5f19762 --- /dev/null +++ b/tests/inputs/ubl/01.04a-INVOICE_ubl.xml @@ -0,0 +1,115 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234/78/901 + 2016-06-16 + 380 + #ADU#Diese Leistung ist umsatzsteuerbefreit nach § 4 Nr. 22a UStG. + EUR + 04011000-12348-91 + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + 12/345/67890 + + ??? + + + + [Seller name] + VR 12345 Nz + Vorstand: [...] (Vorsitzender), […] (Stellvertreterin), Dr. […] (Schatzmeister); Beirat: […] (Vorsitzender); Geschäftsführung: […], AG […], FA für Körperschaften […] + + + […] + +49 (0)12-345678-90 + mail@seller.eu + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + [Buyer contact person] + + + + + 58 + + + DE75512108001245126199 + + + + Wir möchten Sie bitten, die Teilnahmegebühr iHv. 120,00 € innerhalb von 14 Tagen auf das oben genannte Konto unter Angabe der Rechnungsnummer 1234/78/901 zu überweisen. + + + 0 + + 120 + 0 + + O + 0 + als gemeinnützig anerkannt + + VAT + + + + + + 120 + 120 + 120 + 120 + + + Teilnahmegebühr + 1 + 120 + + Anmeldung von […] + Teilnahmegebühr + + O + + VAT + + + + + 120 + + + diff --git a/tests/inputs/ubl/01.05_minimal_test_ubl.xml b/tests/inputs/ubl/01.05_minimal_test_ubl.xml new file mode 100644 index 0000000..c171096 --- /dev/null +++ b/tests/inputs/ubl/01.05_minimal_test_ubl.xml @@ -0,0 +1,93 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + EUR + 90000000-03083-72 + + + rechnungsausgang@test.com + + 9876543217894897438 + + + [Seller city] + 12345 + + DE + + + + [Seller name] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + [Buyer city] + 98765 + + DE + + + + [Buyer name] + + + + + 58 + + DE75512108001245126199 + + + + 0 + + 4743.75 + 0 + + O + 0 + VATEX-EU-O + + VAT + + + + + + 4743.75 + 4743.75 + 4743.75 + 4743.75 + + + 1 + 30 + 4743.75 + + Beratung + + O + + VAT + + + + + 158.125 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.05a-INVOICE_ubl.xml b/tests/inputs/ubl/01.05a-INVOICE_ubl.xml new file mode 100644 index 0000000..5b03815 --- /dev/null +++ b/tests/inputs/ubl/01.05a-INVOICE_ubl.xml @@ -0,0 +1,192 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + PRG1502112 + 2015-04-24 + 380 + #ADU#Trainer: Herr […] + EUR + 99000000-18188-18 + + 2015-04-20 + 2015-04-24 + + + PR456789 + + + + seller@email.de + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123456 + Sitz der Gesellschaft […], Registergericht […], Amtsgericht […] + + + [Seller contact person] + +49 123456789 + xxx@schulung.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + + + Schulungsort + 12345 + + DE + + + + + + Schulungsanbieter + + + + + 58 + + + DE75512108001245126199 + + + + 58 + + DE12500105170648489890 + + + + 14 Tage + + + 1685.3 + + 8870 + 1685.3 + + S + 19 + + VAT + + + + + + 8870 + 8870 + 10555.3 + 10555.3 + + + Seminar: […] + 5 + 6700 + + Seminar + + S + 19 + + VAT + + + + + 1340 + + + + Raumkosten Schulungsort + 5 + 1500 + + Raumkosten + + S + 19 + + VAT + + + + + 300 + + + + Reisekostenpauschale + 5 + 450 + + Reisekostenpauschale + + S + 19 + + VAT + + + + + 90 + + + + Seminarunterlagen + 11 + 220 + + Seminarunterlagen + + S + 19 + + VAT + + + + + 20 + + + diff --git a/tests/inputs/ubl/01.06_minimal_test_ubl.xml b/tests/inputs/ubl/01.06_minimal_test_ubl.xml new file mode 100644 index 0000000..d9027aa --- /dev/null +++ b/tests/inputs/ubl/01.06_minimal_test_ubl.xml @@ -0,0 +1,99 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + EUR + 90000000-03083-72 + + + rechnungsausgang@test.com + + 9876543217894897438 + + + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + [Seller name] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + [Buyer city] + 98765 + + DE + + + + [Buyer name] + + + + + 58 + + DE75512108001245126199 + + + + 757.41 + + 3986.34 + 757.41 + + S + 19 + + VAT + + + + + + 3986.34 + 3986.34 + 4743.75 + 4743.75 + + + 1 + 30 + 3986.34 + + Beratung + + S + 19 + + VAT + + + + + 132.878 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.06a-INVOICE_ubl.xml b/tests/inputs/ubl/01.06a-INVOICE_ubl.xml new file mode 100644 index 0000000..294518b --- /dev/null +++ b/tests/inputs/ubl/01.06a-INVOICE_ubl.xml @@ -0,0 +1,244 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + R123456789 + 2016-07-06 + 380 + #ADU#Die auf Transaktionsebene ausgewiesenen Händlerentgelte und Interchangewerte werden im Rahmen der Abrechnung addiert und kaufmännisch auf ganze Währungseinheiten gerundet. + EUR + 99000000-01944-98 + + 2016-06-01 + 2016-06-30 + + + CR987654321 + + + + seller@email.de + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123456 + Amtsgericht […] + + + Kundenservice - Vertriebspartner Direktkunden + +49(0)12 3456-7890 + kundenservice@email.de + + + + + + buyer@info.de + + B123456789 + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + Abteilung Buchhaltung + + + + + + + [Deliver to address line 1] + [Deliver to city] + 12345 + + DE + + + + + + Leistungsempfänger + + + + + 58 + + + DE12500105170648489890 + + + + Bitte überweisen Sie den Gesamtbetrag in Höhe von EUR […] innerhalb von […] Tagen ohne Abzug auf unser Konto IBAN […] bei […] BIC […]. + + + 3464.98 + + 18236.72 + 3464.98 + + S + 19 + + VAT + + + + + + 18236.72 + 18236.72 + 21701.7 + 21701.7 + + + 8000593202 + 1 + 17.24 + + Servicegebühren A + + S + 19 + + VAT + + + + + 17.24 + + + + 8000612340 + 1 + 16704.07 + + Servicegebühren B + + S + 19 + + VAT + + + + + 16704.07 + + + + 8000619834 + 1 + 5.21 + + Servicegebühren C + + S + 19 + + VAT + + + + + 5.21 + + + + 8000619863 + 1 + 282.36 + + Servicegebühren D + + S + 19 + + VAT + + + + + 282.36 + + + + 8000613563 + 1 + 386.68 + + Servicegebühren E + + S + 19 + + VAT + + + + + 386.68 + + + + 8000648582 + 1 + 535.11 + + Servicegebühren F + + S + 19 + + VAT + + + + + 535.11 + + + + 8000648584 + 1 + 306.05 + + Servicegebühren G + + S + 19 + + VAT + + + + + 306.05 + + + diff --git a/tests/inputs/ubl/01.07a-INVOICE_ubl.xml b/tests/inputs/ubl/01.07a-INVOICE_ubl.xml new file mode 100644 index 0000000..4b669aa --- /dev/null +++ b/tests/inputs/ubl/01.07a-INVOICE_ubl.xml @@ -0,0 +1,126 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + R1234567 + 2016-06-30 + 2016-08-14 + 380 + #ADU#Bitte überweisen Sie den Gesamtbetrag in Höhe von EUR 45,22 auf unser Konto Nr. […], BIC […]. + #ADU#Bei Fragen steht Ihnen unsere Kundenbetreuung gern unter der Rufnummer [...] zur Verfügung. Beanstandungen am Inhalt dieser Rechnung sind uns innerhalb von 28 Tagen nach Erhalt der Rechnung schriftlich mitzuteilen. Nach Ablauf dieser Frist gilt der Saldo endgültig. + #ADU#Die Deutsche Kreditwirtschaft hat die Händlerbedingungen für die Teilnahme am electronic cash-System angepasst. Sie finden diese unter https://www…./de/agb. Die neuen Händlerbedingungen gelten ab sofort, wobei Sie binnen sechs Wochen nach Bekanntgabe der Änderung einen Widerspruch an Ihre Hausbank richten können. Bitte klären Sie sämtliche Fragen diese Bedingungen betreffend mit Ihrer Hausbank. + EUR + 99000000-05676-98 + + 2016-06-01 + 2016-06-30 + + + + seller@email.de + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + + + [Seller contact person] + +49 (0)69… + seller@info.de + + + + + + buyer@info.de + + B123456789 + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Buyer name] + + + [Buyer contact person] + + + + + 58 + + DE12500105170648489890 + + + + Bis zum 14.08.2016 ohne Abzug + + + 7.22 + + 38 + 7.22 + + S + 19 + + VAT + + + + + + 38 + 38 + 45.22 + 45.22 + + + 000040 + 1 + 38 + + 2016-06-01 + 2016-06-30 + + + Miete X + + S + 19 + + VAT + + + + + 38 + + + diff --git a/tests/inputs/ubl/01.08a-INVOICE_ubl.xml b/tests/inputs/ubl/01.08a-INVOICE_ubl.xml new file mode 100644 index 0000000..69b76e8 --- /dev/null +++ b/tests/inputs/ubl/01.08a-INVOICE_ubl.xml @@ -0,0 +1,133 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + R123456789 + 2016-01-18 + 2016-02-01 + 380 + EUR + 04011000-12349-88 + + Dummywert + A123456789 + + + V876543210 + + + + seller@email.de + + [Seller trading name] + + + Postfach 123456 + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Auskunft erteilt Ihnen + 1234567890 + seller@test.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + Die Zahlung wird als Teilleistung monatl. Erbracht und ist monatl. zum letzten Werktag fällig. … + + + 451.19 + + 2374.68 + 451.19 + + S + 19 + + VAT + + + + + + 2374.68 + 2374.68 + 2825.87 + 2825.87 + + + 0020 + 12 + 2374.68 + + Zentrale Administrationslösung Bereitstellung von Werkzeugen zur Administration/Betreuung + + 519304 + + + S + 19 + + VAT + + + + + 197.89 + + + diff --git a/tests/inputs/ubl/01.09a-INVOICE_ubl.xml b/tests/inputs/ubl/01.09a-INVOICE_ubl.xml new file mode 100644 index 0000000..e6de894 --- /dev/null +++ b/tests/inputs/ubl/01.09a-INVOICE_ubl.xml @@ -0,0 +1,130 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + R123456 + 2016-04-06 + 2016-04-20 + 380 + EUR + 04011000-12350-85 + + Dummywert + A123456789 + + + ANG987654321 + + + + seller@email.de + + [Seller trading name] + + + Postfach 123456 + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Auskunft erteilt Ihnen + 1234567890 + seller@test.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 1149.12 + + 6048 + 1149.12 + + S + 19 + + VAT + + + + + + 6048 + 6048 + 7197.12 + 7197.12 + + + 0010 + 1 + 6048 + + Paketierung der Anwendung "Kofax 10.2" für 180 Geräte + + 519306 + + + S + 19 + + VAT + + + + + 6048 + + + diff --git a/tests/inputs/ubl/01.10a-INVOICE_ubl.xml b/tests/inputs/ubl/01.10a-INVOICE_ubl.xml new file mode 100644 index 0000000..2afe2b2 --- /dev/null +++ b/tests/inputs/ubl/01.10a-INVOICE_ubl.xml @@ -0,0 +1,152 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + Rechnungsnummer + 2016-06-27 + 380 + #ADU#Wir liefern Ihnen ausschließlich zu unseren allgemeinen Geschäftsbedingungen (Stand Februar 2013). Diese werden Ihnen jederzeit auf Wunsch übersandt. Bei Aufträgen, basierend auf öffentlichen Vergaben, gelten die ggf. vereinbarten abweichenden Liefer- und Zahungsbedingungen des Auftraggebers. + EUR + 04011000-12350-85 + + Dummywert + Auftragsnummer + + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + 123/456/789 + + ??? + + + + [Seller name] + HRB 123456 + Sitz der Gesellschaft: […], Registergericht: […], Geschäftsführer: […] + + + Berater / Sachbearbeiter + +49(0)1234-0 + info@seller.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + Ansprechpartner Käufer + + + + + + + [Deliver to address line 1] + [Deliver to city] + 12345 + + DE + + + + + + Außenstelle XY + + + + + 58 + + + DE75512108001245126199 + + + + 58 + + + DE12500105170648489890 + + + + #SKONTO#TAGE=7#PROZENT=2.00# +#SKONTO#TAGE=14#PROZENT=1.00# +#SKONTO#TAGE=30#PROZENT=0.00# + + + 414.2 + + 2180 + 414.2 + + S + 19 + + VAT + + + + + + 2180 + 2180 + 2594.2 + 2594.2 + + + 1 + 10 + 2180 + + Sitz: 10-301 blau, Rücken: 10-301 blau, …. + Drehstuhl + + AL281982 + + + S + 19 + + VAT + + + + + 218 + + + diff --git a/tests/inputs/ubl/01.11a-INVOICE_ubl.xml b/tests/inputs/ubl/01.11a-INVOICE_ubl.xml new file mode 100644 index 0000000..5e4ce75 --- /dev/null +++ b/tests/inputs/ubl/01.11a-INVOICE_ubl.xml @@ -0,0 +1,169 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + Rechnungsnummer + 2016-02-23 + 2016-03-08 + 380 + EUR + 04011000-12352-79 + + Dummywert + Auftragsnummer + + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Auskunft erteilt Ihnen + 1234567890 + seller@test.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 44.61 + + 234.77 + 44.61 + + S + 19 + + VAT + + + + + + 234.77 + 234.77 + 279.38 + 279.38 + + + 0010 + 3 + 214.26 + + Huawei E5573 Mobiler 4G Hotspot sw + + CON-1401888 + + + S + 19 + + VAT + + + + + 71.42 + + + + 0020 + 1 + 10.71 + + Beschaffungspauschale + + 51001 + + + S + 19 + + VAT + + + + + 10.71 + + + + 0030 + 1 + 9.8 + + Lieferkosten + + 51010 + + + S + 19 + + VAT + + + + + 9.8 + + + diff --git a/tests/inputs/ubl/01.12a-INVOICE_ubl.xml b/tests/inputs/ubl/01.12a-INVOICE_ubl.xml new file mode 100644 index 0000000..dfde127 --- /dev/null +++ b/tests/inputs/ubl/01.12a-INVOICE_ubl.xml @@ -0,0 +1,211 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + Rechnungsnummer + 2016-03-02 + 2016-03-16 + 380 + EUR + 04011000-12353-76 + + Dummywert + Auftragsnummer + + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Auskunft erteilt Ihnen + 1234567890 + seller@test.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE12500105170648489890 + + + + 58 + + + DE89370400440532013000 + + + + 58 + + + DE75512108001245126199 + + + + 48.76 + + 256.61 + 48.76 + + S + 19 + + VAT + + + + + + 256.61 + 256.61 + 305.37 + 305.37 + + + 0010 + 1 + 12.52 + + Keyboard/Maus - weiß + + CUF-90541432 + + + S + 19 + + VAT + + + + + 12.52 + + + + 0020 + 2 + 126.9 + + MX Master + + CUF-90597289 + + + S + 19 + + VAT + + + + + 63.45 + + + + 0030 + 2 + 95.64 + + Tastatur Deutsch + + CUF-90271291 + + + S + 19 + + VAT + + + + + 47.82 + + + + 0040 + 1 + 11.75 + + Beschaffungspauschale + + 51001 + + + S + 19 + + VAT + + + + + 11.75 + + + + 0050 + 1 + 9.8 + + Lieferkosten + + 51010 + + + S + 19 + + VAT + + + + + 9.8 + + + diff --git a/tests/inputs/ubl/01.13a-INVOICE_ubl.xml b/tests/inputs/ubl/01.13a-INVOICE_ubl.xml new file mode 100644 index 0000000..f1ac321 --- /dev/null +++ b/tests/inputs/ubl/01.13a-INVOICE_ubl.xml @@ -0,0 +1,298 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + Rechnungsnummer + 2015-01-09 + 2015-01-24 + 380 + #ADU#Bearbeitungszeitraum: Dezember 2014/ 5.01.-09.01.2015 Abschlagsrechnung A 9 + EUR + 04011000-12354-73 + + Dummywert + Auftragsnummer + + + PR12345678 + + + + seller@email.de + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + 123/456/789 + + ??? + + + + [Seller name] + + + [Seller contact person] + 1234567890 + info@seller.de + + + + + + buyer@info.de + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE75512108001245126199 + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + + 1012.7 + + 5330 + 1012.7 + + S + 19 + + VAT + + + + + + 5330 + 5330 + 6342.7 + 6342.7 + + + 7 + 1 + 400 + + Aussetzen der Kanten Neorokokosofa laut N2 + + S + 19 + + VAT + + + + + 400 + + + + 8 + 1 + 240 + + Aussetzen der Kanten am Sofa um 1780 laut N2 + + S + 19 + + VAT + + + + + 240 + + + + 9 + 1 + 120 + + Analyse Pigment + + S + 19 + + VAT + + + + + 120 + + + + 10 + 1 + 70 + + Querschliff + + S + 19 + + VAT + + + + + 70 + + + + 5.2 + 1 + 140 + + Furnierniederlegung 50 % + + S + 19 + + VAT + + + + + 140 + + + + 2 + 1 + 400 + + Transport 25 % + + S + 19 + + VAT + + + + + 400 + + + + 7.1 + 1 + 280 + + Sofa um 1780 Reinigung der Oberfläche + + S + 19 + + VAT + + + + + 280 + + + + 7.2 + 1 + 480 + + Konstruktive Ertüchtigung, Ergänzung eines Beines + + S + 19 + + VAT + + + + + 480 + + + + 7.3 + 1 + 1600 + + Abnahme der rotbraunen Fassung 50 % + + S + 19 + + VAT + + + + + 1600 + + + + 9.1 + 1 + 400 + + Neorokokosofo konstruktive Ertüchtigung + + S + 19 + + VAT + + + + + 400 + + + + 9.2 + 1 + 1200 + + Reinigung, Fassungssicherung 50 % + + S + 19 + + VAT + + + + + 1200 + + + diff --git a/tests/inputs/ubl/01.14a-INVOICE_ubl.xml b/tests/inputs/ubl/01.14a-INVOICE_ubl.xml new file mode 100644 index 0000000..4180b90 --- /dev/null +++ b/tests/inputs/ubl/01.14a-INVOICE_ubl.xml @@ -0,0 +1,188 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + EUR + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + + + 65002278 + ABC123456789 + + + + seller@email.de + + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + [Seller name] + HRB 123 + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + buyer@info.de + + 138 + + + [Buyer city] + 98765 + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + HRB 3456 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + + DE75512108001245126199 + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + + 10781.25 + 10781.25 + 12829.69 + 12829.69 + + + 1 + 33 + 4743.75 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + + + diff --git a/tests/inputs/ubl/01.15a-INVOICE_ubl.xml b/tests/inputs/ubl/01.15a-INVOICE_ubl.xml new file mode 100644 index 0000000..3980742 --- /dev/null +++ b/tests/inputs/ubl/01.15a-INVOICE_ubl.xml @@ -0,0 +1,200 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 0000123456 + 2017-12-11 + 2018-01-10 + 380 + #ADU#[Invoice note] + EUR + 11002002-98765-14 + + 10520 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + Entwicklung System + + + + seller@email.de + + [Seller street] + [Seller city] + 10623 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + + + [Seller contact person] + 1234567890 + contact@seller.de + + + + + + buyer@info.de + + [Buyer street] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + [Buyer contact person] + buyer@contact.com + + + + + 58 + 0000123456 + + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bei Zahlungen binnen 14 Tagen, 2% Skonto + + + 1706.2 + + 8980 + 1706.2 + + S + 19 + + VAT + + + + + + 8980 + 8980 + 10686.2 + 10686.2 + + + 0 + 1 + 850 + + Anforderungmanagament + Anforderungsaufnahme + + 1034 + + + S + 19 + + VAT + + + + + 850 + + + + 1 + 1 + 2986 + + Erstellung Lastenheft bis Abnahme + Lastenheft + + 1035 + + + S + 19 + + VAT + + + + + 2986 + + + + 2 + 1 + 2344 + + Erstellung Pflichtenheft bis Abnahme + Pflichtenheft + + 1036 + + + S + 19 + + VAT + + + + + 2344 + + + + 3 + 1 + 2800 + + Entwicklung System bis Implementierung + Entwicklung + + 1037 + + + S + 19 + + VAT + + + + + 2800 + + + diff --git a/tests/inputs/ubl/01.17a-INVOICE_ubl.xml b/tests/inputs/ubl/01.17a-INVOICE_ubl.xml new file mode 100644 index 0000000..7c74668 --- /dev/null +++ b/tests/inputs/ubl/01.17a-INVOICE_ubl.xml @@ -0,0 +1,146 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456XX + 2016-04-04 + 380 + #ADU#Es gelten unsere Allgem. Geschäftsbedingungen, die Sie unter […] finden. + EUR + 04011000-12345-03 + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE 123456789 + + VAT + + + + [Seller name] + [HRA-Eintrag] + 123/456/7890, HRA-Eintrag in […] + + + nicht vorhanden + +49 1234-5678 + seller@email.de + + + + + + buyer@info.de + + [Buyer identifier] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE75512108001245126199 + + + + Zahlbar sofort ohne Abzug. + + + 22.04 + + 314.86 + 22.04 + + S + 7 + + VAT + + + + + + 314.86 + 314.86 + 336.9 + 0.01 + 336.91 + + + Zeitschrift [...] + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 1 + 288.79 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Zeitschrift Inland + Zeitschrift [...] + + 246 + + + 0721-880X + + + S + 7 + + VAT + + + + + 288.79 + + + + Porto + Versandkosten + 1 + 26.07 + + Porto + Versandkosten + + S + 7 + + VAT + + + + + 26.07 + + + diff --git a/tests/inputs/ubl/01.18a-INVOICE_ubl.xml b/tests/inputs/ubl/01.18a-INVOICE_ubl.xml new file mode 100644 index 0000000..9a13a84 --- /dev/null +++ b/tests/inputs/ubl/01.18a-INVOICE_ubl.xml @@ -0,0 +1,197 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + PRG1502112 + 2015-04-24 + 384 + #ADU#Trainer: Herr […] + EUR + 99000000-18188-18 + + 2015-04-20 + 2015-04-24 + + + + PRG1502168 + + + + PR456789 + + + + seller@email.de + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123456 + Sitz der Gesellschaft […], Registergericht […], Amtsgericht […] + + + [Seller contact person] + +49 123456789 + xxx@schulung.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + + + Schulungsort + 12345 + + DE + + + + + + Schulungsanbieter + + + + + 58 + + + DE75512108001245126199 + + + + 58 + + DE12500105170648489890 + + + + 14 Tage + + + 1685.3 + + 8870 + 1685.3 + + S + 19 + + VAT + + + + + + 8870 + 8870 + 10555.3 + 10555.3 + + + Seminar: […] + 5 + 6700 + + Seminar + + S + 19 + + VAT + + + + + 1340 + + + + Raumkosten Schulungsort + 5 + 1500 + + Raumkosten + + S + 19 + + VAT + + + + + 300 + + + + Reisekostenpauschale + 5 + 450 + + Reisekostenpauschale + + S + 19 + + VAT + + + + + 90 + + + + Seminarunterlagen + 11 + 220 + + Seminarunterlagen + + S + 19 + + VAT + + + + + 20 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.19a-INVOICE_ubl.xml b/tests/inputs/ubl/01.19a-INVOICE_ubl.xml new file mode 100644 index 0000000..ac4990c --- /dev/null +++ b/tests/inputs/ubl/01.19a-INVOICE_ubl.xml @@ -0,0 +1,182 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + PRG1502112 + 2015-04-24 + 380 + #ADU#Trainer: Herr […] + EUR + 99000000-18188-18 + + 2015-04-20 + 2015-04-24 + + + PR456789 + + + + seller@email.de + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + HRB 123456 + Sitz der Gesellschaft […], Registergericht […], Amtsgericht […] + + + [Seller contact person] + +49 123456789 + xxx@schulung.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + + + Schulungsort + 12345 + + DE + + + + + + Schulungsanbieter + + + + + 68 + + + 14 Tage; bitte die Zahlung per PayPal über die angegebene Email-Adresse durchführen + + + 1685.3 + + 8870 + 1685.3 + + S + 19 + + VAT + + + + + + 8870 + 8870 + 10555.3 + 10555.3 + + + Seminar: […] + 5 + 6700 + + Seminar + + S + 19 + + VAT + + + + + 1340 + + + + Raumkosten Schulungsort + 5 + 1500 + + Raumkosten + + S + 19 + + VAT + + + + + 300 + + + + Reisekostenpauschale + 5 + 450 + + Reisekostenpauschale + + S + 19 + + VAT + + + + + 90 + + + + Seminarunterlagen + 11 + 220 + + Seminarunterlagen + + S + 19 + + VAT + + + + + 20 + + + diff --git a/tests/inputs/ubl/01.20a-INVOICE_ubl.xml b/tests/inputs/ubl/01.20a-INVOICE_ubl.xml new file mode 100644 index 0000000..1e4bae9 --- /dev/null +++ b/tests/inputs/ubl/01.20a-INVOICE_ubl.xml @@ -0,0 +1,165 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567890 + 2021-01-25 + 2021-02-04 + 389 + #REG#Betriebsstätte + EUR + 1234567890-54321-40 + + Bestellung XRechnung + + + + seller@email.de + + [Seller street] + [Seller city] + 12345 + + DE + + + + DE123456789 + + VAT + + + + Betriebsstätte + + + Reimund Kann + 0123456789 + test@test.de + + + + + + buyer@info.de + + [Street] + [City] + 12345 + + DE + + + + DE987654321 + + VAT + + + + Kunde 1 + + + + + 2021-01-25 + + + [Street] + [City] + 54321 + + DE + + + + + + [ShipToTradeParty] + + + + + 42 + 1234567890 + + 1234 5678 9012 3456 789022 + Postbank Düsseldorf + + PBNKDEFF + + + + + Zahlbar unter Angabe der Rechungs- und Debitornummer sofort netto Kasse; fällig zum 04.02.2021 ohne Abzug + + + 57.00 + + 300.00 + 57.00 + + S + 19 + + VAT + + + + + + 300.00 + 300.00 + 357.00 + 357.00 + + + 1 + -1.0000 + -100.00 + + 2021-01-25 + 2021-01-25 + + + Behältermiete + + S + 19 + + VAT + + + + + 100 + 1 + + + + 2 + 4.0000 + 400.00 + + 2021-01-25 + 2021-01-25 + + + Ersatztext bei Entsorgung + Entsorgung + + S + 19 + + VAT + + + + + 100 + 1 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/01.21a-INVOICE_ubl.xml b/tests/inputs/ubl/01.21a-INVOICE_ubl.xml new file mode 100644 index 0000000..33d4cc6 --- /dev/null +++ b/tests/inputs/ubl/01.21a-INVOICE_ubl.xml @@ -0,0 +1,155 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 18383 + 2020-11-27 + 2020-12-27 + 380 + EUR + 04011000-12349-88 + + + seller@email.de + + 116078 + + + Musterstrasse 4 + Frankfurt am Main + 60388 + + DE + + + + DE 123456789 + + VAT + + + + 04523149435 + + ??? + + + + Mustermann GmbH + + + Wolfgang Muster + 069-12335 + mail@muster.de + + + + + + buyer@info.de + + 10099 + + + Musterweg 1 + Berlin + 10115 + + DE + + + + DE152138634 + + VAT + + + + 04523249415 + + ??? + + + + DB Station&Service AG RB Mitte + + + Klaus Koffer + + + + + 2020-11-23 + + + 1 + + + DE54500800000192632400 + Mustermann GmbH + + DRESDEFFXXX + + + + + 10 Tage 3% Skonto, 30 Tage netto + + + true + Lieferpauschale + 25.00 + + AE + 0 + + VAT + + + + + 0.00 + + 233.00 + 0.00 + + AE + 0 + Umkehrung der Steuerschuldnerschaft + + VAT + + + + + + 208.00 + 233.00 + 233.00 + 25.00 + 233.00 + + + 1 + 4 + 208.00 + + Tür Instandsetzung + + 1 + + + AE + 0 + + VAT + + + + + 52.00 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/02.01a-INVOICE_ubl.xml b/tests/inputs/ubl/02.01a-INVOICE_ubl.xml new file mode 100644 index 0000000..c62d21a --- /dev/null +++ b/tests/inputs/ubl/02.01a-INVOICE_ubl.xml @@ -0,0 +1,296 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + 2018-04-13 + EUR + GBP + 90000000-03083-72 + + 2016-01-01 + 2016-12-31 + + + 65002278 + ABC123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + JVBERi0xLjUNCiW1tbW1DQoxIDAgb2JqDQo8PC9UeXBlL0NhdGFsb2cvUGFnZXMgMiAwIFIvTGFuZyhkZS1ERSkgL1N0cnVjdFRyZWVSb290IDEwIDAgUi9NYXJrSW5mbzw8L01hcmtlZCB0cnVlPj4+Pg0KZW5kb2JqDQoyIDAgb2JqDQo8PC9UeXBlL1BhZ2VzL0NvdW50IDEvS2lkc1sgMyAwIFJdID4+DQplbmRvYmoNCjMgMCBvYmoNCjw8L1R5cGUvUGFnZS9QYXJlbnQgMiAwIFIvUmVzb3VyY2VzPDwvRm9udDw8L0YxIDUgMCBSPj4vRXh0R1N0YXRlPDwvR1M3IDcgMCBSL0dTOCA4IDAgUj4+L1Byb2NTZXRbL1BERi9UZXh0L0ltYWdlQi9JbWFnZUMvSW1hZ2VJXSA+Pi9NZWRpYUJveFsgMCAwIDU5NS4zMiA4NDEuOTJdIC9Db250ZW50cyA0IDAgUi9Hcm91cDw8L1R5cGUvR3JvdXAvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCPj4vVGFicy9TL1N0cnVjdFBhcmVudHMgMD4+DQplbmRvYmoNCjQgMCBvYmoNCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjEzPj4NCnN0cmVhbQ0KeJytj0FrwkAQhe8L+x/ecaaQzWyycTcgQk2sWBAsDXgQDx7WINpAm/72npsED8VzB+bwmDcz70O6w3yebqtNDVkssKwrfGolRsYKwVsIirIweYbgrCkzfEWt9k/otFo2WqUvFtYacWjOWo1ugYUXEzIHPxPjA5qPwbd+92j74TTaSYW7Wmt1oJoTR6ceVw70w0lBHedTf0f2hMhJTpeOC4pcEp47dnQ7tTyjiHHUxwtbmRYM+IjmVavVEO5Nq3+AycSaUP6FmRju0R/+YbWt8AtH80VUDQplbmRzdHJlYW0NCmVuZG9iag0KNSAwIG9iag0KPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvTmFtZS9GMS9CYXNlRm9udC9BQkNERUUrQ2FsaWJyaS9FbmNvZGluZy9XaW5BbnNpRW5jb2RpbmcvRm9udERlc2NyaXB0b3IgNiAwIFIvRmlyc3RDaGFyIDMyL0xhc3RDaGFyIDI0Ni9XaWR0aHMgMTcgMCBSPj4NCmVuZG9iag0KNiAwIG9iag0KPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250TmFtZS9BQkNERUUrQ2FsaWJyaS9GbGFncyAzMi9JdGFsaWNBbmdsZSAwL0FzY2VudCA3NTAvRGVzY2VudCAtMjUwL0NhcEhlaWdodCA3NTAvQXZnV2lkdGggNTIxL01heFdpZHRoIDE3NDMvRm9udFdlaWdodCA0MDAvWEhlaWdodCAyNTAvU3RlbVYgNTIvRm9udEJCb3hbIC01MDMgLTI1MCAxMjQwIDc1MF0gL0ZvbnRGaWxlMiAxOCAwIFI+Pg0KZW5kb2JqDQo3IDAgb2JqDQo8PC9UeXBlL0V4dEdTdGF0ZS9CTS9Ob3JtYWwvY2EgMT4+DQplbmRvYmoNCjggMCBvYmoNCjw8L1R5cGUvRXh0R1N0YXRlL0JNL05vcm1hbC9DQSAxPj4NCmVuZG9iag0KOSAwIG9iag0KPDwvQXV0aG9yKFdFSVNTTUFOTiBNYXJjZWwpIC9DcmVhdG9yKP7/AE0AaQBjAHIAbwBzAG8AZgB0AK4AIABXAG8AcgBkACAAMgAwADEANikgL0NyZWF0aW9uRGF0ZShEOjIwMTgwNzI1MTI1OTQyKzAyJzAwJykgL01vZERhdGUoRDoyMDE4MDcyNTEyNTk0MiswMicwMCcpIC9Qcm9kdWNlcij+/wBNAGkAYwByAG8AcwBvAGYAdACuACAAVwBvAHIAZAAgADIAMAAxADYpID4+DQplbmRvYmoNCjE2IDAgb2JqDQo8PC9UeXBlL09ialN0bS9OIDYvRmlyc3QgMzkvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyODQ+Pg0Kc3RyZWFtDQp4nG1RwYqDMBC9F/oP8wdjrMIulMKybdmlVESFPZQeUp3VUE1KGqH9+03UYg4LIZk3897LZMIiCICtIGbAbBDYw673EFgIUfgGLIbI1tZrTB0tgAxzTLF43ghzo/vS7Frq8HCC4AyY1jBwNpvlYpQELwnX5j8Vc/dnZ5gUHqPQRJlSBjPV0pHfXGPOyzqRHKquR5dxNqvRxqsm9DAHegKbrPfWSypDmLhtJ6sZFJZ6UQ/MqTT4RbwiPcZO84q/ZSsk5Q13HbrEh7QO3AglJ6yN+OU2GNCP0teLUlfcqrLvbE9D5t4QmXEYR15q5eHPxu4e3greqtpL5K2oyOOO91harXmHe1H3mqa3Jn13P7mPjefpzrNeLv4ATdCbvw0KZW5kc3RyZWFtDQplbmRvYmoNCjE3IDAgb2JqDQpbIDIyNiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDI1MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1NzkgMCAwIDYxNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDQ3OSAwIDAgMCA0OTggMCA0NzEgMCAyMzAgMCA0NTUgMjMwIDAgNTI1IDAgMCAwIDAgMzkxIDMzNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1MjddIA0KZW5kb2JqDQoxOCAwIG9iag0KPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAxNDY2NzUvTGVuZ3RoMSAzNDE5MzI+Pg0Kc3RyZWFtDQp4nOxcB3hUxdqeOWdbtiS7ySYk2SS7YUkoSwidgEiWNHoJsJhQE1KBUAQiiJRYAI2g2Lti94pls6AG7L1cxYa9cvVarmIFCyX7v3O+nVAE9bm/3vv7/Pvtvud9v2/KmZkzM2eCMYwzxpJw0bGKookjht2b9Gwd06e9xFjqu8UFRZPm5tj3MZ57NWOG1cUFowsT9lz1HOPddYyplw8rKi6Z/MMcD1N8dqTbh40fN7Gx6v0SpvRC7IvgsImBAuOn5yUz3n8FY3suHDcxt/cVj06/hzH+Ge5aUTWvcmH2ntxzGBsHV/2u6pQlnm0L3+zH2BorY/oHahfWzVv1vjqAsQl7GLP56ioXL2QZzMu4Dz6z1zWcWusbkNbIWPMzjA0J1ddUVu99yGhE/Q1I71+PgO1O+2L4N8HvVD9vybKvp6X0ZUwZztjo1rk1i+b3vXvg3Yzt34n0Aw0Lqip3zX35TsaeRXt7T55XuWxh97jsLiiP+plnXs2SyndvTBuH/qSJ9s+vnFfTedP63iiK8cpVFy5YvCTsYmvRPlGfZ+GimoUJdR1TkNWD23/BxFgbet50UeIN22fGDd7LUkxM2P1frHhe8M7tsR/t33ewKeZLU3+4MUxhZChnYG2MP2HetH/fvk0xX2o1HWa23iKS0o1dxOxsGdOjpJ3lsnWMxffHfRWkqjof34gUk/4KfR9UmUGsvsTWKszElDi9oig6VdF9yLqFH2GdTtNaABsz0eNhfsaynqc2GK9Vsj2Mh0Waep8+VvSUOXWxh1rDX8R0uh7P6Q803Zfsjj+yvj/bDG/8tdr7R5q6B7PvDzRdDbv+iPqbjvR/tewZrOHX0vmXv14X0h1Hx9RnqYzy4bHLGgzset0Fx07T3c5qf0/sWKbuPmocxrERx8xXztJ+T31/hqmvsWl/Zv26vqziiPvtZ9P/zPv9p0x9gvU7OnZ0X482/jpb81v1Is8Vx7zfjYfix8sTacPx0/LYlN8TO5Ypzx1Zr5rJSo+VT3/XkXHlLpb5i3s2/jJ2rDz6BMpneOu38/+ePH+WKXewonb9TzZcaWXDNH0Z6yaYV7HKiN/AZ9D+pnzCGoBiWY7/AL8nK+Af/bHv4X/H1E4RLvnP3hfzmvEd/9l7Ri1qUYva8Uy5ipuPm1bBdh83Tc8u+3Na9H/f1H7s3P92G6IWtahFLWr/vuke/X3/zvFrpuw99G8b6ih23m/ec95v54la1KIWtahFLWpRi1rUoha1qP3/tMN/xhQW/TkzalGLWtSiFrWoRS1qUYta1KIWtahF7a9v/Li/5R61qEUtalGLWtSiFrWoRS1qUYta1KIWtahFLWpRi1rU/oKmRpBGf1WNW+FBqQrTsW8Q6M08UPFQNtaR9WBDWREbwypZDatjs1kDW8CWsE3sNvYD75XePb1n+kBPjGd11vNh7S+koYznsDLVWpm5bD5bdJwyPLwX9+4Wfjy8M/yj9veePmd7qKHhKj6TrWf9vlgnPrs776r84MTIX4LrcVh/umjXbHC34/VYHalexlN5Bm/gC/gpfCVfzzfyK5mB/6Cl/3D035eDr0T+Gp3Cft34oTsc5+Zlv1EDmU67Jv8iXvSLyLGbobVT9BHX8cB08VcB+QJc0V8tjfr8hxk/47fzKMb/xQ3U/0XZ4xqv/X83y5l/yto1SxYvOnnhgvnzGubOmV1fV1tTPWvmjOnTpk4pLwtMmjihdPy4sWNGjxo5YviwkuKiwoKh/vwhJw4+YdDAvAH9++X2yOneJTurk7ejO9npsMfZLOYYk9Gg16kKZ92LvSUVnmB2RVCX7R0+PEf43koEKg8LVAQ9CJUcmSfoqdCyeY7M6UfO2qNy+imnvz0nt3sGs8E53T3FXk/whSKvp5VPKS2D3lDkLfcEd2t6jKZ12Zpjg5OZiRKe4uT6Ik+QV3iKgyWn1DcXVxShvhaLudBbWGPO6c5azBZIC1Swi3dhC+8yhGtC6VI8qEVhJpu4bVDNKq6sDo4vLSsucmVmlmsxVqjVFTQUBo1aXZ7Zos3sXE9L90ea17fa2awKn7XaW105rSyoVqJQs1rc3Lwu6PAFu3qLgl2Xf5yMLtcEu3uLioM+LyobNaH9Bjyoz7J7Pc17GRrv3f3lkZHKSMSQZd/LhBRdbB8mpEvN0Da0EP3LzBRtObfVz2bBCTaVlpHvYbNcIebP9ZUHlQqR8ohMSQyIlCaZ0l68wpspHlVxReR7Sn1ysGmWJ6c7Rl/7ZuGLdE9Qza6YVVUvuLKm2VtUROM2qSzoL4LwV0b6WtzSMxf5KyvQidliGErLgrnehUGnt4AyIOARz2D2xDKtSKRY0FkYZBVVkVLB3OIi0S5PcXNFETVQ1OUtLdvG+oQ/bOnrcW3pw/qyctGOYFIhHkp2cXNZdW3QXeGqxvys9ZS5MoP+cgxfubesplw8Ja892PVD3C5Tu6NWCn07KrfMLHpuzDJ5yhSXWi6eFgKeEly8BYORYMfj0lzxRAsGe8q4i8lsuEskh1BH1ANHzSocLpJUUbRwuCuzPJPsV5rkirRJnxU0HVaXHYH2NtF9jts0yi0a1NVTXFN0WAOPqFQfaWCktmO3UxFjEbkxSpjE4xwuk9QsrFzEFFSjhcRTTPYE2XhPmbfGW+7FHPKPLxN9E2OtPd9RE72jSqeUaU87MksmHeFReh55QZaJZOkohZiDJT6XfKyaP0zz293hRyWPkMle0a7m5uoWpmaJqexq4ZrQF55bHhznK/cGZ/m8maKdOd1bTMyaOamiEGu1BNudt6TS67F7SporW8NNs5pb/P7mhcUV9YOwLpq9I6qbvRPLBru0xk8oW+laLu4dz0bxUZMKUJXCClq8/OzSFj8/e+KUsm12xjxnTyoLKVwprCgob+mEtLJtHrwAtKgioiIoHI9wRE0T4Ji0/K5tfsaatFSdFtD8qlbOtJhJxjiralUoZqcbZWs38uOsVNWqoxS/zK1DzESxJsrdJZLbhBS7SNnO8CJhWiJZCxMD7Dfr/SZ/jN+q2BQMqQiFENmOvDGcbbFyG3e1oM4JWriVN7XE+F3btJomRHI2IaeINbXH0HKR7bCKcD/qeOBQDwJTyrZYGerXrshRIAyzMLkecwjvk2JPtZh/K8rrmyvKxe7BkjBX8eVB7h3Cgop3CFpssAbN3pqCoMVbIOL5Ip5PcYOIGzHzeRLHwxabbnOFFxsxVkwZc3Faa6qo0tMaDk8qy3zBtbs8E2tpGjClLBjjw8tNnzUS+YYJVCA8LNhUVSnawQJloqwxa0RVOdalrBBZRgRjUENMpAbkKNHKiPWGQlWYa5VeTSKMraOpPFjuEzctm12urVd7kA33DgoasqlOfba4UW55c7y3t7b5YK2bs9YJikHb2MQyirjg4mblNEhGK1pe5UVSVYWH5shErGV6WZhdFKnBnq/LrtFgdkUSmeiWmmWxmYMxPVAhvkJbeog9R59lLC+nxmveukgG3NsetKBF2YcNZaQARgdJI0Rb8F2Hpoqsj4pqSlvZBO8ybJ2i0VpNRiQHbVkjKvF2o/IWRLx5srBJbIKWSB1PUNQoem7FuGNLaA3f6j018zDD3iHefmL+Mdc2LFRW3nx0IDjVl9PddHTUpoWbm022Yxeg8TLZ2lkLKllV4q0AFhNOm2+eYvGq9I5sUcb6NOYaN4/04g2iZAngoKNi+WR6qstFLjR5vLaXHTcTPyyTeE1rlTfbT5Aej3j0MJuDdUe69e1uiQAOg1k96AyBroi9FnNljivYgJkps4gn4mn22L2DvOKiFR4mUIGH1L4sMP0x68SiaarylM3CZEeFJRXNJc3iiFpVGRm2yJ2C831HVIl1wTF5UJHoTrBpvKei3FOBoykvLcvMdGE1gj21OKd6K8WrYDz1Z/wU7ahS2SymOMNJpdwVNOLFVFtZ483EGyQodiAafdFGXWTZMFdzs7c5qK3bEmRG9dlYdiME4bvQ562sEUfoWnGCrtHKlqC52uiI2lzFXqzlGoS1scTAYeubJS5VzeKAPr3Ch5FwNMc3ewY2YwuejreHLrtqcgVeVeKN5NEedaULHgZhhPDKURFljMkSGWkJiNbM87VMN2YdimjfBT7KbNJqRcsmlAXHyyzaehLiZF9Q6ZCHRNF5PmFKmdynVJE8AsPrx6xyidKeoDKpLPJ4tPIjRFGXfGBUDBHtHRJZX+1vG/kemubCmB43jpeDOnSi8ozyFMtjbuXpCL/H8pS3WUB5C/wG+M0Ivw5+DbwT/Cr4FfDL4IfBD4EfBD/AAkynvMP6ApMAtV1VAzcBOwE9m4uaOLOgPGdO5TFWBFQDS4CLAT3yPoS0m1AjZx7lrK0xyXwkHuiZUpwhxelSNEmxWopVUqyUYoUUp0mxXIpTpVgmxVIpTpGiUYolUiyW4mQpFkqxQIr5UsyTokGKuVLMkWK2FPVS1ElRK0WNFNVSVEkxS4pKKSqkmCnFDCmmSzFNiqlSTJGiXIoyKU6SYrIUASkmSTFRiglSlEoxXopxUoyVYowUo6UYJcVIKUZIMVyKYVKUSFEsRZEUhVIUSDFUCr8U+VIMkeJEKQZLcYIUg6QYKEWeFAOk6C9FPyn6StFHit5S9JKipxS5UvSQIkeK7lL4pOgmRVcpukjRWYpsKbKk6CSFV4qOUmRK4ZHCLUWGFOlSpEnhkiJVihQpkqXoIEWSFIlSOKVIkCJeCocUdinipIiVwiaFVQqLFGYpYqQwSWGUwiCFXgqdFKoUihRcChYRPCxFmxQHpTggxX4p9knxsxQ/SfGjFD9IsVeKPVJ8L8V3UnwrxTdSfC3FV1LsluJLKb6Q4l9SfC7FZ1J8KsUnUvxTio+l+EiKf0ixS4oPpfhAiveleE+Kd6V4R4q3pXhLijeleEOK16V4TYqdUrwqxStSvCzFS1K8KMUOKV6Q4nkp/i7Fc1I8K8UzUjwtxVNSPCnFE1I8LsVjUjwqxSNSPCzFQ1I8KMUDUtwvxXYptknRKsV9UtwrxT1SbJViixQhKVqkCEpxtxR3SXGnFHdIsVmK26X4mxS3SXGrFLdIcbMUN0lxoxQ3SHG9FJukuE6Ka6W4RoqrpbhKiiuluEKKy6W4TIpLpbhEiouluEiKC6W4QIqNUpwvxXlSbJBivRTnStEsxTlSnC3FOinWSrFGCnns4fLYw+Wxh8tjD5fHHi6PPVwee7g89nB57OHy2MPlsYfLYw+Xxx4ujz1cHnu4PPZweezh8tjDF0khzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLs8/XJ5/uDz/cHn+4fL8w+X5h8vzD5fnHy7PP1yef7g8/3B5/uHy/MPl+YfL8w+X5x8uzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLo89XB57uDz2cHna4fK0w+Vph8vTDpenHS5PO1yedrg87XB52uGFW4RoVc4KZQxx48wcykgEnUHe6aGMQaAm8lYTrQplWEEryVtBdBrRcqJTQ+lDQctC6YWgpUSnEDVS2hLyFhMtouDJofQC0EKiBUTzKcs8ogaiuaG0YtAcotlE9UR1RLWhtCJQDXnVRFVEs4gqiSqIZhLNoHLTyZtGNJVoClE5URnRSUSTiQJEk4gmEk0gKiUaTzSOaCzRGKLRRKOIRoZcI0AjiIaHXCNBw4hKQq5RoOKQazSoiKiQqIDShlI5P1E+lRtCdCLRYMp5AtEgKj6QKI9oAFF/on5UWV+iPlRLb6JeRD2pslyiHlQuh6g7kY+oG1FXoi5EnanqbKIsqrMTkZeoI1WdSeShcm6iDKJ0ojQiF1FqKHUsKIUoOZQ6DtSBKImCiUROCiYQxRM5KM1OFEfBWCIbkZXSLERmohhKMxEZiQyhlPEgfSilFKQjUimokMeJmEY8TNSmZeEHyTtAtJ9oH6X9TN5PRD8S/UC0N5Q8CbQnlDwR9D153xF9S/QNpX1N3ldEu4m+pLQviP5Fwc+JPiP6lOgTyvJP8j4m7yPy/kG0i+hDSvuA6H0Kvkf0LtE7RG9TlrfIe5PojVCHk0CvhzpMBr1GtJOCrxK9QvQy0UuU5UWiHRR8geh5or8TPUdZniV6hoJPEz1F9CTRE0SPU87HyHuU6BGihyntIaIHKfgA0f1E24m2EbVSzvvIu5foHqKtRFtCSfmgUChpKqiFKEh0N9FdRHcS3UG0mej2UBL2a/43quU2olsp7Raim4luIrqR6Aai64k2EV1HlV1LtVxDdDWlXUV0JdEVRJdTgcvIu5ToEqKLKe0iquVCogsobSPR+UTnEW0gWk85zyWvmegcorOJ1hGtDSVWgtaEEmeBziI6M5RYCzqD6PRQYgDUFErEZsxXhxL7g1YRraTiK6jcaUTLQ4nVoFOp+DKipUSnEDUSLSFaTFUvouInEy0MJVaBFlBl8ynnPKIGorlEc4hmU7l6ojpqWS0VryGqppxVRLOIKokqiGYSzaBOT6eWTSOaSp2eQlWX043KiE6i5k6mGwWolklEE4kmEJWGnH7Q+JBT3GFcyCmm99iQ80zQmJAzBzSasowiGhly4lzAR5A3nGgYBUtCzlWg4pBzHago5FwNKgw5m0AFofgS0FAiP1E+0ZBQPN7v/ETyBocc5aATiAaFHGJqDCTKCzmGgQaEHGWg/iHHFFA/SutL1Cfk6A7qTTl7hRyiYz1DDrE2c4l6UPEcukN3Ih9V1o2oK1XWhagzUTZRVsghRqkTkZfq7Eh1ZlJlHqrFTZRB5dKJ0ohcRKlEKSH7dFByyD4D1CFknwlKIkokchIlEMVTAQcVsFMwjiiWyEZkpZwWymmmYAyRichIZKCcesqpo6BKpBBxIuYPx81yC7TFVbkPxlW7D0DvB/YBPyP2E2I/Aj8Ae4E9iH8PfIe0b+F/A3wNfAXsRvxL4Auk/Qv+58BnwKfAJ7F17n/G1rs/Bj4C/gHsQuxD8AfA+8B78N8FvwO8DbwFvGmb637D1sv9Ovg1W4N7py3b/SrwCvTLNp/7JeBFYAfSX0Dseds899+hn4N+FvoZ2xz307bZ7qds9e4nbXXuJ1D2cdT3GPAo4A8/guvDwEPAg9aT3Q9YF7nvty52b7cucW8DWoH7EL8XuAdpW5G2BbEQ0AIEgbstp7rvsix332lZ4b7DstK92bLKfTvwN+A24FbgFuBmS477JvCNwA0ocz14k2Wu+zroa6GvAa6Gvgp1XYm6rkBdlyN2GXApcAlwMXARcCHKXYD6NprHus83j3OfZ65zbzDf7F5vvtW9Rs1yn6Xmuc/kee4zAk2B0zc3BVYHVgZWbV4ZsKzklpWulaNWnrZy88p3VvrjDeYVgeWB0zYvD5waWBpYtnlpYLuyltUqa/yDA6dsbgzoGp2NSxrVPY18cyMvauQ9G7nCGu2NnkbVuiSwKLB486IAWzR+UdOi4CLdCcFFHy5S2CJubg0/smWRK6ME7F+xyGYvOTmwILBw84LA/Np5gTlo4Oy8ukD95rpAbV51oGZzdaAqb1agMq8iMDNvemDG5umBaXlTAlM3TwmU55UFTkL+yXmTAoHNkwIT80oDEzaXBsbljQ2MRXxM3qjA6M2jAiPzhgdGbB4eGJZXEihG51maPc2TptpFA8amoSXMxQt6uvyuD13fuHTMFXQ94lLj41LdqUrXuBReOC6FL0hZnXJ+ihqX/GKy4k/u2r0krsOLHT7o8HUHXYK/Q9ceJSzJnuRJUhNF35LGTCrROL+IuFc/ra/uJG92SVwij0t0JyrFXyfytUzlHs4Zt4NUE/Js5YnuEvVBLn7pTs8438gm+Ua1mtiEUUHT+KlBfnYwa6K4+kunBA1nB1lgytSyFs7PK9d+JyHoFL9UovlrNmxg6QWjgukTy0Lqpk3pBeWjgk1C+/2aDgvNkKXcN2Nx42Jfmf9E5vjQ8Y1DTXzY/qJdiYvjcXHhOMUfh8bHxbpjFXEJx6r+2F4DSuJsbpsiLmGbmuS3ISL619k6flJJnMVtUQL5lnEWxW/JLyzxW3J6lvyin1tEP+nOviUzcJmxeIlP+8Ir543C9Ymo+C5eAl98GjWf+X7VKBto5mLYEhlc8uul/q8b/2834K9v9Js8Q8PKWaxaORM4AzgdaAJWA6uAlcAK4DRgOXAqsAxYCpwCNAJLgMXAycBCYAEwH5gHNABzgTnAbKAeqANqgRqgGqgCZgGVQAUwE5gBTAemAVOBKUA5UAacBEwGAsAkYCIwASgFxgPjgLHAGGA0MAoYCYwAhgPDgBKgGCgCCoECYCjgB/KBIcCJwGDgBGAQMBDIAwYA/YF+QF+gD9Ab6AX0BHKBHkAO0B3wAd2ArkAXoDOQDWQBnQAv0BHIBDyAG8gA0oE0wAWkAilAMtABSAISASeQAMQDDsAOxAGxgA2wAhbADMQAJsAIGAA9oBsaxlUFFIADjFVzxHgbcBA4AOwH9gE/Az8BPwI/AHuBPcD3wHfAt8A3wNfAV8Bu4EvgC+BfwOfAZ8CnwCfAP4GPgY+AfwC7gA+BD4D3gfeAd4F3gLeBt4A3gTeA14HXgJ3Aq8ArwMvAS8CLwA7gBeB54O/Ac8CzwDPA08BTwJPAE8DjwGPAo8AjwMPAQ8CDwAPA/cB2YBvQCtwH3AvcA2wFtgAhoAUIAncDdwF3AncAm4Hbgb8BtwG3ArcANwM3ATcCNwDXA5uA64BrgWuAq4GrgCuBK4DLgcuAS4FLgIuBi4ALgQuAjcD5wHnABmA9cC7QDJwDnA2sA9YCa1j10CaO9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/vkiAHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARzrn2P9c6x/jrXPsfY51j7H2udY+xxrn2Ptc6x9jrXPsfb/2/vwX9zK/9sN+IsbW7z4sIOZsOSZMxhjxmsZa7voiP+LZDybwxazJnzWsg3sIvYwe4fNYmdCXcE2sVvY31iQPcqeZW/83v/j5vdY26n6ecyq3scMLIGx8L7w7rZbgFZ97GGRi+Al6DyHImF7+KujYl+1XRS2t7Ua4plZK2tTXkH0e34wvA+vXPjh/sJX1kHHaSW+NV7bdnfbrUeNQSmbwqayaWw6q2CV6H81q2ezMTJzWQObx+Zr3nyk1eFaC28mcmF70fShXAvYQmARW8Ia2Sn4LIReHPFE2sma38iW4rOMncqWs9PYCrYycl2qRVYgZbnmLwNWsdV4MqezMzQlmSJnsrPYGjy1dexsds6veue0q2Z2LluP53weO/+4esMR3kZ8LmAXYj5czC5hl7LLMS+uYlcfFb1Mi1/JrmXXYc6ItEsQuU5TIvUB9hS7h93F7mb3amNZhVGjEZHjUquN4UKMwQr08MzDWkzjt7R9tFah76JvzZGeLkP8jMNKnBIZR5HzTOSkWug5iFpWHjUSG9EH0od6RN4lWv8PRQ8flV+LyvG4+rCRuUrzhDo6ejx9KbsGK/B6XMWoCnUDNKnrNH14/Nr2vJs0/0Z2E7sZz+JWTUmmyC3Qt7LbsLZvZ5vZHfgc0ocr4rvYndqTC7IWFmJb2FY8yXvZfaxVi/9a2rHiWyLxUHtkG9vO7scMeYg9gp3mMXxk5EHEHo5En9Bi5D/GHocvcpH3FHsaO9Rz7O/sefYiexLeDu36DLyX2CvsVfYGt0G9zD7H9SB7Sf8xi2VD8eP/dozz1WwGm/FH7m5Hmz6VJbJN4Z/CS8M/qcNZLZ+EA+QdeEpb2Xr8xD7/UE7uZmbdP5iTbQ3/oE4Ddzn4tr6+7Ybw10yPXXOx+gp2OZUZ2UA2ho1llwXX+MoeYDacUpLYIH7PPYlFRaYc40M4gSjMgzOMiXFe6I/TKbb7UlPzvff1M2xQHSNaec7WfOMGnM7zD75/cEfuwfd3xw/M3c1z39v1/i77tzscA3P77Nq5q1dPl9+ZaruvAUX7ee9r6KcaNjSojnxR3h/TkO9XjBsaUElyvi91h29Hrm+HD9X4evYq545MhwZnrGI0Og3ejj2Ufp2z+/fp03uI0q9vtrdjrKLF+vYfMETt0ztDUZ0yMkQRPldfOTBFHXfQoKzy5k/uo89IjXPaDHolLTk+Z3CWfeLUrME90o2q0aDqTcYuAwo6jmoo7vi20ZGemJQebzLFpyclpjuMB9/Rx+77Th+7v1DXsP9i1XDCtPxO6uVmk6IzGFozklO6nZA5YnJcgl1nSbA7kkzGeIe1S9G0g2sT00QdaYmJVNfBMRhOb3ifbpXeyTqybPauGPdtrFP4s61WOx/tbY2I7NbwN1stEBYpzBD+VKGy7OJq065W7ervwrNEcncLH9PJm521x2qxJndM95ptPElnZVa7Vbnb+7D3Ra/qtXqt8ekT4gP6AMvPz48fODA3d/p0R4eBDkhHH/vu3o4+vXpy3/TI29/nc/kzUKU1a0/D4XUeXk+yrKi9Gh9qwcPLSkoyaE+ss5qpxqrejtnZ/QdwekwdjF41U9do4vYstzsrIUa34OAnc1RzgjctPSuOm3hIZ0vpnOHplhqrO41/wB87MckVq1ON1hh+QtuzMbYYnT7WlaQLWWJNqmqKs2w4eBpG9g7GdOdjXsczN7tcjKw/PT+TJyTb+ZgEexwuThsu8VZckjFUCffjB2PGUsOfbUGOVIzglrgI2zT+YYtV48+2IHfq/fgRNoYlc2sottTVyrNb9JNY/u58zPZd2mDtJOrVc7qrJTa5lVu3NsSW6kXOUAOyYnLna1NaTNDMjtn9HH3798nEUBj79lC8XoeY0brzJ9/8zS1tX3Xo2rUDz7rts2tK7+m74Pa1d7esuH3RQOXK2/bfPMHdWXdGZ/dJN352xex7zhp5wDGk6VHG2R3hfQYfej6Yva71214xZOEQxdazZ4fcXHOP5GStE7+nk62KAw+8l9VqFqNmFqNmtiOj2YxcZjFq5u0YBxZ+xJ8Ch3XqX2pJ7mDLTe7Vw+DuUuoOyKmVH4/Z0Cef5+700bhgTtjblWPgibl9+oi5Nh1bwzHrSD5UiZhLclk7vFxMJUwq7nW0B/uKHQGzivcR80vIRIPP5HSndMhMMCltfVRLYrozMcNpUdqGcZPTk5LsSTB2d9V7enZKjuFL9XytJdWdnTIvzpVgTTVZjXq90WrS1e2/2Gg2qjqj2YBlf0V7/JZunaypXVwHTlJvyeiWYolJSE/E7LOH96kf67JZJ9aFnSyewj3JHTpbs22tCvfHdMj2IG7JNrcqJ/jtLDsrvVvnn6xYQzXx9fp6Wou5u7F8eEpu8s5djoED4wem2t8jIfZPO0pYO//UcKgMrbtcHwodsdg6ZxqPXGw6bbGpbxtVe3ZmZpbTpJ7U5p+gMyd0Skv3xiomPltnTe6ckeJNjreY1JXK3bxucBIWnmqwxuz+IsZqUvWxaYnqk5ZYo8qxTVpNTW1m8fcNrmdMPYAztFhvQ+gNkqAMFEtKcfpjYpJ/jq12/ayvk6uEXgTW2OSfG2Kr9a6fG5B0xKrwHntVqAdGND+zYb+zUycndzQ/emZRsEtgXcMFG2vXlndX3OufXzs0PVO9KTO9+KyHV01YXzfowFe9ai4Tf19BtC8W7evOykTrWlI7t6JhzhhPgieBxaT+mJ1tSPnJVt35JwO1kd5dL4i9zL6rt2hsQnbqjw3IZkv5qcFWbcD4GyJtjrygso5ezYlawHGURDOMFsPBT0UflHijxaiDb2yr4HVGi9jBoK/gtxoQL4pPdRipP0a7Kz4+Jc7U9rzRnprgSLEb22422lNEzxrCX6lf6XozP1soerYlIyMuWfwuDusS16rk+c39vHtT9Pj0NIv/GDmo1tnK41t6zo70UvRPeyBPYH7lin5aUrx7G7QCg0SJrQ2DanuKMqEGFIr0F6XanxTmmXj1Jjoz8JLtP8DR/sbN7J2U6HAajLRGIy9hnfqV3hiji+s1et7oyc2VfQdUnVPao7Lzl3Ic+Mwkj92ROX7S5K6rn10/YtzGZ08rXBQY4DSr6xNcdlN6VvrgOZeUz7q0rl9SIs/AEIhhMaa726qc6cb41ATL6PVPLV+9Y+O4RLc7wa09+fA+PgprMZF1ojcsU5xbzfYabamh5+jzFs3DIjpid4mcGhL5KG2XyHSaYpye5BSP09RBtlb93kDKwMJh5sCdpunXKNk4jTJmULIdkfurG3D/PDaD7u9VKrbm5CTl9XlIORFvfovixEHLrFT5bSypS01HiyOtxtG+EQwU2ybOT7135WKaaavGcnimyBv38JZ35o5f9MERedeKeWjkPENVN5gSvClpnTrY9G2rZP9Mzkytf3yBIS7Jk5zaMSFGNVhi2m7lSw0mg5pstBrFi9ekOA5+bfrFELT1488hqoqowRLrsLQtbosxxdrMkfWnvIVRSGZ9aRQS8BSY0VaDqRXbotMWHdab9jRsNToRDTXoaIFpfTNElpbskFhKylv2uDa3s9OhdostubhTJhbN87JZB043Olz0HPQ12AHy2BzRgq3dE3M649Uc9sd0tOWac3I69jULz8E69qvOSbKo6dnV6fX2yIMQbx/tSfSOx+sKA45NAfuxeBxxR2eXb6uj31WRPfl/2PsS6Diqq81XVb3vi3rfqtXqTS11q1ut3ZZasiy1NsuWd2zZli3ZyJQ2S7bBGJKYJeEnCwYcfkjOTDgnk2TOTAI2BhzIxhmRdUyWn2EGAgST/IQlSkJyfkjmx9Lc9+qVuiUvccjk/OfkyNd69arq1Vu+e9+999163X01W2W3yUeUVt7h4i1Kdv5uWSgGXqOam3+QVVp4lytgUUacQqAiCIYqLmMyOlcw7t3vKivI49EPbtfpOIVawR3/4K7Fq98r5bGRuphlv+8vd2v5Ukkufw8caUK9RCMGLXhDl1dWdY75EYiit3ZEW+7ghx3XcweKRTFD1aG2+P4SKVRg5R1lIpFoqARz6pLRWu12R3WSKzCT+32pezoQMc2/GeuPMgzLKM1eu9OHR3vc7Ckxq+YTm+MsA/8UFq/D6TMr2kr5QJDV9jzUW9rd01168VvFY1UZnab5sg0PD8Q2b94SY/4NrJRMBgm2U/sXfitrB21pRVGUx+P+Niphm2C6+iHVIBdjPGPcHzrHGE/LR5cYq9NGF1w9Kxj3y/Ft8ONGl1qsooUGMViLOhF8ufbWj3zj2LEnb17V9tFvHDv8+PHcmWD3jdu23dQT4nvgeKw3yPpP/PjkuvaP//DOW8/fs679zu9+Ztt9wqrcxH0bdnx2rKlt8hToF9J3+W2gX34IHVayalgHE9sLnPw8SHY12IBhcXZpWNvZtClhzuJNq5EmMzZ2Rm/C/EZTk6PhPcw1Ua6JnWuAMWaevwAMfIEoGEuiyfyGACX5hvcEWhZzmBi6hmJNE01yoaXiLBk7pZ9zOOx2rsh0f15lC3s9QZuG22Isq2rNHpDUDthy9547dlT5anrTnspw0LRdo/yNraond+rTzesyLqsSxJlTG7R/KG9Puef7F1n9o6Av0nGgNbtlbcakDVblYm+5XeyroVUJ1/zXXCn8HQNdC79lPwBu96DbRVzaWMvjkWwka/DhPbrIAMKuz6kbmv/sWyNP7AcFYH6Ct1ZZWStoBj0RgYvPD85h2b74/BwWf2L7iDw0kGf1QkOi+c8CedyKn39MsMrxw5KAzCbw03AoyIlCkhNx5bp4rrAttacK9oOm/Z/eWL27t8aklLMs+Afayo6hVZW9dYFEx3WD13WWZ3cez5cPrEkbyH21Uh1fPVAdzVU4Kzqv23VdZwUT7Z7pr7B4vLA4tJlKfCVqX8hnjzdF4qtT4fLqtUOtudHuuMnuMmrNTpPVbVa5fW5buNqXaE5GY5n2XVhTeEG+mkG+eNRINAWSgTg9ZjfKTKClH/MMa7AozWWY1Oy7zwIyZ2QefOOsQO6A4CQyZOygwQuiEix4CeASNRsN8xfUlqDLHShRzV+QHCH2Tcxr7ufh4AcnFrl+q8oMvpDHrMRqHaR/58Ic18L9kEj/e2TFwxvbAm2pNk6rdmR1sFbJ4lVLFi9YsiYjrJGz55j3cwYUjRrx95bhdQ1qxIsgKNqIFz96etSKx7P4mcZzrCpXYnY8i7KmLNv0nSyDskw2m2wtP8eADfhJKVNaKvO9nexe/bKuT4ZS1IccxH58anBq16C0NpxN7BpsSInLnwwYkF2w6tFrHUzW8ayA6yslFdoFVAqLa6gz6XtbSHbrVr8s4HqdKepw7t41iL39VGJQ1LkK7OXX1Ig2hgBbXUO1EL0iI6pWKcqWHbtqXIvJ63EHDE0nN3ROb6hsnvnK6HF7el3D6qGutE6lU8uUnrYt+7NDn9gU+eKn2ofbAtvXt06sdup0CoVOd11LR7hjf2vvZHe4I7u+xgNypTK5jC6fO+SzVmy+ddOso7Il3rGxrR14tAd49Hn5GIqgBvQNwqNASxOj9TRgzjTg9WSDyYQT4EUDZlTD08yfQbelFl7D3EjRJWuKLllTlFspyqXUOVaT01iDHdqGqEdmKMcb5ZzdwGbZY4Y+eS+WTuAGseBL1ucYf4BfIz3oxE+eFZzdBvwsrNnxw1iAAfJl9rwY6YzdUTBlkUix5q/jPg+2rATHfjof3LHvk1tjmb0nd/ffllOWBMBlsai/tOaW9pZtdS5bdktrcHWuI+qCpSUIuk51tG9L322n9848fXvn2jWsVqnHK0698uLajVtX7T2eaz8xstpSviYN6A4Cug/CDEigLHqboFueqm2pnajlrDyOcvA43mENVpgAsgqMbgWGvYLMhYpzzJ8fb098McEmANTHoWQiKzsnwg7H32KYybmWHMXJIMN4B4MV3/uo7B4Z+x0Z8xMZI5N5Uy9Hup1v7zFMGliD+m1vH1WeZB5MHZImQOaVxCDJYOklIZJcqazie8IRUkck9bIQ6TY43xaQwWRgjZzBq35bgLqwKsVCT6R/MCFpFIoz9W0VxVbYFq0lvFByD0ZdF8/4OyY35Ia7UjrwCTmWU2prt0zlJr58qHHV1Bf2HTy1p/JL3E1HV+9sLmVZNhrsuXFL0ua2KQ0ui95q1GldTmvzsXPHZr7+sbXt05/bZj1xf7J3pA5/v1zN/H3cXdz3UTNah3YzdoK/zVLZiWW5UwXwdfImK9PbWd1ybuFPGM4WKsVwfO0JfKtF2Q/ZnN5oYXr7PTJjFVetVGLMQeQ9eH+WHjKV1UqPR1ldKUO4bBYHXLbhJrbxJnhsW3k4p4Vj2Fil5Oq7X9JtfNNm21PPvbUqX863vVjfveNFvp8u+VqITpp7Ac8IJpWoPo+VkgPMGizqQKc4GkznE/A/ISXYJYiSenXdLwk6m23jmwKufBX3loCrr297Uajv5ne8KEATdIHYIion03fxxKG8CtntooGLRBVg6uwOh5+zFXlOdaDAsrUkFScVLCCZbGRRYTWz1mwkGjVw9Iy7y2r8WMibGfzourp9HoujtfadNZMDyewNX5oae3BvhSmY5tOpTDhQlt35sd54Z4Axmc3z8yODVZ0px8iOdD7l2Lh7w1t83Km+/UjPSLOHmwkFyram1t24scJntyT9oSSrYYOrtzc1T25Oh3Pbs8Hm+mqXq7di9Z5IeLCt79imSrUqOP/uzgN8fVds+/5AXf7irsYWVuWqjMdsrWt8Vc3YPu0B+fg8zM7VaD36OJaOMxn/evz5ZGQwoA48k/QxHxqo78o0r/fLQq14X29ldw8cHg/1Ot+Ri2wT9Ze5uhpm0Sy2Hxmy+NAXPVmJHz0rVHaH8MM5tRDqlTvfEeSUKaIOgxoKamypI1KzZKHOOmqurNPqhIeF9L6NtSUqjpXBakNd2TXanhtq4+PdnZ1RSc3FO9d2xlUWrP7MyksUXXjswT0VWotNbzSV6EqghNVlda8e6R2JN5QZ+257ZO/0U7d1msNN8TG16A6o598nqq9l7YnhVZY4qD5A9w5Yc2+Qp2B1H0Rfxug+2RLqD02EODu15HYa1iTnVnIkE8tOZ6Gd2hD70+wU8iKbGAy10ads9K4Nx96x6rOdY/70hCaQgyfx9vizLlMXMTAvzCWofqO2RQz+unChxwWxFFiS7yYuG2Kw4tcZWPpB7JlmlUUMSsJKENsIlbWiqTGB/1wqLV7JABy3K8U1jZKpaiyPN8Af+GkPAhbN3DeKIh3Mn85qaAelSAftyOUjHZc0XdQiMAC8cK0KiS1xx+VTYG8eI/pO11LLxNNMOmdh+tLnFn5CoEpTMwLHtzGWaWpG0k+zUVSKdBRRHY0/6yjkOgq5DpDOue2VlQiDjXJwC9lLtfJYl7fD3EvGRBad4HYmEjAj3iXG5TUJezAr2uLSTlr8mgMlCiXDwALmuMpa6vaEnEbF/O3L0WE2qSyuUqer1KbWG+efYsb1WjdebHJKvZr5w7xeAk9eLy1BP/gZc0SjByCVWrUOVqlPzYfNNiTxDhC1oQ2iFDv6HRMODlFwEAUHUXCQJI/oHOFxh8RjSfIeI5c+BKMLfaV8/gLorgw6R/hstJjwyxKctGSZcivuHX6jQueSlfbWSntrpb21YlZ6/Frs42mx76HFlkuL/T4t9ke0cP9JkcN+WDoocprK7nJXWZeLshnbLAaskziz6KsD7Lvhl1KnK8kjWqHoGTEe0bJssmF3WKG8lOe22lpRz30BUCFoOJNdVc3H2yWQcNTB7jMpex/ou+7m3uAiVqyxb1d72bbNF+++dJoc3dy/ev9de7COug78s1cBRRxz+AHB0dsSZ2IWJm5mInomomMiKiaiZMo5Js4yfurs+imofjqN/NQb81NQ/dh0+FMaRlOC38+UYEhLsL9Xgt9qlWBcS55iNfj9zJNG1DcJ7HThT4kYu0PnGPa0vI+GNwYprKnBxZdW0j8x6MGcFYzdOOjBwpq275qDHtyrjdNfPTTxX8ZrG6b/+zQc677maT7YD4Yi6Gk52J8/2M4z/zr+9Tt72m49ewiO3XA83nVib0N294m+7hNDDdldJ3BUlaAn97MR8g3ESlaJ7kZ0xrBfJuu+O0k8b7KGiRip4BkpRkZpmhipZBqxJFpQzoo1ihkSDBhyw8I9nFMnuiNGG99lwzKHo1lzRLWI8JCVwukEKagRCiWdYtHl0fDLSRlRLAr2y6xCrVI5fGU2V1VNY2i5jIVbGxt8+mCZTyfjGG6v3W9Wq9WqkmRv3cVHL5Wy22rbo0ZOpdGoDTjGuWFhjn0OMOliTKJeTvW09PT3fKTnkR55K4WglWLUSuWrFe/qt9JzEz1q8ZF5ORcoy5RldB48Zz14unrwFPbg+e/B8uZ5Cn/5NXioGqyidTmituE0AvW16B7RsbrkK3Wad8zrzXvMk2auzlxntq/6eatHHu+2vylKIKA3Zybvnk1zJiKOCek1oRhrKVjTXLgu+Ypg1rwjILPJzJs5g1hjfNXPBVKn3P6mJKE45kKqxWuGIu7Irjn28lz1rhPrqraurbJrZAqtUpto2VJf3p7xRHPrN2/IReMDNw+U5RvjNiUH2lyjUJfWdqXKc3FbLDeweWMuyhjWCiAlDldJWcDqNik9vMcSqg1HsrFAaaJ5y6qaoa4KncVm0hntJvw+x+6yW0NV3mhNjC8tX7UJidyUj8kn0L3oj2Kksp55GY2gnYB5K5pkXjtbFrfefAe4krlGo8s41jrSajUara0jsr6Pob6b84G5wx31Ow929LwzsH5gz8DkAJccSA5srf5B5GD31jc7+u4wzrnyd8FC97Ra1AUZSKoXmWEmUwDHfGct4urAgrcFXMiYXn3+ggkI+5/Zm/OHA3OC2NBAD3BmwDTADwBnSFsHq38gQGsdW98UoD2XcU5w5dW4yTOCmmqSDCTVBVaRVmnIny7nzMQ1Ko5oYBWznF+2q/LX7pCWFXgmUgOPQ5d2afUoH2Nh1R2Ipeydwzn/zUaLXKVXHXMl2+KxNVXukE/F4fBaaU13MZOvLiKV629odiUsdkfVzts2DRzfVP6GSq+WWYy/rs3bw94SpUKlkO0w281arVGtCPdMr2MNfJnVbVZ2r9pa5/GmO+K5bi/vv4x0NF5dthqH1kYUCmc+0jaxIZnc8rHNu5Rmt7WMn9cM7lZr1HKDE6QruPA7dkz2VdSI7iL6M47MoUqqEyqprqikuqKS2qRKqlcrsRrVOfSVc6G8Tz/nyKexGClFMTqPFWc1jbCcnyVvC6DqOQHKOnIO/ZzgyCvTRAiUVAjcpvOSsZZdwvOrcY0dU5n4eNLRMZzz3Sry7BbJpfk1DmEB2nWdjjJviUqulst2+EpNhqVYv6CEUjK1DjLLMALbAxhxv5OnwPZ8hdieMPufiO3B118G7FrR9WRFl2o1YT8s4fcnjHg+6riaRGvelJhrqsmX4DBUuE8thqHOwyxjUplXLljIIo68cdVD0ZrEnNCUq8mHS0jkiZQnkSf3eZgiWH+Rt6mL4dMiDGxXA437it+uIm+UrKr5VBEUV8aNe9Lj/uCBRVtjKyBi8QXNV4SP4iL7qez/gJL6EsXFgL9ZIbFuG0YloG/Te4FQTWITWpdvzTc18fmqPJvfZkjM1eQtWCTCfTuLRAl0UmZ2sCGFXdvZVLW4tYjoIAqdS6wG5U15Vsvla7YZMJAAo4XCqNy5RNBA32RMOI6E61wicMsQvVT1SIgGC2uFy0mk7Kcqsz+OtUiLf761CHCWUxr9sctDznwbeOQEN0D1BhFaw69rO0FF2EBFYKENmgwainoRM8wlZr1efyV2MIy0R2V+4fKSrdhIJPusKNlyVpJsRStw8KC4sjsTaO4nAn0wc9BwcHDwoIHzrMPfmdGWxiuPM2HPRsA35xjuy/c259P5RIKvr6pn6/uRZy6cl2FW2qhxoYxsEbUDngHEqhB2Yl6eHiZV+YVCXajeVA9srQ/3o7BnTgjnbTLCTZtkOwq8bBFdsGudFsHiF8l/eWIxI8Uzxxy4wswpsJFd43NA3uXgS5TzqSJmFoSDSxZPrKvopWJOXnlmFlWA1xzt7LNsTu5BlaDfP0k4qbQ14q9WQqEQyp5jtud8xvApnvfYTvJJpiqZS7LJpMZzKjZVd59mhpumMXMcuQWPAO+FKQ47hfnwKQEeTtpOCihpSv4+yek4eD7mOSXEpjR19wmkDho6p28r6DZOMdRxhTcVBSNd/KKChcVj0B0ebKzoqQ3EeoQ1m/SB6kh4VaVfpbcYmoZXtw82uO8ciDVFLJmKipYy9pc6nVZfFY7bK1rKk2sr7SFPuVdvsZlDXmuJ3+mr7Ut9VGfn7dFoWRSwygNWxxRmVIZq0HUEK7Wr5mkG/+RKJXNXzmQOjLnUXOxR+1Tmc7oibMj7hOcpJFZSyB57VLBP6TKfE3TFAJB3Bwzds3pNrw5g0MdcQbPdqEgNrWrb0eDmW3e3pAdiSqO7pMRtUnwi1hkrywaMOn8mUtaVZH+l0+NAXGsqneofXdUx3Z+IRJikXCXjOJlKPr8xmeSza0JlHTXBRA2Wj04Y8zjIRxgl0XHyVi8pw1+Z5jGbPZFzzNacA3ms9xsM6uRJHgfmnfF7+Sn1KeeMtDtqanF7r2jJMAYBg/V+AZ6RJUEsZIyHg+f4+L0CP+VUnxLgWWeRPFgK8lCI4tvFORe5JIbPjrut8yct8bZ0pCUT1GhUhtJEuo4/dSrafUN7B0ynj8vWtoeyZVZWhtyu6Opyu9aos7q9LoNOLb/3VMfUuvJYx65ac0ePI5b147h9OfM+OyJ3oVWoF+1Ab4ge9gamHcWQhRlACbSW2fhkOgEU9qzGX86hRH1PM1uRB21ituRiYdn9DROxDffnbOttrC1/0phUcrW8jtHp+NzJ2il+K7P1ZI5nePzZcJU2zx9BLYnBuSkRO1B9cy8MzjXQ7QXPv3zBLG7FArf6FeJYpxtk9wvQgG3D/QKymaAJnS5/UiCtvEZaqc2dFHA7ADXP6LmihgDlwpsSaCph+u5gQlqj/qU4fO0lYXj4U14ahieP4jN2RK/usRiCzVtqAvUWjT7C35fszXpDXRM9+f2t/oqolw+57a7S5q3V3pTtCa32m411nrhH35j1Jjz6ZE3q4yFnT3uiMWSU/Ry83IQzmc+49TqNw2RxsgrWFqkvja3J+uyRGj7W6ten3KEmh70hkcpXexRy53+uqjP7oiVVWZOvbP6gH+yvJ2oP8UYnj6V8iP0Rw8r/nUSHcyKH7cxLyAuWbivSoADjPusyTcrxjH61sNMDB23dTwiuHLkFc9j9HMbOesmSvq4obPtvcqPbhmemwuQusbmNcn1pVTJYmqwKsr+CiSnDs5N1gsvPspA8We73x8sDfrx/j/0RO6Sw4p8QwT1s1aI0czfeFwZdtKMQ8zjocA1zDu8Ow/HMSe+YeZr0mEY/QXzI/jCyKae4RFHEUwpNRLnLRDzrChFPpdVuZ4eUFq/d7jWr5T+Tm0RtoxCP8rMyjQVG57Eo1YYv/kirKgyNqZz/FynPeeV4OwIk86UvKjQKDo9YVWJ5dP4di1EcMfojjLgoTr31rMY0RkYlxanHxBFcFvc/Lu9XoR+FthHF9mbQchVoHdFxZWY8g72A7bacAXkNj0anyhz8pIMCKsYZ8eqWqHRD1PCoUFSiKKrIFPoUWRZUxMKwGFJkb8ZdtHqMytr6UGcMTqy4365Q0JXZU900kLYXQVjf1ZmqnL+/IC06+NdWnSxbPVCPpXkt6OyHYTRW0Np0j20JcxfeuwRWSq1xfdY4Ffpn+cyyPbZG12cF45Q89M+CfOYag3e17MPx/kP5/smu0mjv4XXd413hTxnDq5Plq2Ml+LhuM/f+msmBymjvWOeaiQ0V8Z6xrlhnjd+b7awo78j6dlHsmZ8SD6SD7EstdSMjNiw6t2Y2OlVqtPknbdOFSNu7s+LmZn1UMysU7l9DfE0EXNzezPwUVvFyldZoMxtB79glQXGFQg5neSRkNQTtSrBnPzM7DUq5Qq51xnzzX1mKeGcg5lDJVAqDA0bRxj7LzMEoWtAnRFltYDY9zlfwFTrXOWZzzod05SdfS/8+zaZr73U1yMNTmpPfMf/EzJrt92JOFHYPDS7dPpQLp8tPCny6Cp4M194rkGfNmpMktAW+gFluv5cyTHztTTYRDV4+klULDpR0KisERkBDAyJzZS3ba/imZECn4ORKmcYXqw1XNpc3d7XE+YYNGX911K2Vwx25wl6WCmQSiZbulnLuaKKt0qk1GnUOm96qk5ssxtKoN+hwxHI10VUJu1qn18Ads06uN+njbn/IaQ83Y66HAK9H5A+jDNpCuI5CgSjmuslq1AYmog+4tA9YJxIPKkUpPU82fc6+++z/msWY2AIT1ugDgsuas2ofEKwTysSDgnJmMUSQEL0o0UEwU827JEBgL6zGyPxjHlFo7P6gcc+mdVqtVtenoN7T3XCmvZsvd0cUMoWc5Ux2p1alkO3cxUScPq/zFjl46jJIbnF6fc7536YzRpnWgn9LjnuS/YLcj7TIgZyoTZyDOrYXWZCC7T2DbOpzzOrHjJwzj1pezeAtURfIlrozNg7feVwwcjm45wSLklncFSVZEHnxS0CmOVZbG4mCHWb2SrmLe2TP1MWiNfWxWA09zj+DeyXj2Wfkty3v1RDp1ZDYq1bcq+HL9apV7NXwNfWqLV5XF43V1cWYj8TramPx2vroxRZ5uC4eq62PRevocX4W/+Ih9yR5M6tFOhSTdl5PnVWoOR1G57yo6M+quZyOIPLq+WUtM8wG6cXn/COy8/Q95/xpXLeMZ3rkdyyt+yipe3hZ3cNXqLunoqG+PNFQn5h/HPqfiNfVQ93Qb0az8B7zsnwXWKc4CpPPbsjDnj5TB6iqV56DWp+Qh3PkHDsGrzxXrEy5yOL73GWfPPumEn/yy2tRmhmVLeT1hGwqg9oVCwTiTrXaGQ8EYi41c1h688Y9pbPo5AqdWffvDcGER6v1JILBSpdW66rEdmBuYY55RLab9LBe5LadHUY8srENT2hN5dDfUQSdNc1KVuAJfDHnwRsS3fj6Epcge6VOn1IaPTa7x6RgzAprmddTalWq1fYynzfiUKsdEa+vzK5mavDHYjhI2AWdSSOXg9v9Ae+LOrVaZ9Tni7k0GlcM9MIDC+8z4+g14Fhc3EOoAH/1CR3TBzzrRS3AscQz2O6rcxwOfLnP063EiwwbTzWvSuK/sc5Uci38YSTu5vazD8kPF/PKE+k0dQKvzmcIrzw5co55dT6zhFeS5Vt2xW5jb1OYHBaL06hwaEqCDmewRM3Mf3zJtaoId6fELObHUm4+vfSayYSQCe1H18l2yNYhJTLC/AygKEqhOrAnnagfbUW70QE0gY6ijzBkF3ZufP31wiah/sbjq47HJmcqZvg9w2XDqnyvrhfl2mXtpqpsSVY4PjPc257NtvcOzxwXlN5tO53e7kNH1h1pO3Zrx62Zg+O14+7rdvl3WQa22Lewjc2KZk150pA8cuv4ri3NyWTzll3jtx5RRvbvLY2g1PnUebMY3heDMeczV08Y/ITlr3kCa/b6D9e/XAQ5U+6/touEzaHSmmx1JkqPVnp00KN0X7nsfPlx+X2lfel5eFn9Unvc81XZbNX9OHm/Ol2dLsO5+boM/PtqdTpdzQ7g9KIbX2BvWyx78WtV2UymjElns2nme/jm/E6cvo9L349z3GchqYKz+f9dXZ3+BZwwD0BmC67tZkiYb2ZSNRfzkDtVVZVleVpoXgmZN/FjL2arsknILCwgL3uefV7+FnjnjyH8pvXT7E/Zd+W/gvMn6fmPuV/I34Tz75B95rQ8rE3CqJ3sUiibDfnwp9DOsXc8Zll0olOWhjnMdI2ubFZYVsAplSCezJU/qMY6lFw1+5yc0fqdTq9JIWubf2MVqzJ7nc6AlpEzGlZtBuXkN2vYTfufY98zmNQsI1cqHjsthyUWpzLr2VeUahnLyjSKh+Z/DL2noyOfUKM20sr8E/6EGrP9MbVrVo/76J5VHKL+89zzeBBn9a5ZAd96XOGeFeDmZT+ltuhCi1vd2Xez++8b+YrB4zGc3f+ZPelPexq3te/Y0bq1yS87sP/BkYzVyX7Taa0Z/tTOun352MULpWuvBx1J8UZNaA/RkZUu/LWhIfzBrW1nUKgG9yLp0HL+GM75pwvrQPHDKXMZ0xyebV9HNZcrWfy5lML6haMfoeRC1mKXWvygRrVV+ggl9wulyWWzegzKtxi10W402Q1q5mWGUZqcNry88Vs7HLzLpPgB9y9Ki81l6dZYdWr2l+Bwwj9YkeUufoPDnpZMIYP8/1i8/oLbBlWYL/6B1VvcRoVcZ9Yv+R1lHUbCQ5Lt26vEa98WiRGukd76+xD73/4jiSu7RpqhdOFyJJtaRl9aRqclkmeBDhfRRcWNRfTCIr1+KSknRFJZimjobyF19V9Jr4ukefjvT9rTEun2LKM3lpPeU0SzmAzGJXSmmIwbFmnwMvRrkUzPFch8USTLZxbpc8vJGrV+YP2gRHUJ/eZvIdsJQh/Yb7Hf4pgAesbxjLPROQH0gquS0D3umPuBv5led7/uqfyQtMNz1wqt0P8HeqmYvNkltPs/lE6v0Ar9Y5Nv/i+RX0HIcAnZV2iFVmiFVmiFVqiIDlP67nIK9KzQCq3QCq3QCq3QCv2D0fYVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEV+kcg8YcS4e9PkEbRd5AclSMZ89DC/0QybhvSISeSLbyOnNy2hZ8wLFyfY/yQ/huznmEXXoLUDVfWM/6F30G6HlkhvWXhD5CeIOlDCxcYAUq+Aql74fuQ+he+BektC09DeoKk90ANApR8jzlC6v8klH8BUvfCryD1L/wrpOtJ/paFX0B6gqT3QJ2fhF5lmHvgqbeYh+CpX0PqJnn/wtuQ3rLwG0hPkPShhV/CeGRIx22DftohfWjhefxFN2wpwt+Kgj/oZSJocAQRAznjyOe/DLJHaZ5DZbJv0bysqIwcOWWv07yi6LoSHZH9X5pXAbIGmlcjXj5J8xr2C4vltWiL/B6a16Fy+Rs0rzcoFFIZAxJK7NJnhRhVyQmaZ5DS9k80zyKl/SWa55DTfoHmZUVl5Ehn/zPNK4quK1GTQ07zKmQruYvm1cjkyNG8hlm/WF6LEo71NK9DNsfNNK9Xco57aN6Aav33QU8YmRrOhkmvcF7EWcyLOIt5EWcxLysqI+Is5hVF10WcxbyIs5gXcRbzIs5iXsRZzIs4i3m9wen/Ac2LOP9XxKMMqkJpVAe5PvJru4fQBJqGv/1oBq6tIb9SLP5W8RBcGYXcOErCnVYkAPFoAK4dQNfDvWlyNgLHESh9BNJhKKlHecjthSsj6CiU6IfaRqCOTegmkuNRL9R8E9R7mLQoQO4A6QkPfxPkd34PLbbBL/a5ClVDLrJ4VocqSPtDUMMklOWh3SFoB9exD91Ay3bD2fVwFd89DP2bXhzPJvJrw9OkB1fqz36CA4/a4Hwv3MFXhwgKS8co1jNBR8qTVg7D3X1kvBK6R+HZQ+TKYSg1TFDj4fr15Fof6oI+YXRGyXPjBNcm8vwIKTGCxqBNjPIwSXnaI6ksT65PE56OQl8k7hXGge/PQC9G4clpQGENGc0oGcno4jiG4G8MnhB7KI5niLTBU16PQo241iEoh+u6Cc6OQm6G8AH/jvVeyAukT4cIFni8+HeyD1CkxFpnyJjENsfJiPaRno6TVqYJn7oIV/bDlSHyO82HyBh5chR5MUrGJGIxTaRiGmodovKKOTZJr0utjEE9AsFnkvZyHK6MkVbFOqcJUoUe4BYnyVik3/EWsRX7LhCpwZJwPZVc3Cv8m9X4t8BnyNk44bUk1yJmYisiH8fpuCYItntJyUKPi0eEUbuRPCeO+gY4T5K5W8zNKKltjNRwE8HhMJ2lxXhL0jdOJRmPX+TLISINkoyOEF5jyZ1cHI3YxwO0zDScHaO1z8AoRA4dWeTSEJERPAPGloxL0jz7oCdDpP19tP0k0S4HCK/wnUv1VeMlo95CJUeS/FqoJY0ariLpM6TNYSKJuJUbFnlQmJmX6skDVK4nF0tjyRU5Pg7lR4js9EKJfShGMI3T+cejTvLsBKl/BmgSxpECOkooSebU0vaStPYU5G8iEniA9BrrvZvgKkZsPxkxltSltQqkD7gHhRJSfZcb2TQZ1SRBS9Qy0nNYxraTUYtydRORB1HzzCxqU6m0JAX76EzFPK0gGOByk1TrFs/KScKbcSoNYi0j9HyIzsARIj+jZIRi7/aSfki8Wq4RZ+gT4sw6dMmV/YtjqLgmvos6YJhgOkN1jWj9xHYrFttZPgJxzhylv3F//RUwO0pHOkosmUBslmhXL8UePyPqkRiUjy+xEJevXezDh8W22P6Iupyn2niGcG7fEq24fAQFHbi8X01FMoBHIo5FtA2SJ3Jo0c4ME007TjTu0BVHKsre0BKpEvXUBE3FUYn5w2S+iPZ/mGitUWq7xXpwSYHM9SvLqOgjjVPOFGqXZshokQ25nmiiUYoz9pn0xB8ZoWOQ7ImE8lKpriCcGSL5YSRZ0+V+xPKZEFumF0aIH3SU2I9Rwn3M1SG4hhE6QPSReC9F69y9zDeJ09lb0BYF3S/15q/x/q7R2+K9y+rolergfYvSfBCuiXySpEa0RQL10grSfTUPUpLKK3uRmHPrF2fOdJHlEfktSsEIbUvU2uOU7xVkzIeodydZEdEKHqB8luRYlKtJat3EFiaIlzVExilJyhAqeNHL9dnfgReLCA2RsWPcRqmuH6ZzdR/1rMZJX4t90lHie00T2aR9vDJvIb9xqR8N3I4XYTRc5A8Wz4drrg8VfFip9OW1W8Uy7SZhv/xpgfiAo8vGLfWrsMYpzJqCJZJ4WIEkXxz73NL5SJGETBJvWyDydn2RhRV7vZf0ZYRaqsOLvCzWJSIPU5Tj02SWCIt9kOb1Ulm6dlSLLbw4ymJLs1SmC0gcJTiOfUg+StbgMFlLiMiMFPVgmKS4zQIuB6HEviLbMXMVfSxq/mEyAsniNS7R4kNQ4wTROJdf1Y4TGyFZmWJvXLITl9MpS5+aJrpC5NVeOu7L29yhK3D00OLop4mUjpPaxVl06Trnw0qAZN/yaC2524864GwrWMsBcqULrvGgRQfgzhY4a4er7XAlCiU20vtRwqmtxA7lodz/Y+9boKMosv5vd/VMZiaTIk9ERLZFxKAxICIiskggCQmGJCbhoQKbyWRCBiczcWbygMUwsgEjIiIiIGIMLiIqi4iIiIoRMKIisoiK6CLrg1VURHx8fKyL3607FUi36EF395z//xx64Hf7dj1u1a9u3aqaTmA0rXHROooQ81G/jmJcNuikC+0azJ+PdYmyWTCObGRhbcWUs4jqHoVP81BmyXyixHB8Mhp1cT+ComDUXj6Wip7Rc+WaGG1pCT7XT/TQ2KpcstjeslGoFWH9OTI1A+vOpfpE+4X9bLrPP9HObNnSDOJI1CzqHI4tyiNNPB2NshDzFZP9DOpztLX51IdsTI/2JYtaICyny75G8wl+xsgUMUaifXn4OdmrDOIgh1pzkr/hKAux5aL+EZhaQitEAZbMpJ4WE3tZkjPR2zzSTvYqOlLDqTeCVcFBJt6Pwr8jTnBXRBhtS1GH2ozcjaX0k7mi/cuQOJyYKyAtOhrDSSuhsRKpaXIsi6gfZqtjyROzKFcG9bj4hIdkk/dGW9/unVEbBR1aErUnxrZjW9q9Wv+FORKtpT19tBzpn/IiWM8gTkS7ik9Y/rmaxdz8T51CT54v+1D8Ed8PRb9nSaf9QTXUP6L363vpFfoorzsYCAUqwvrwQLA6EHSFvQF/up7h8+lF3kmV4ZBe5Al5grWe8vS4HE9Z0FOnF1R7/CVTqj16nmtKoCas+wKTvG7dHaieEhQldFFz38v0XkJckaYXuXzVlXqOy+8OuG/EpyMDlX49p6Y8JOyUVHpDuq9jPRWBoD7MW+bzul0+XVrEPAE0qocCNUG3RxfNrXMFPXqNv9wT1MOVHn1Ubome53V7/CHPVXrI49E9VWWe8nJPue6LPtXLPSF30Fstukc2yj1hl9cXSh/u8nnLgl5hw6VXBbBCtOPyh7CWoLdCr3BVeX1T9DpvuFIP1ZSFfR49GEC7Xv8kbBRmDXuqsKS/HAkI+j3BULqeG9YrPK5wTdAT0oMe7IU3jDbcoTQ9VOVCXt2uarwXRapqfGFvNVbpr6nyBDFnyBOmCkJ6dTCAoyFai7X7fIE6vRLJ1b1V1S53WPf69bDgGluGRbCPfrQVqNDLvJOo4qihsKc+jIW9N3rSddnNC0N6lcs/RXfX4JBG2y3o8yPJQRf2JegNCUY9riq9plqYwRon4ZOQdypmDwewQ7WiSy4dB6Aqaks4j7vSFcSGeYLpRZ5JNT5X8IRfDWo3PUj4w+VjkCIxBAPSL73SQH046Cr3VLmCN4p+0JCe8MxJyHi1eOwOYPf9Xk8oPa/GneoK9cZR1EcEA4FwZThcPahPn7q6uvSq9nLpmL1PeEp1YFLQVV05pY87XBHwh0Myq6/G7QrRA5HvpLFQTXW1z4uOI9LS9esCNcjYFL0GXSgsnFU8FkS4cWjDnjS93BuqRgeODmh10IupbsziQenCYfQEq7zhMFZXNoV61e6OSBX6TSDYflMhLKT9tO/oB+U17nCacMdaLJsmyrQbwPGpq/S6Kzu0rA6Nev1uXw36/snWB/zoKane3tFp0SE71vBLrY3OIvR1HPdQOOh1Rx2y3QD5YXtdVxEDqV60gnNChJKgmDnlgTq/L+AqN7LnilKFnoXdweETNzXhaowC5R7RTZGn0uOrNjKKcQl9N5pdDIiX5kmlt8wbFvEprgSbXBEQs0U0WVKdppe5QtjWgP9EpGgfhFTpCx5/ep33Rm+1p9zrSg8EJ/URWh/M+QcZU3rj8JJb0BwQ1Zw6CJ4qeO2SOfJEjjcFzZMD2CdBDc4lHwY2otsYJgWVhkAZF1coBidEkwf7jRR4sBS6NjJTnqZXBDHoiSmCE3ES9llwjFzhiGJxPVCGwc4vSHFRoG73s9PvhWiQKxQKuL0u4R/lATeGLH/YFY2nXh8ykypqNPRWL5aR+s3e1KJyiobRcThlPoqz4nEHd0uT7iZa357s86KfRm2LuoLRlQot0CQSPUwTsdxbIaSHCKmuwQ6FKmnCYtVlNWLyhsRD6SXYwz7Y8ZBHhOhAtTcaUX+2qdEJjyajk0YyTY2oqwxU/UIfxTSoCfqxMR6qoDyAMZTaMtnjDrc72Ek/Rucv99LEGxR1cVdZoNbTYcH1B8JiykSDuVdO46inyKRQpVgPyjyGmevq0NGgMB8KozN5cYhOrDy/RICYbzlZenFBdsnYjKIsPbdYLywqGJObmZWpX5hRjPqFafrY3JKcgtElOuYoysgvuU4vyNYz8q/Tr8nNz0zTs8YVFmUVF+sFRXruqMK83Cx8lps/PG90Zm7+CH0YlssvwHU9F2ciVlpSoAuDsqrcrGJR2aisouE5qGYMy83LLbkuTc/OLckXdWZjpRl6YUZRSe7w0XkZRXrh6KLCguIsNJ+J1ebn5mcXoZWsUVn5Jbjk5uMzPWsMKnpxTkZeHpnKGI2tL6L2DS8ovK4od0ROiZ5TkJeZhQ+HZWHLMoblZUVNYaeG52XkjkrTMzNGZYzIolIFWEsRZZOtG5uTRY/QXgb+GV6SW5AvujG8IL+kCNU07GVRyYmiY3OLs9L0jKLcYkFIdlEBVi/oxBIFVAmWy8+K1iKo1g0jglmEPro462RbMrMy8rCuYlG4Y+b0uNNZQmm97FPuqXDhziXdFaquP/Pi4syLi1/B7ZkXF/+9FxcO+nvm5cX/ny8voqN35gXGmRcYZ15gnHmBYY7mZ15iGF9itLNz5kXGmRcZZ15k/L/3IsMhf/Yd4McuMAtOdSmYw44ZUyDmxx+hk/hfqOgnxkFJRVkpf3/g5y+NLXI6FcyjzDvd/HFxlP/o6ebv1EnkV0tPN398POXfdrr5ExJEftb3dPMnJWF+lCB+gl6j/Br+TSbsgrRnQldFhQuVrtBP6Q5XK4UwUpkAYxUflCsBuEmphQblZrhNmQELlDmwDJlbpSyBp9UY2MJGwitsHLyNtb+PtX1ssvPpKez0QTuD0E4O2ilGO6Vopwrt/BHt3IZ2FqCdB9DOKrTzNNrZjHbeQDtvoZ2PsPbPsLavjXaUdzvYOQvtXIB2BqOdHLQzFu240U4Q7UTQzp1opxntPIp21qOdrWhnJ9p5H+0cRDuH0c6PbJEifKqT0Y7asT9no51UtJOBdkahnQlox4t26tHOLLSzEO2sQDtr0c4mtPM62nkX7XyCdr5BO8fYOMWBdhLQTlejHU3tYOcctHMx2snGXMVopxzt3IR2bkE789DOMrSzFu28gHa2o5330c5naOd7NUaxsJGK+B2Tc9FOT7RzidGOpU8HO+einUFoZyza8aCdOrQzE+0sRDsr0c5GtLMd7exFO5+inWPKPMWmLFE6o51eaOcStHM12slGO4ViXtpi8E98fGpq5rQZM2xWxWY73NSIV9Nhm02xObZseQive++1WhRrzGFbfVNTvc2i2GJs4hYVel7ddDQSEc+t1vp580oj1VhYUWxaBCJ02TTFZo1E5rW0trTMi6bIi4qv2SaqkjXhVU0WCiGqWJli1fZHc2tooTrS2jd+f4wGMdrQw0Px6qswxWZp6VAvehBeLMIooaXlF/poV2yxL0ZejDyInwX4acJPh77aLYod+9reWWG/dN7hSKT65ztr1xQ7dlb21q4o9hO9Pa3uog3LmlZTd20a2LShhv52rLlDh+2iw3Y72O02dJpk6IGfDJhOjbPHKHb70cYZ4mo8ancodmcrXsuGLhs6nz5z8BNjUWKwYdjlxZUOq+KwaZoWnoNszQnHWJUYW31j4w+RyDRMiomZJlocwSf10dZICiIOi+KIQdkkSJjX5FAUx0kSIlTNhq1iBBrbq2wUdVgVuy0VpBajKTGSiIi4RyYipfHx++0a2C2SCuLCbm1xKKrDcoKLiKooKtrTNMVhnYeXA9cipOMkIdOREmqnTXE4fphxC10zfnDEKo641tLWUqSw5S79Ln02fhrxI1upTUMSYq2K+E/lT01KDN43iNZH0NOmGUmJtSixgpR2VmIVJbYDKz9LCw1C6ql5EWNVL9zRdtjIi8qw7y0tsYoa206MkZlYYibWAbEOJyTS5zzxPz9HpkeGRvDP0FibEus4OitKzoxZR2PjlNhOrV1au7SktqTOy5mXI9x1pm2mbYaNphTRg3w4YxSnXcVrULbws+xBlDowUxCUOTA2BpUTDM2YFnWNdooiTqvitHXgqBF3Ac6OJEVsWIF9w1by4RmkDMwUt1R1rB15atcp6kiiIjTHqpvQg2xN1cI9rUOHHiWqhg5UmRob09LiVFSn9YQdA1nOGEGWMxacsRw4BnvxuTRyaaS0dTr6i3AZp0NxOo/DFowlrR2uFyNbIsfByRVn/P5u+7sdHrwzbY9vj29b3vbtW+e8PGeLc4uTZuW0Nqu1oa1tR22cTYlzMLyumrRFXJOustswfXBFW9vx1taywU6hTW/Da1prA6Y3xKlKnNbaCnDCZlyMEmcXN23b9xw+vGf79jaZp8MlKnW8f2BL9CJtcAXdVwymJlRUAJx4QmFwz/72smKe1m9t3V/fzTmnXri1tbT0aGn0GqhalbiY7dvjVDXOetIetk74hKW11YLptu3igg77IrEvVMt9/knyvlsoep8p7jOCrrI0ffiUoC9NHxH03JhGby7T9DxX2P9LaVS7Q10ffwgsLswHuhvzwYFJmE+ZVYn5lI0+zKfsh26gZWcU6TBkVN51OpQW52fqMGN0EeKD9P/7ceiJu1lxEKuABrgd5sFIWAVPwxbcTQ2QOS6AztjeG/BwOx3mwF14nPwLbICt8AlcIXP0wn1PFozHHWEE7oD5uPFeDc/AS3AABlKOODy4dsEN9wQ8Ht8Cc+FuPCJshDb4B1xJ6Z2Qm7Nxo54LE2EyzIA7YQFu1x+HZ+Fl3MUNgqGgDiso1iG+uGiYOJaLMiloNwY37lcB7kzgD3AjHtD/BM3wEHKzCN6Gv8EaeA62wRtiz0b5O2Gk7AOD0cVLoJR+sqgRHoAVyOZieAf2wRPwPLwCO+GgzB+Pe/2+8HvkcDS46Le+ZkILPIy7i3thD3wAa2ETvAp/hc9pDxMtk4Cng0thCO5nxkAZ+KEWTxLLYCWeG5bAu7AfnoQX4DXYBV9gPiV3LI5MFyqpQW/oDm64R2oXwe+gHBYi8yy3sDAHRhYVjNKhrKToGh1bK/KchZEtFvrBxXA1HZ7EFzR/hFtxXB/B8gVwH+yFv8M6aIXt8CZ8SWXscBlyeR6MEz9NBU14ZD1Ez7tAEjihPx7bMnAVuQ48cBNMgWlwG/wZHgULXAtL4T34EJ6CF+F12A1fyRYk48heDpfgAfR8uB6CMBVuhtmwHB7DM1ER3I+78o9gPWyGHfAWHIav3f1CbstKwjWEGwhbCbcR7iTc43b5wpb9hAcJvyU8LtBqI0wk7OZ2hTzWXoRphP0IBxIOIcwkHOl2V1VbCwnLCH2EtYQRwvmELYSrCZ8jfJXwmMCYiwgHEmYTlpT7vJNiSgknE4YJGwibCOcTLiZsJlxO+Gi5P1AVs4ZwPeFzhJsJtxHuINxNuLfC63fF7Cc8QPgF4RHCoxVBlzvmuECbjTCRsBthL8K+hIMIM71+b9iWT1hCeD1hKWGFNxTw2XyEQWysy1ZP+CBhG+FBgXZOOJBwCGEm4Uifv6bKXkg4hnA8YRlhJaGfMEw41Rdw++wRwlmEcwjnEy4mbCFcQbiacB3hRsLWKk+5195GuJ1wN+Fewv1oJGg/QPgF4RHCo4THBTo0QgdhfACFozNhN8IehKmE6YT9CQcRDg0Ey/2ObMI8wqJq8Xwc4UTCcsLJhNWEtYTTCGcQNhHOJVxAuISwJej2hR0rCN8XGKsRphGWiEGKbSJcQNhCuIpwA+FWwldDOHdidxLuIdxHeIDwC8IjhMdCXn+FEwithE7CRMIuhN0Je4aq3NXOiwj7Ew4hzCEsIhxPWBEK9b3UWU1YSziNcAZhE+E8wsWELYQrCdcQbkDs52wlbCPcTriLcA/hPsIDhIcIvyc8LjDOSsgRL4vrTNiNsAdhKmE6YX/CwYSZhHmEJYTjCcsR+8f5CIOE9YQNhI2EswnniZ9ZiVtIuJTwQcKVhKsJ1xFuDNVUh+JaCdsItxPuItxDuI/w4zD6RtxBwsOE3xP+IJCrhDZCTphM2JVQJ+xFmEbYT+xYcD1I/g2S4Vp8Dq6X/96dAvbTxBj68nM4fd2XjfsHUUv0yanvfprfgmulRfybD7g3+DVaZ1x303DlS8cdhfgXEfrhytof18IBuCcaiLuaQbgvGYx7hyG4Og/9DflPvyUaadF7hvuvGbgLOv07BfcdJ/F3P8G4X4nX/AIy3PPgUeM/dqfgHvGXcOQJTKLXRtW4qwnSa54a3JfV4Q5oCu5Y/oj7nJtx7zud+Ig35DyZ77+R5/RbpeDe8NSY+CuxgLCQ8FrCIpq/qvy3XlSDphCmdsDo2SaPcuXhLr5dM6LjV2LCr8Rzf4I5v4jxvwrPxt30ONwFX49nnvF4ZpmIp4tSep3plr+ZMIleUk7GM4cPzwVT8UwDyG97qZ/mb8/738jX5Ve1NtpWDU9MJXiqGfMb7hU8m7Sj8BOdNP0nWvszMDzjp4kMz1KdxdnoN96dRXcKnvBOhSqegXr8BqngCfDnUcVTUM/fIBU5j06NKp6/e/0GKf4Nq9PF0x0VBefG6WLuL2KnX4EfKK3KTmW/chgDU7yqq33VoWqhWqpWqxF1ntqirlFb1Z3qfvUwAxbPdNaXDWWFrJRNZSvZ2+wA+16zap21XtoALVsbo1VotdosbaG2QluvfWx1WrtZ06yDrXnW8VafdZp1jnWpdZX1Oet26/sxu2I+jDlia7XttR20T7T77Q32B+077QftxxzJjp6O/o5MR4mj3BF2NDoWOJY71jm2OnY7PnZ8G6vFJsf2jO0fOzt2eeym2B2xnzo7O3s5Rzr9zqXOVufeuL5xwbgZcfPjVsU9F7c/7hh38K68P8/nq/kmvoPv44f48U68U/dO6Z2GdJrdaUmnXfEQ3zX+ovgF8avjN8XviN8Xfyj+eAJP6J6QnjAkIT9hYoI/oSFhbkJzwuqETQk7EvYlHEo4nsgTuyemJw5JzE+cmOhPbEicm9icuDpxU+KOxH2JhxKPJ/Gk7knpSUOS8pMmJvmTGpLmJjUnrU7alLQjaV/SoaTjyTy5e3J68pDk/OSJyf7khuS5yc3Jq5M3Je9I3pd8KPl4Ck/pnpKeMiQlP2Viij+lIWVuSnPK6pRNKTtS9qUcSjnemXfu3jm985DO+bg3EeNoi64nyQtN+qMmfbdJf7uDrpnSrbix0iFG6aCfM82on3vQWF4fYqz/ggeNeq8cY/29xpt0vyn/PJO+3KSb+nNhD5NebdIXm/RWY/sv+dSY3kcz6gOmmfSGDjpG4wERU/ou0lVciROjPRzYEpVXllOKhjO/M+42ekWfDtKlvEjK/lIOPVXuqxqlnCvlYilNLF2119jLwbOM+lCTFw1dadSHmVgbPsOkNxr1TN2km0Ylc7BJN3lNZhnqysn2Zc436UtIN7GR2SzlSinXSdlKuc/FnX8O7s3G4fpdSd/QRaAJ5sFiaIGVsAY2QCtsg52wB/bDp3AYjqJBmxKvdFHkmGTJEcxq1/tKOVTKIiknSumTcqqUs6VcIuUqKZ+TcoeUe6X8VMqjUZkt50h2Zyllv7MHSjlSynFSVkpZL2WTlNJ+trSf3SrlLuMo5HQxsp7T2aT3MOnZJr26g471j7QZ00cOMen5Rv26rib9OaN+wziT3tBBx/bfMIv0LngKHILn0XzcX03E/Zr41rgBZsFcWAjNsAJWw3rYBG2wA96GfXAADkVbe8MYKcukrJYyIuV8KeV8vmGNlJulfFvKD6U8HJXjQUrpTeOlN41Pl3KIlPlSlkoZlHKWlHIUx6+QUnr7+FYj6xM2G1masJ/0ZDwrnx4v0VpelVL65gTpmxOkb060Sil9c2JPKWX8mjhMSjlHJspeTZSsTmyQUkayiUullD46caOUsh0T90j5KfWmQ3z9w/dRWQrGfpfOJT0WuuGuMA36w2DIxPNUCQ5IOciZWiqtl8pIUrpaSjlDS6X1Umm99ICU30alS5UyXsruxjaUjUHdftJD3X7SGZ63k7FdVMY9TUo5zu75lMcU69ybpNwm5W4pPzTzUd5dylSjX5SXUb0dcy6Xcq0xDpSb1liP09gLz0CTnmnUJ80w6l7VpINRnxwx6XNM+lyTvqeDjixPPthBx/7cONSkjzfmv7HRlL7fqPuyjcz51pFuk+Nxch5FU6WP+OSI+N6X8mMpZXzxy6jrl/n9u83jUR2WssGccpOcRTeNN7Y0iHNfNYx+SHpVKJVSTF4UPiLl8aiskf5c862x3rrtP/XTehkH6+WqUj/3p3mmyPkzZV9UTk0+lS9PHSCljHx/zJQy76c1TsuWMk/K5WZupkk+p+2kHv/MKN0s49PNcp91s4xTN8u1vEFG1wYZ3RselXI9xDBxlwhd8cx6EfSDQdGUyE4p5XhHJJcRyXFEcnyL08ht4yCTPt7co8YFUi415pyZ+VN+Zsod4EwZwWauMMeDWTLizlpvjE1NecZZ0bTA3I4mucI17TOn3JYqZTml2HHNFb920RcGnthzRdOlr9wmo9dsuWrMlqvDbLlTmS39ZrZcM2+XnnK7yd9vj5j0FpO+waR/YdTnaCb9OSMHd2CM1DrM/HkbjZHgLiv5WAzxf3JViaY5pEyWUq7z8/tJKXdt82Xf5+Pux9Kh7rvfJ0+zQPwJNqPPpV/dLf3q7h+icoEst+CUc2yR3B0skswvkrNk0dtm/2iWntScauSmeSrldHTw+2EwEorgepA7pGbpe81yHWmWLW2We4QHyqWUq2yLZKBFekeL7NGybuY2LZN7qmXbjJF/2W6TfsS4Ui37tsNpFW+Wf2/UH+pizP9QV5NuTk8z6ekmva/xNLgyzbgjfSTepHOT7jTOyUccJl3voGP9j6Sa9FVG/dE8Iz+r3zfqj6cb8z8eMepr5nfIj/oTy036ZqO+NtVY/9pa43xaGzb2d+00kz7VqD9p2i89ucuk7zTq69JpPp5oz7qcDrpIzzPpI03lc0x6mbF/T60y6fuN+tM+Y/kN6436M4NM+iaT/qFR36ga27ux1qg/25NixEl9nbH8s5tNuomv5zca9U21Rv2FfkZ/eOGQUW8FY/9b+5r0YUZ9s2rS1xn1Ldykh436S/2Nets4kz7XqL9sM+rbTPZfyTHpDSZ9hkmfZ9IXGPVXu5t0v1F/TeuwniC/r3U8QQvdNL6vhU16bYc1QuhNxvF/bbZx/F77whg/tvcwpm9PN6WnmfSBJn2kSW826fuM/vF6P/Fv7WOKW7kHKpSl9A6jDD+gLFBwV2OJtyTQ+7BEsDpzeZszh2/lrXwzPrEqXypfYr7DCu4BlCPKEVCV75TvgPEMngEaH86H49oo1giVZbEcYU9NVFPwCdpmXLSCxWHJdNoB9oUgLMWz7H44piRjG2zYqmTntaA6c5xFiLnOYkTRu5Or7QAYzD8FpsZjmz4j2cYPokxB/XOSbfxtUFHbg9jG9yJuw746ontDvh/b2oqpfyfZxj9EuRn1j0i2dcj5scz5icx5QOb8h8zZ3t5rqL151N5R1N72lHxKKaCUwo4p/FVq4XZq4Q5qYXvKTkrZRSm7KUVEG/wAqLFqLChqvBqPrKYgq8yZ7RyBrLfyVrBim0RcYSDeeios+uYGN5RYfgb2agaqnZROMF3pqpwLESVVSYVG5XplPMxUfEoVNCkBJQCzlZuUMNyuzFZmw53KYuVemKd8rXwN85Xvle/hbuWfyj9hgXANuEe1qlZYqDpVJyxSE9QEWKx2VjvDveo56jmwRD1fPR/uU3urvWGp2lcthPvVsFoDm9Q6tQ5a1anqVHhRvVltwODTqDbCVvVW9VZ4SV2gLoA2dZG6CF5Wl6vvwDYWh17zA+vP+sNxNoxlwo8sl+UqKruf3a8wLawtUzSL2+JW+lk8Fo9ymWWSZZLS3+K1eJXLLSFLSBlgqbHUKFdY6ix1ykDLm9Ym5UpHscOlfOW4NVZRjjvjnVnqFOcNzmb18bjyuMnqN3HT4+aox7jKbczGz+PnsU78fH4+i+cX8AtYAr+QX8gSeW/emyXxi/nFLJlfwi9hKbwP78M680v5pews3p/3Z134AD6Anc0H8oGsKx/EB7Fz+GA+mHXjQ/gQdi4fyoey7nwYH8Z+xzN5JtN5Ds9h5/GJfCLrwct5OTufV/AK1pNX8kp2Aa/iVawXD/AAu5DfxG9iqbyG17DevI7XsYv4FD6FXcyn8+ksjd/Cb2GX8Jl8JkvnTbyJ9eGz+WzWl9/B72CX8jv5nawfn8/ns8v4Ar6A9ecL+UJ2OV/MF7MBfAlfwq7gS/lSNpA382Z2JW/hLWwQf5A/yK7iy/lyNpiv4CvY7/lKvpIN4Y/yR9nVfBVfxYby1Xw1y+BP8CfYMP4kf5IN50/xp1gmf5o/zbL4M/wZls2f5c+yEXwT38Ry+Iv8RZbLt/AtbCR/ib/EruEv85dZHn+Fv8JG8df4ayyfv85fZwX8Df4GK+R/5X9l1/I3+ZusiL/F32LF/B3+Divh7/J32Wj+Hn+PjeEf8A/YWP4l/5KN44f5YXYdP8KPsOv5t/xbdgP/nv8PG4/O66L4BRS5FOWYcgyj2I/Kjxg9LKoFNJpnFppnVppnMWpXtSvY1B5qD7CrqWoqOFgORrdYS5mlDJyWcks5xFkqLBXALZWWSuhkCVqCEG8JW8KQYKm11EIi17kOSbwH74FzvCfvCSm8F+8FnXkqT4Wz+EX8IujC03ganM3TeTp05X15XziHX8Yvg278cn45nMuv4FdAd34lvxJ+x6/iV4HOf89/D+fxq/nVGK1E/D2f4m9PPoKPgAv4BD4BenE3d8OF3MM9kMon8UnQm/u4Dy7ifu6Hi3k1r4Y0HuZhuITX8lpI5/W8HvrwBt4AfXmER+BS3sgboR+/ld8Kl/Hb+G3Qn8/hc+ByPpfPhQH8Ln4XXMHv5nfDQH4Pvweu5Iv4IhjE7+X3wlX8Pn4fxuv7+f3we/4AfwCG8GV8GVzN/8z/DEP5Q/whyOAP84dhGH+EPwLD+WP8Mcjkf+F/gSy+hq+BbL6Wr4URfB1fBzl8PV8PuXwD3wAj+Ua+Ea7hz/PnIY/i3yiKf/kYO7dCAcbONijk2zB6XstfxWhbxLdjtC3mOzDalvCdGGVH810YZcfw3Rhlx/K3cc0Yx/fgmnEd34trxvV8H98HN/Av+Bcwnn/Fv4IJ/Gv+NUzk3/Bv4A/8O/4dlMqfFxGnof4Ua29F37IoE5QJ+NijeEDRntaeBtX6L+u/gNmG2IZgHP7PeB/GwDPed8b7pPd1Je8T3+Koitf63hkfO+Nj/yEfUyyTxXddSg+1P8vWxkE3w/dLk+m3H2bAbJgPS+BBeBTWwkbYDK/CLtgLH8JBOII7e1CsitNeD8wesoftU0jW2KeSrLX/kWSd/WaUYbxrIBm2TydZY4+QrLXfQrLO/ieUNZivkWTYPpNkjX0WyVr7rSTr7LehrMV8s0mG7beTrLHPIVlrv4Nknf1OlHWYbx7JsP0ukjX2+SRr7XeTrLNPAxVTZyDW2JsQa+1zEev+DUbuoZ6H7AslM4skM4slM/dKZpZIZu6TjCyVjNwvGXlAMtIiGVkmGXlQMvJnychDkpEVkpGHJSMrJSOPSEYek4yskoz8RTKyWjLyuGRkAfY/ZG8mRpYTI4/+m4w8IRlZKxl5UjKyTjLylGTkacnIBukrz0hmNkpmnpXMPCeZeV4ys0ky8oJk5EXJyGbJyBbJyFbJyEuSkZclI9skI69IRl6VjLwmGVlDjKwnT2klRtr+TUZel4zskIy8IRnZKRn5q2TkTcnIbsnIW5KRtyUj70hG3pWM7JWMvCd95X3JzN8kM/skMx9IZvZLZv4uGflIMvKxZOQTycgBycg/JCPbiZFdxMge8pQP/01GPpOMHJSMfC4Z+UIy8qVk5CvJyGHJyNeSkSOSkW8kI99JRr6XjPyPZOSoZOR/JSP/lIz8IBn5l2TkuPSVH6PMiH9PQzDjUKLMONQoMw4mmfmUGDlEjHxLjBwTnoJrtiLaTT+VNA56K7vUB1geK2AVbBKbzG5kIVbD6tgUdjNrYrex2ex2NofdgafgD9lH7GP2CTvA/sE+ZZ+xg+xz9gX7kh1iX7HD7Gt2hH3DvmXfxQ3AejspO5WdaKBZbQaFXcOuAZXls3xgrJx5QGOVzAtWFmRBsLEwC4Od1bJa3AnUs3qIZdPYNHCyBvYniGP3sfsgiW1kr0Ny3OVxl0Mq1t4VHFp37Xearp2n9dDO13pqF2i9tAtFz7BF3wG0fzchf98B4DaRhmWiP4+pMN+JHO0/dz1bfDfFfJgCWrJ2LuZO1VIhtkO5qN1kLUXrrJ2lddHO1rpq52jdMO9Juyr0hE5aopakWTSrFqPZNLvm0GI1pxanca2TFq+J77s07Nt0bKQoo2q/14aAU8vQMoBj2gDowlawlWwVe5xtZS+xNvYy28ZeYa+y19h29vqpGBfflrGH2ENY48PsYWzLY+wx5Hs1wziKzG1Bex+yz0/U/hDmegxTN7Jn2XPsebaJvcBa2YtsM9tyqjGm2lewFVj7SrYSa1/FVmHtjzOMztjC17F20Q9Rezokn7LWU/SDOPtQcibKnaZ3UTnhDVjO4lfXwZ+gEWbCLDwRNeEoz4bbYQ7cAXPhTpgHd+EsvxsWwD2wEBbBYrgX5/x9sBTuh2Z4AFpgGUaAP8NyeAhWwMOwEh7BePAYrIK/wGp4HNbAExgdnoR18BSsh6dhAzyDseJZeA6eh03wArTCixg5tsBWeAna4GXYBq9gHHkNtsPrsAPegJ3wV4wqb8JueAvehndgD7yLMeY9eB/+BvvgA9gPf8eI8xF8DJ/AAfgHfAqfYfz5HL6AL+EQfCV+oxOj0TfwLXwH38P/wFH4XzgG/4Qf4F9wHH5EN1bUa9UitVgt+T/uzgNMimLr+1XVPVOz3T1DT3fPssCKiMQlB5EkOYNIFFxyUkCQICCCRBFRAZF0cclBMohIEskgonLRa0AyKFFExASIAt+p/w7L9PW+7/XeNzzv89HPVPWe33RVVzqnTlVPI1qKR0Ur0Vo8JtJFG9FWtBPtRQfRUXQSnUUX0VV0E4+LJ0R30UP0FE+KXqK3eEr0EX1FPzFPHBKHxRFxVBwTx8UJcVKcEl+Jr8VpcUacFefEeXFBfCMuim/FJc0Q34nLmim+F1fED+JH8ZP4Wfwiropr4rr4VdwQv4nfxU1xS9wmFcQ1oWmargW0oCa1kJakNdWaac21FlpbrZ3WUeuk9db6aWO0F7Sx2ovaFO11bZa2RntLe1tbp23S3tEOaB9rn2h/0z7VPtM+177QDmpfaoe0w9oR7ah2TDuundBOaqe0r/RKemX9U/0z/XP9C/2g/qV+SD+sH9GP6sf04/oJ/aR+Sv9K/1o/rZ/Rz+rn9PP6Bf0b/aL+rX5J/06/rH+vX9F/0H/Uf9J/1n/Rr+rX9Ov6r/oN/Tf9d/2mfku/HQgHHFld1pA1ZS1ZW9aRdWU9WV82kA1lI/mwbCwfkU1kU9lMNpctZEv5qGwlW8vHZLpsI9vKdrK97CA7yk6ys+xCRzc6nqCjh+wpn5S9ZG/5lOwj+8p+sr98Wg6QA+Ug+YwcLJ+VQ+h4Tg6Tw+UIOVKOkqPl83KMfEGOlS/KcfIl+bJ8RY6XE+RE+aqcJF+Tk+UUOVVOk9PlX+QM+brMkDPlLDlbzpFz5Tw5Xy6QC+UiuUKulKvkavmmXCPfkmvl23KdXC83yI1yk3xHbpbvyi1yq9wmt8sdcqfcJXfLPfI9uVe+L/fJD+SH8iO5X/5VHpAfy0/k3+Sn8jP5ufxCHpRfykPysDwij8pj8rg8IU/KU/Ir+bU8Lc/Is/KcPC8vyG/kRfmtvCS/k5fl9/KK/EH+KK/LX+UN+Zv8Xd6Ut+TtEAtx+YZcLJfIpXKZXC5/kj/LX+RVec0YbDxrDDGGGs8Zw4zhxghjpDHKGG08b4wxXjDGmkPN58xh5nBzhDnSHGWONp83x5hjzRfNceZL5svmK+Z4c4I50XzVnGRmmDPNWeZsc44515xnzjcXmAvNReYb5mJzibnUXGYuN1eYq8zV5pvmGvMtc635trnOXG9uN3eYO81d5m5zj/meudf80PzI/Kt5wPzY/MT8m/mp+Zn5ufmFedA8ZH5lnjbPmufNb8xvze/NH8yfzJ/NX8yr5jXzuvmrecP8zfzdvGXetpjFLWFplm4FrKB12jpjnbXOWeetC9Y31kXrW+uS9Z112freumL9YP1o/WT9bP1iXbWuWdetX60b1m/W79ZN65Z1O8zCPCzCWlgPB8LBsAyHwklhI2yGrXA4HAlnC9vhaNgJu2EvHAsnh7OHU8I5wjnDucKp4XvCucP3hvOE7wvnDd8fzhfOHy4QnhmeFZ4dnhOeG54Xnh9eEF4YXhR+I7w4vCS8FL/RwNo+1thHiLmCNChWzudrDci+f6E9TPb9Sy1da8MOa+21DuworOlxra/Wl50gizeKndQma5PZaW2GNoOdgWU/C7t1DnbrPOzWBditb7QN2kZ2ERbikl5Br8gZVuBFwAgYvGTADti8FNbYSwe/Cp7jF2RJWZZfxnr7T8aLxkwhjDeM7SK78YFxXZTGqntnrLerpyV/xBMqeVlR1phmQBlkAbaRdqYszBeYiHyAs5U4U3s0Nktmqeb79PeX5j4KD5sfUHjU3J/13S/pbCcL0XwiheWmGUBa5u6ReVjJzaMUfmQep/Cv5kkKPza/U1dGYirFSLJKMZJdpYi0biLVO3s0SfTXexGDwvcjpo9kA7FBoj6SApIDJCeIYEnUaiWp7cqL8oyLSqISE6KOqMM0UV/UZ7p4RDzCAsYUYwoLGhuNjUwaV4wrlJ4ILBef/g/ZWL+F/f/bvv7vWFhlQ/+s3fyftJmO7Cofl93lULJAynLWJpvZCNasKVmmibCTrclGKuuYaRu7/Umr+Nw/sYd/tIavkx28awETrcv/NWuYZe3ILs4g+51oFavT7EPNPTJnHmre0YRmHr/G5x2/0azjMZpxzMGcYy7NOG5Qr32UemoH1S/v2E7R2283LduKWo7lWp4Vs5Kt7FaKlcPKaeWyUq17rNzWvVYe6z4rr3W/lc/KbxWwClqFrMJW2j+0ti/8Y3sbSYoYEfNPWd2Vf7S7kWwROxL9g/V939xnfgAbvP8fWuEvyQ4fNo+ax82Td+xxJDmSHTb5u//QKt/8o12OpERyRHL+W9bZZ5utm/8d1tne/U/s8yNc8Bg5szl5IebxJrwFux+77oV4e96NFeFP8CdYGd6D92Bl+ZO8N3uA9+FDWHn+HJ/GavEMPpu15+v5x6yz6C8GsGFikBjGRooRYhQbJ54XL7JXxEtiApskXhWT2TTsn78upgvS9/Dy52iW5rC5mqd5bLGWrKWxJVpRrQTbopXSarEdsPmfw+Z/Af/toL5A/5hdDEQDUZ4SuBq4ynMErgeu85yBG4EbPFeQKoynBl8KTuD3BF8NTuF5g9OCM3jBYEZwNi8SnBtczksEVwbX8UrBDcG9vFZwX/AT3jJ4MHiQtw8eDh7lHYLHgyd5Z5od3OTdgrdpdjBalpOV+Cb5kKzKt4UKh9L4zlDRUAm+O1QqVIq/HyoXKsf3hSqEKvAP1A4a/zBULVSNfxSqEarB94fqhOrwv4bqh+rzA6FGoUb841CLUAv+SahVqBX/Wyg9lM4/DXUIdeGfhXqEevBDSeT488NGZ6MLP2J0M7rzY0ZPYwA/ZQwyBvFvydLO5JfI0m7nv5Clvc5vmcJsI6TZzhwiOllzra/FiHDDcEOxOzwhnCH2ZD7nQl7pauy8tOOPxyUbEiScVcRzySl46lM9iyrI6r6BcDXNDt5ArP7aGv9rK/11nA71tE0RXoT6TnFenMxeeV6e0qzL65KRacgbMp3P4DPwtM0+1imQM5ArkBq4J5A7cG8gT+C+QN7A/YF8gfyBAoGCgUKBwoG0QJFA0UCxQPFAiUDJQKlA6UAZ/hn/nH/BD/Iv+SF+mB/hR/kxfpyf4Cf5Kf4V/5qf5mf4WX6On+cX+Df8Iv+WX9I1Xdeuate069qv2g3tN+137aZ2S7v9X5HpVBRdYMVBx1ulolgDSqFDY6nqbV5UcwWppEWZehJK/WcGIarVijRfrEyHwarQYeL9FhZrSEeEtaIjG34fbrP2dDj4jyxc1p0OD+8diOGNA9nZCDpy0BgVLCfPxm2Wi0ZqTnYPz81zs9x4SuZeGrVNWB4atensPuzu5sV4vZ/34r1YPjw3k58P5INYAT6MD6OR/RJ/iRXmr/DxLI1P4pNYURrHGawYjeP1rDjfwXeyEnwvf5+V4vv5flYG605lMf7KYW7dAKtP7bH61DFrTWxPfE3sFaqpe0QpUYpmjuVEOZo51hK1aObYQDSgmWMz0Yxmjq1EKxag+U83FqSZz5M0cxxnvMxCxnhjEjONxcYSZhvLjJXMMQ4aX7Jk47BxjKUYJ43TNKd+zhzO7iMrMoblUxaCFSYLMZ8VUfqclSB9fpCVIi1+nD1AmvwkK0e6/DR7kPT5WVaefKzzrALp9G9YRdLr37JKpNu/ozZSz4FVEm2zyvJhvCzjqSy5fWWpICrQd1WJNNGEfBodJQqgREGa56UziXKFaBbXjyWhXAbKFUa5HJTLM1Yba6hEa40NLBfKmAdlzGucN75hBYxvje+pXKqkxVHSUihpOZS0PNnBN8hPWELeRlWUujZKXZfs01XWkKzTTfxeQdAsvWd8F7YRjc+uKNEEVUbeDOOeZUkY1jQF786rZckEb8GLMo53yGTKaAT8g7qoLCpTXaga0dHGAdRLEPUiUS8h1EsSzX/bMQO1Y6LVLdRR2HjMeIxFyEMfzrKRFzaZ2n6qMZOlki+2geUzNhnbWTnyyL5nVYwfjOusG80lXmS9adYwiQ2hWcJKNprmAOvZNLL5h9lstP0mtP07ZMm/YpvRA95FD9iCHrAVPWAbesB29IAdZOG/ZzvJyv/AdpGlv8l2k10PsgM010lhB2l+cx87QXOaNHaOZicmu0yzjCj7gWx9TvIESBOSp9SPMeVJshpqtYE1Vc9vsebmUKs2O0DX3MNfxzOO2t0WwRPwjDwi1euaJLTIxLstwlqwKlkywaqxtIQWmahWn41ZxiLKeYexj3rbr6bqvySFv515P/fhTkrGcxeUS85/R7PSlTHoIQY9xKGHNOghHXooAD0UhB6S0EMh6KEk6CEDesiEHrKghyLQQ9mgh2zoIQd6yIUe8qCHYtBD2aGHcjCu7VK/WxH1tM1UE/9sP0Zwgzt0l3l5Gi/NK/IavAFvRnfXmffkffkgmsGM5uP4RD6Vcp3HF/OVfC3fxLfxPfxD/gnVzTGqhwv8Mv+Z3yDlHxSWcESKyC3yiTSq3XI8jUpfiOqiGOJ0sn4qbscrIG7PKyLuwCsh7sgrI+7EH0LcmVdB3IVXRdyVRp6Ku/HqiB/ntRD34HUQ9yKLquI+/BHEGYHsKtY3BFIQbwzkUHHkt5Cp4oAbslQcXBQKI94aiiDeFsqG+GbIRnwrFEV8O+SomOYwLuKq2Tjy6ckLkybIRnZe0F9FKUwna6/mDiUobM9LUtiBl6KwIy9NYSdehsLOnOYRVLYHKOzKy1HYjT9I4eO8hnoGhNek8Elem8JeNF8QVKp6FPbl9SnsxxtQ2J83ojCDP0zhLN6YwpkBjwkqb4zCjQG1AvJbiBqGSkq9msqpU7g1RPMNKmNQPdUUkhTeCoUovB1KYoLKRrOfUFVWOOv3mwPYc2wMafmpbBZbxFaydWwL2bH97HN2jJ0hn//nO/t61JNSqK/no75Ukpfjlak31eONSUOmU7kfp1Isp9rKoBpagbgdX4m4PV+FuANfjbgjfxNxZ74GcRf+FuJOfC3irvxtxN34OsSPh+5RMZUxt4qplPci3hrKg3hb6D7EN0N5Ed8K3Y/4diifiqnE+RFX5XPQfnPRcvPQcvPRcgvQcgvRZovQZm+gFRej5Zag5Zai5Zap9gh5qPEYajwZNZ4dNZ6CGs+BGs+JGs+FGk9FjXOmZ2N4uluDrmAY6Tybep2I+vVrY/zyqBArTbY4viLFk9HXsqOPpKi8VSo8R9ZZd9WTlO4lfTIdfQWh2injNmkoxmPk2XBoIgH9omxaCnuJt+St+GO8NX+Udzdak/VJz1wfFgPFcDFOTNMytGXa2sjvkZuRW5HbpF9nG3OMucY8Y76xwFhoLCJdu9PYZew29hjvGXuN9419kWsREdEieiQQCUZkJGT8atwwfjN+N24at4zbJqk98zVzsjnFnGpOM6ebfzFnmK+bG8yN5ibzHXOz+a65xdxqbjOPmMfME+Yp82vzjHnOvGBeNC+Zl80r5o+WtEJWkmVYpmVZYStiZbOKWEWtYlZxq4RV0ipllbbKWGWtB6xy1oNWeauCVdGqZFW2HrKqWFWtalZ1q4ZV06pl1Y5YkXAkEnEibsSLXI/8GrkRyRVJjai9yALw/Rj8vQDNHBqSTespepHVHkB+nSWGkV8XxlPQEXhx2eCb2ViDjWpvaW8xJ/hmcA1zgxuDG1kseC14jeZt5LGw7MpjofnNCeMsK6z8FprNjCPbXZF89/WsJnndh1kj8ryPsodhuxvDdj8C290EtrspbHcz2O7msN0tYLtbwnY/CtvdCra7tXmLrPZjlk2WujMs9TBY6pGRGFnq56mcm1n6n2nRf68F/0fa6U4LGahNhtpMQj06qMdcqMd8KHkxlLwcSt4UJW+BOUqrTM8vYATCGIUNmFrfrcFyJ/b/v+/F/3F/zOw7lEIUPYWhp2ho4SDaM4L2zIb2tNGeUbSng/Z00Z4e2jOG9kxGe2ZHe6agPXOgPXNSu2VnueJ3bwYiCXcfoflmfMSqMY9+ytBPOfqpQD/V4tdagWwJ16bQrCRLC9wZ6dAcGAXoyQH0ZImeTDaEZlCxP7tOau9Wv0/J3HFWHjnz4n4FfvFi72TCVr+n5XZHzObuyrVw2SySOQdUM/kWmO29GpdUxi8mxvlkaqb4FM2EEmWkqcm/nBqXqTQHq7qw89n5GLML24VJUtwmW24/YNNcxX7Ifogl2TXthvSdxnZj5trN7ebMs9vYbVjM7mB3YMlIpZH6xcc/SUVdaeBKE9dUQ1hMtYbYIi5SC12hz1Xcm9LLmlhMx+ckO0KfUwnyiVpRsYVku+izL0uui0FikOaJRSRdTp81WYRrZE/EJIpDWTIh6onLJH2OPj/f/aY4RJ/HqZ3qidIJ301FXk1IXlqkJnxb5UNzPC2nlkcrcPf7/JKYTITssSa0EH5DdOeKwfQJUhkuiMvqPOuKzYLanV8m8ok4qM6zrqASclULjRJk60i2g+5rAc2T70rnkJTmHGK8mOy7y7Ekn0zyAWKIGJmQZx3xFJEh6ldRCdKSojU8QyHq8JIJ8hRBLUYzME0UF2X5truE3RJUdprpacITOUWehHqj2TER9cl9t/347/yKEGpThD6hBPkh8jCoHzD1uXJXzubQXP9T+lt9Dt1tbzaWjeXruHqfh/rsSCC9yPJP5OoX9+qzOIsE1H90xUfyAVy9E0N9xidcVY5GflfekyTq0zfhqlSWyquQr9Ak7pU9GmeZvb4R9Xo1OgrbzaiPp9kt7ZasqJ1ut2PFMEZK2ePt8aw0+nvmSKY5M7MDSYEkurKjGvF2Z7sbjZcn7J4saPeye9NI6WP3Y5b9tP00y2YPtJ9ltj3UHkqjbpg9giXbo+zRLIc9xh7Dctlj7XEs1Z5gT2f32hn2IrqPxaQ31PP9gu6oZdYIjcZzVHlx5BVAXknIy0ReEeSVDXl5yCuGvFKQV07klct+xX6F5c7KcSFyXMHK2Kso3wpZWozyQNgM4cMIWyMcnfnrOtIL6q8HKEzO0ngTmE4ar5fdAEy9TyUNbyZIZnnAH6FSNcdZk6yzpjij/mTXsutA05XENSksX/wapUXvXHX3vGn8POFKvgB3Ugb/meYANoSNpH4ynrzKGWwO+QPL2Rq2gTyCXWwfO0A+wRF2ip0jr+BHdp3d4jr5lzZP5qnkYRbixXlZ8jGr8Tq8EXmZrWl+3fXv/UzSmIJ6UH4K89sFKCxgF6SwoE3a2y5EmlSQPk2jMM0mb8suonqOXZS0prCLQcMWt8nnskvY5HPZJW3yuexSNvlcdmmbfC67jE0+l12WaljpYvK57HI2+Vz2g3Z5CsvbFSisQDpa2BXtShRWssmS2JWpXQRp7SoUVrGrUliVtLWwq9nVKaxuk79m17DJXyPLUIvCWjZ5bXZtqj9h17HJd7Pr2uS72fVs8t3s+tSSwm5ANkTYDVU/tBvRWBE0YpqhfzZXbUe9VNC4SacwnSyEIDvRlsK2NIaE3Y7GkKCRNJ5CNV55ICnhlwQpGIuvZa1l/GsjMidaGx6D3Z7mBC+oMFwWfW8Q45F09jx5egWoFdNJa0zkS/kufoxfFTZ5/LVEezGYdO1KsVecEjc0Tyuu1dM6a89p07U12ofaGe2WnqKX1hvpj+sj9Qx9nX5AvxAQgdRAuUCTQM/AmMCcwKbAp4FLwWAwT7BisEXwqeC44ILgluDB4BVpyHyyimwt+8vxcrHcIY/In0ORUKFQjVDb0KDQpNDy0J7QidD1JCepaFKdpI5JQ5KmJq1O2pf0ddLvRrJR0mhgdKUZ3AxjrbHfOEez1ZxmWbOx2d0cbc6iWeon5kVLt3LTjLOZ1csaa82zNlufW5fDoXDecOXwo+G+4ZfDi8LbwofCP9LMs0Ck2h0fjOqeakmF4bIIy9whqi9T/eVTBOFdkh8kP0h+HykAUgCkgI8UBCkIUtBHCoEUAinkI4VBCoMU9pE0kDSQNB8pAlIEpIiPFAUpClLUR4qBFAMp5iPFQYqDFPeREiAlQEr4SEmQkiAlfaQUSCmQUj5SGqQ0SGkfKQNSBqSMj5QFKQtS1kceAHkA5AEfKQdSDqScjzwI8iDIgz5SHqQ8SHkfqQBSAaSCj1QEqQhS0UcqgVQCqeQjlUEqg1T2kYdAHgJ5yEeqgFQBqeIjVUGqglT1kWog1UCq+Uh1kOog1X2kBkgNkBo+UhOkJkhNH6kFUguklo/UBqkNUttH6oDUAanjI3VB6oLU9ZF6IPVA6vlIfZD6IPV9pAFIA5AGPtIQpCFIQx9pBNIIpJGPNAZpDNLYR5qBNANp5iPNQZqDNPeRliAtQVr6SDpIOki6j7QBaQPSxkfagrQFaesj7UDagbTzkQ4gHUA6+EhHkI4gHX2kM0hnkM4+0gWkC0gXH+kK0hWkq490A+kG0s1HngB5AuQJH+kO0h2ku4/0AOkB0sNHeoL0BOnpI71AeoH08pHeIL1BevtIH5A+IH18pC9IX5C+PtIPpB9IPx95GuRpkKd9ZCDIQJCBPjIIZBDIIB95BuQZkGd8ZDDIYJDBPvIsyLMgz/rIUJChIEN9ZBjIMJBhPjIcZDjIcB8ZATICZISPjAIZBTLKR0aDjAYZ7SNjQMaAjPGRsSBjQcb6yIsgL4K86CPjQMaBjPOR8SDjQcb7yASQCSATfGQiyESQiT7yKsirIK/6yCSQSSCTfOQ1kNdAXvORySCTQSb7yBSQKSBTfGQqyFSQqT4yDWQayDQfmQ4yHWS6j2SAZIBk+MhMkJkgM31kFsgskFk+MhtkNshsH5kDMgdkjo/MBZkLMtdH5oHMA5nnI/NB5oPM95EFIAtAFvjIQpCFIAt9ZBHIIpBFPrIYZDHIYh9ZArIEZImPLAVZCrLUR5aBLANZ5iPLQZaDLPeRFSArQFb4yEqQlSArfWQVyCqQVT6yGmQ1yGofeRPkTZA3fWQNyBqQNT7yFshbIG/5yFqQtSBrfeRtkLdB3vaRdSDrQNb5yHqQ9SDrfWQDyAaQDT6yEWQjyEYf2QSyCWSTj7wD8g7IOz6yGWQzyGYfeRfkXZB3fWQLyBaQLT6yFWQryFYf2QayDWSbj2wH2Q6y3Ud2gOwA2eEjO0F2guwEESwWX41R3iqHt5oGb7UIvNVi8FaLk7fakZXGik1ZrNiUx4pNZazYVMGKTXWs2NTAik1drNjUw4pNQ6zYPIwVm8bk705nTbE61BarQ2plZgELszwsjZVlVVg91oy1ZY+zvmwIG8MmshlYH4GPjzP4+TiDr48z+Ps4g8+PM/j9OIPvjzP4/zjDGgDOsA6As4fp7GGcYVUAZ/D31Xq5XZMkDD67xThPZ8nYD2zMOrL+8ftcwFayDWwf+5QdY+fYFXaD/PVknoen8cz7yFCrDHEPfyZWHGaptYa4ZDYkcxIkcyGZlyCZD8kCSFSKC5GiOlucdbYk62xp1tmyhJxXIo1VWWmszvrWW1lna7PO3s46W5eQxnqksSErjY1Z39qUdfYOzjL7XbIaIXTFVqbZrSjeRnHrrNS2g+2IlzOMdci7a4PdWcDuSf1Nor+FqL/1ZQb6m2UPovlQ2H42a53QtodTr4ui17nodTG6l+LYZUmN50Yjku6BRp/dOi7ZCsk2SNRK5Wh7s29HZFG8h6hVxMzVwkbxdUS19iNEebUeLepg9WdyXJZPkJ8uZsXX7u9IIyKZaWIsHamJcn6V32K6eAqH7iPH+Bm6rq8Y5JPu5QconSoiPb4+f0e+mm+gdArQUUPU85GpfBYLqPdN0VFIFPexwXwk3X8hn6wr76VyF55P2pg/yjTKfS+/5ZOX41WYTrmr45yPpPJ8FK7BqvldaZBHsCe+K1Gq3k9PqXfnY/hin1y9vV7jTXgvPtUnV++219WTnbwF99UP3vStq6d/eEXe2UfU0xQBruPIw2v4mHp/foBdUAfRoj6mnsngPNknU++BFTykdg8SpOo9opzn8cnUW0sFO8GtuFT1sr726v/19XBBvTmfXYNyUntg99ptSLPnwQrk/fG1ckEjs2bWqqUBfZe5S5aBcBHChVl7B//qrkN1pqE+1GjMm/VL5SlgNREOj6+rqvO6f7cuuhx6eEVcd3OqIbUftJ9fwI6V2h3rjvSws8rX8U9IfhD7aHelc0T/zD0rfllUTJCPFekkX4p9tLvSvqIB9qwE3yGsBHlrNbLVjpUwEqQ1RN7MHSs+mZ9IkKepb3H1nOOxBKnHb5CkHEbbmrty9jv/OnOfiq9OkJ5TY4iHMNpGJ8gPYN9JvVFwZIJ0E1dvdz6C/tkiQT6Pq963K/6U5R3py0iRLAM7wgskyPtjD4pGHc+XIG1L1o8z8gPpiusJ8loYT6quryZIi3PV8k3obDj7MEGezFXLqrreF5eq3om9D7seta+GPiXRg/BuR7UC8S/t7QrqMV3srvRtZUUEjahelMMw8m0D9ggaP0EaP6Moxdlke0P2XLK3SfZC6tsGjZnFNOqWkgW17E1kycLxcdEw3tOTcFfqafWA3Zt6IaOxOZDuR1kiYS+jHqrZ68hiBnHfs9ndHajMkdML4dI7a/sUrkXYHeFiqh+NFaBD1eUgpv6pGvOwG981Pmam/Zf3ywVs3Wi6frOtdlEFXfHP0qtJ6TWgOZSJ9Cykp57aSGV33m2s222xA6Jjx6QtdF263ZZl7pNcJb08mK+lI3Ond3pcfoLkHdVzV/yUT76XNH89fiBuKe5I1fNppfkmvtYnzSBpKl/Kp/ukY0gapPE41id9iuIrfDT6911pa4qPkJ1J90lrULyHt41bkjvSohSv5nXi4+iOlOw7m8FLxi3L9P8Ds2vVql1o7GSOAo5RoFFag6iFZtN8M4g+H0KfT0KfN+y11B/N/5bnMe48W6HCpggfQdgEYXOEtRHWQkizKO7gf7QoTva1GfX2QWwc6av97CqPWwGH+pWT3aFZuZMzLmkFSacESWtISBM7ueKSxyBpn/CddEg6JkjaQNIFV8nMX8nCShVnZZGHg3RdpOXh+hiuSXbaUlgAdxZVfd/pjFQD5CvEf0GLnD3cdRR5xnC/Dr6ZEs+/C9JSd+0iFZVqdqV76JoUxpycdF8hyqcAdI/FNK2peueA+obWQGtAakL9Ppnj98nqvbQcvx6oEdcYf4EWaYSntEsmyDTSwuXRXqlZUmqL6CilkTPfAhLtHx3KjOiY6ATmRTdEN2I+w6Pno7dZ5ptJWiRophnI5ymmxkCzBJnG0ulQc88qCVKd1cKhdk8LZclJN0XbRdtRzh2jnaCb/vM7ORA9F78TZb+Kx9N5HXdSHneSmiWj1KLtox3+ZJr0bYc7Iq6BS8JmZaaU8YcUxkVfjqeQHbl0dgL/aS6ZOqM4xVVwqFRnxqUpVDOF4kem/I91cuceBc2ukqObou9EN0ffjW6Jbo1ui26P7ojujO6K7o7uib4X3Rt9P7ov+kH0w+hH0f1R9a4SDffDcD8G7seLp9M/+nR0QHRgdFD0mejg6LPRIdGh9K0XomOjL1IJX4q+HH0lOj46Adeoe9gUxbtLVH/0tntbvW3qTr1V3irGvF3ebnWnfB370unj9HX6Of2dp50BzkBnkPOMM9jZ5LzjbHbedbY4W51tznZnh7PT2eXsdvY47zl7nfedfc4HzofOR85+V3N1N+AGXemG3CTXcE3XcsNuxM3m2m7UdVzX9dx8bn63gFvQLeQWdtPcIm5Rt5hb3C3hlnRLuaXd2m4dt65bz63vNnAbuo3ch93G7iNuE7ep28xt7rZwW7qPuoPdZ90h7lD3OXeYO9wd4Y50R7mj3WnudPcv7gz3dTfDXeIudZe5y93d7h73PXev+767z/3A/dD9xr3ofutecr9zL7vfu1fcH9wfPeFpnu4FvKBX06vl1fbqeHW9el59r4HX0GvkPew19h7xmnhNvWZec6+F19J71Ev3+nr9vP7e094Ab6A3yHveG+O94I31FngLvUXeG95ib4m31FvmLfc2epu8d7zN3g5vp7eHPju8g96X3iHvsHfEO+od8457J7yT3invK+9r77R3xjvrnYvljOWKpcbuieWO3RvLE7svljd2fyxfLH+sQKxgrFCscCwtVjRWIlYy9mCsPLVhDqeb8xRpnWcd6iHOX50T7F435t7PSrll3FqsmtvK7cSauc+741g7d6Y7h3VxV7hr2RPuR+7nrI/7k3uNPetJLycb7rXyWrHJXhuvE5viPeMNYRnei96rbI63wlvNlnjvelvYCuo529kq9JfV3nveF2yNd967xnbGisSKsE9jxWLF2WexUrHS7AvqTUXZFGehs8h5w1nsLHGWOsuc5c4KZ6WzylntvOmscd5y1jpvO+uc9c4GZ6Pzg/Oj85Pzs/OLc9W55lx3fnVuOL85vzs3nVvObZe53BVub/cpt4/b1+3n9nefdge4A91B7jPuq+4k9zV3sjvFneoudBe5b7iL3XfdLe5Wd5u73d3h7nR3uSfdU+5X7tfuafeMe9Y95553L7g33VvubZquca+EV9Ir5ZX2ynhlvQe8ct6DXnmvglfRq+RV9h7yqnhVvWpeda+G95jXw+vpPen18np7T3l9vBHeSG+UN9p73cvwZnqzvNneHG+uN8+b773trfPWextiSTEjZsasWDgWiWWL2bFozIm5MS8WiyXHssdSYjliD8TUe6tstB9D+8XQZgXRZqXRZuXRZpXRZrXQZo3RZs3RZk+gzbqjzfqgzZ5Gmz2HthmJ9ngtc00kpYOyGd7b8daZ6LzqTHJecyY7U5ypzjRnuvMXZ4bzupPhzHRmObOdOc5cZ54z31ngnHROOV85XzunnTPOWeecc9654HzjXHS+dS453zmXne+dK25nt4vb1e3mPu4+4XZ3e7g93SfdXu5L7svuK+54d4I70Z3rznPnuwvc/8fed8BZUWTrn+47d/IUc7u7qmtmYJgZchpyzkFARXIWEMkgkgRkFRDDM/B2zYsKKAoCSlCSgCCKYX2uATGRRBQDJiSDgIR36rs9wyWuuvv87f/9H/3jdN+a6gqnzjn1ndPV1cvdFe4L7kp3lbvafdFd437ibnI3u1vcre4291N3u/uZu8M96h5zj7u/uCe8LK+oV8zL9op7OV6ul+eV8Ep6pbzSXhmvrFfOK+9V8Cp6lbx8r7vXz+vvDfAGeoO8wd4Q72ZvojfJm+zd7z3gPeg95D3s/dWb5j3iPeo97y2RE71l3lHvmHfc+8U74Z30TnmnJUlL2jIk42RYxssEmSiryxp/0OiwXdZ99bW6H2aQYZFhbPUnRSZT9Hsktu6vB2C2Ghq5nrAjmEmJrGL7PkGOluPYyqySfzJ5OcdQvvd6zmfxvMBpPB/czTPJVJ734rgdN1KYLdbtFM/WaRUl8J0vUqKsL+vj2zrcjmipmH3M/YT7Ldxvoih90KIasbhJduT5d6TsxHSU7Mx0tH+CbP9x2YWvx5yVsytydkPO7sh5Ejl7ICf3kEdxKJ1Zr5WHeXUmZqv+3hCerYZ5IxmHcUt4rppAZ/ZcK8Alj5uWcyn9OO9QLsuSI+RIc7+p2RnN43gD32fu6op3RnJ4Pm0RxXZ6jWmFXku2HB6kvIyUV2JSXkLKupiU9Uh5NUi5UN0FbRwVtPEJTivClpvbz9a6K3kYi64Yi25sa1+l7jxf7KJr2LJWo9vY1telqbKBbEV/kW2ZV4/JwVzXXDlHLqSF/kP+dFqh1+h36CW9N6MUbYCWLwziWh6iM9FY1yz85XkgR4NIi6BtxAi1A9mhbiH2rRirXk/h0GhGrPGhm0I3UQLe3k2M9Ir0gnQNoxRIV1pkZGQUCUhpemRKZAo5kbmReeTqXro3yZgxjK65e7Kw1jgn3knmcUhljBx2KjlNKMdpxYi6RjAq0biF+RZm1KfehW8bDQ987Ohe1MZn3RD8Nl86bBNw9qmg3nrso4wKUniUjO1hXvP8wHKU5WWxJlT2KrMmmLGKx1glmBhfYcuKcMsijkNJ7A9ISmGPI5PSnGJOLucp4ZQkBYSvufVVeQ6u7tSkbKe2U4dynfpOAyrhNHIaUynuVWsq41zptKFyTlunHVVwOrIvUQl41XOAP7mc2uDJ1eylkE7X6Wyn2+v2rPMddUf0PzOQlJlsbTy2obPJ53luHmUyyllAxbw0rxnlMGLpyRLUj7VjiDrtP0jjta3jrWSdqFOsIjpNC8vl0iOW1K5Wlq8zdDErSxfXOVaOztN5Vp4upytZJXRlXdUqq6vrGlYFXVvXsSrperq+VVk30o2tqrqZbm5V15fpllZNfbnuYd7Jo4ipidvONVHY1ERJpiZKMTVRmqmJ83BNpExNpE1NlGFqomxTE+WamqiEqYlKmZqojKmJypmaqIKpiSphrGthrG1agBE3KSvozHuvs6ngbQYriKjNNhLOWKgra+TfWKNK6tdYT1pC/9KddB5r1/hx7NEp41E6RdmPy3PyePRLOaUo3qnmVKMEp5ZTi326uk49loeGTkOWhyYstanO5c4VLBVXOVdxae2dDjxT9Gc5djCeQxy24c5wRmfGIgxkKeNZCT5hMcwkxGjZ4+qr83xSkjHt3dSJMex0GoD5ZBhj17dpDGPKBXQTt/xnup2RYTVaCdz3vrxJ3kwfyFvlbPrIf8Q/Tod1qk61eugiuojVUzvasa7WvtZWL52ts60+OlfnWtfofJ1v9dXVdDXrWl1T17L66bq6rjVAN9ANrIG6iW5qDdItdAtriG6lW1tDdU99tXWd4ZUpnUeYS2fp5NJZOrl0nrO4dB5zLp3iTemUYEqnRFM6SwGXzlLApbOV5NJZFrh0Lo1Lp3RTOvMqOmKlEa0xIzaHzrx9MjOIRiIiJyeaSI3xUJivY3i2sNlHGcujW9ItHehzAmO32pTIqK0hJTGeb07JjOKvpBTG7x0o1eA3SmPsNoKKGAxP6Yzfx5HDiDuLDTHjbfIYb+eRYoxdkXyDs0mD45myK9tdE0FLYFQ7n1uwyFnE9uMx7zEe2RneDEpgrJfMMykjPUpipBdBdCbOeDQ81m3dtmx5ZnssoewjPM0zTygqp+xR2ng2GZVmBT6YZyAT0fOnz5Lfj6kkexDfYI+NFMZvfJdBbiy/jziPcMkPew8zJ6Z507hlS72l3LKj3lHmyinvFLeMjTK3zJbxlAxkY6y/xbhtOOYJG72lwK+wqTT3cxGX/4LzAnsW+51DXOMR5zhL+imXR4dt6VzSBmlTFuPrnVSM0fVXlMO4+jTlYjRKMp6uQaV4TOpRaYxJecbQPagCxqEixiGfUfQtVBl8rAI+VmUc/ThVYyT9FFU3SJpqGRxNdcDZeuBsA0bRPjUEem6mrlNjqYWapCZRWzVFTaF26jZ1G7VXd6g7qIO6U02ljupedR91Uw+oB6iHekg9Qj3VdDWDrgHPPcRfDLIxHDc7lyQwx5vxqLVwO1M6e5xduUeG+3ngfjXoXTO2JG/SAIxxppvJuXPdXOZnObcc2ezNVoHttuEVEXBeND5RHrH6PYHFisaRFR9TOHVbYeofNxfZVNf4AVwT+wGsU+wHsPV61HmUrd8Mh+XaeAJs/Z50nmQ5mO3M5hawV8fWj706EsarY7u32FlMDnt1S8g1fh15kBvFnt0q8hmDP0ya5fJxnq3MuJZi5H2CynqnvdNUkVG3RZUM6qZ8g7qpCmtSGnM5Xabz2DvSodrGY2IJYI+JJaA6j3oDuUVuoSZyu9xOTeUO+Tk1k1/Kr6mF3CV3USv5nfyBWsuf5E90pdwn91MbeVAeobbymDxGHeVJeZI6ydOKqLMKqTB1VQkqgSUjSaWwZAglqLeKKIf6KE/51FdlqkwaoLJVNg1UOSqXBqmSqjTPs2VVWbpOlVcVabiqrCrTSFVNVadRqqaqQwbNMkY9M+Z0Khjd+bFjTj8Upv6RYx5xleuzzGa6WSytxVhy49waLttst77biFLdJiz/6Sz/Lch1W7qtWd+vctsz7ujIGpEFjchmjfgbFff+y3uL0cc73kfQjk2s3Vu8razd272vEUe0nIHobz5bLfPO2dGgv88grmi8gmzzLqL1ZWF6AU78Pw3436IBUT9gUTDCzyJudd7sZSIPzPeZzizm+1POHOb1s84CHmcz0xZxnnNWMJdXGm5iPsxgv/4Bashz3jRq5E33plNTnjlmUTPgvMsw8w1m//4Ee99m/ruO578kGi5TmLPjZRGeS/7Ec0kG3QRu3i5/5hbfBeQ22BnMLbvOuY5bNpo9RtsZ54yDDEffFTOfxkvHfE1Rzyr4FX1v0Ql6uYDLyrtgL2dxHU8ZKXI1zxtpblG3KOtarluCtbKOW4d1rZ5bj6T7nruBlLvR3cjz7Ifux5RhoiRU1N3mbqNsd7trYn0n3BOsd9leNpXwcrwcnnPzvDyWrjJeGZ5zK3qVqIw3yBtE5bxJ3iSefw3PKoBnFYEQKoNPVcCnquBTDeZTItUEQmgkb5A3sIxNZOzVFD64mbkJM7d9AcwQxxi1PP826CmCvzn4m3cRFHPGR4zGzxeafHKT3MRlGLm2WKK/itYEtExAxU7MfdFVMotQ92a5me/bKj/l+z6TOznlG5b4pEvcHV3hs9jgIK71CHBQHDAHeSu9ldzf1d5qxlVrvDVAbISIhE0jLFE4/k4hcjC7nKVeesTB/zTwX4DzEXDeAeclOK/A+eLG74uMjph4hUG8FiNexrrOePYE453VzrtsC/e7NstBSbcaVXGvd2+jxu597D90YWS2gK5lZPYaDWVk9hWNdr9xv6Hx7rfuT3Sju9fdS5NN5JtucU96Ft3KWK0r3ckjO5ye45EdT8sYk91JaxGTeN1b771BbwD9/l2OkxPoPf2yfpU+OG/0/xF3ngd35rBeE/Tagl6HoNdx0OsUaHEatFgw5ktiGTLa6kBbJbRVAfP9v8idaAymdRDFCGIUiGwQLTExCubNKpbRfu6NrPv3uA+znj7GM0Vt5kQG66Dpdwcg9suMHsFSRf1I4y86cg7Lb6Y/w38Fz83PlvCl5j7o3K+5Lwd+duwIRlu5DNGtLI+RsXxRvkxl5dvyfazcu5TeJ0TjdOBjMvNxPGN7w8Em4Fpr3/VLUxtwrWDHArP6syCyZ1YENAgs6nJgqS14bl8+Ji1EPAZWPrynglSu10vz8oOW5sk35N+prDrtO5Svt+vtjN5P6pPUPMPP8BH9u1QP0oP4CzeVbbPB+pIRU3G2zQbxZ7g1GTdlug3chmybDW7KBm7KdTszVsoDViohO3JfS8q5ci7P9vPlfKrkH/APclvWcL+r/KFYJ7Ew7liCe2NscgnMmK3QxqGIKY7293PrbkJMcVLMqIwJRmVKzKisCNZDDYoZlRUYFbNGr2PMqKwwUs5ywPLjXc7S4GHs8/QOvYNq6dP6NNXO4H9U5x+Mh48oF8m3eEyF/Fh+Quk++SypfsgPcalhP0zST/KTSflpPOLa93xJ2T7/oxwe8AzK9Yv52ZTn53L9Jf32fgcq73fyO1FFv4vfhcemh9+T8v3efj+q4g/wB1Itf7A/mOr4Q/2hVNe/3h9B9fzR/njspPHHjVwpnluMhVjOtqu8+4n7HdVzj7KNagt+dPdu9m6jQYw0n6IR3vPeMpriHWXLcQfwzTw5SU6mBXKZXE2L5Hr5Ki0H/16QH6tTtMrwz/rS8M/62vDP+sbwz9pl+Gd9Z/hn7TH8s/YZ/ln7Df+sA4Z/1iHDP+u44Z91wvDPOmn4Z50y/OPBYv7Z8YZ/dqLhn51k+GcnG/7Zqf4s/wvb8Y/5x+3OkKMJkK2pgcS8UGgDxsek2HQEe00MiE2zrrAM3mwfkxayatl52DOiQWxO+3goDhGngjSLbP2sNnjNgj7SeX67iTtdBBUyhtNBBCAMexDvlnHLUALiAImIAyQhmpCMaEIm7EEFoKCKsMgNZGfZmdF5d9mdrpK3yjmM0Y2dGA07MQbxyhu4BUnRJ72stz6XlcV+WxpboRzWgI6yE2tHF9mFZX+GP5Nl32ivz31ZR5m/IZrxDqIZ8YURtrHcRzOjhuUQOZQS5XA5nJL9x/0nENnKYcS0lTn0NfsccexzfMv5fpS7KUHukQcoSR6Wx0moMPsWHvsWiSRVqkojXxVRLmUopbIoW5VmH6Ik+xDlqJSqpPKpjKqialA5VZuxeL6aqWZRFbVALaAaapFaTDXVUrWMaqsVajXVVWvVemqk3lHvUAv1ntpAl6kP1UfUSn2ittLlarvaSW3VbrWb/Zs9ai91UQfVIeqmjqjj7OWcZJk3z7HKsN/3EPd1Gnt8Yfh38aw/9/Pc8aD3ICWap4WUxJ7aMcYmJ72TlMrW8VlKkz9z3zz0TaNvGehbFvpWDH3LQ9/Kom/l0LcK6Fsl9K2aqq8ac6+aqWbckzaqDdVT7VQ7qq86qA7UQHVV3aih6qF6UGPVW/WmJmod97YpensZetsSvW2N3l6B3rZDb7ugt13R2+7obU/09ho8MRtoYtJGliC1BKm1ILU2pDYEqY2D1Ia5r3MoHrKYAFlMLPTkCr69vBI+wXJGyqSv0dfg658XQoVOgHaIVkHCYMdgqcrDRjWAjeojNzFv+rFNeIX+BtRucBv5R/2jWLNnSirJ6S0ZqZyZh0z0LrqacDX/LRxFUUBOEsgpG8ipstJcdtUYnHW9wVnIl4N85ZCvHmozdj0cxVmIwDuYjbLQs4roWT48GoPVCFhN4b68oAXvBi0oj5Kro+QWaEHLwohjg0Jk/GLAk9ngyaPcqqPsB2TDD6jMPPGpKnhyw6/qnwX8W4DezLrezoW/DPduotkxT0684D/Rml9VemIUzQFXJwPTZQDTNWUpWEPtgIe7qevUDOqldrDc/eVfyvFfJznRVWBmBV3LQE7XmtHiWZl9QKeH04N5ZJ62wWM16xbQNvZozWoFTrnPvR+rgqPP5gpLs+4PSnvpoqXV5/Y9wKlznHmMsj93djK/9jsH2dM3zx8Fnj+mm/UP5CBy7vEsvplxpImfZ7hH3eOMIE38vDieUeYhil4CzyhL4hllKZ7jb2a/3sTMy8BSlUXkvBzP988zR5Z7y3luecF7gecWY7UqmZUNlI8nE1UQP68K77o6W+of2dP/Wf7MVjVVpVItHmHNtrWSqkR1VD3VkO2SsUhRK9SIrVAftkXXqRFshUyM/TI1VU1lK2Ti6q3YUs9km7tULWVbtEPtoCvZ/hykNuq0Ok1XMcpzqa1fxi9D7fz6fn1q77fz21EHv7/fnzrymM2iTv58fz519pf4S6iLv8pfRV39nf5O6uZ/739P3Q0+oB6wMFeD9wZHEWOn2jxjV9fm/bjo6vVk7ORjvohSVPZkT74fc21V4dUbhVcvIlc6aXk1ezQmT/T8RnB+EaM/xOsXRCYSC/P3DvL3DvL3Lsxvce5zv1i7DuUs8B6/JKI99yvLLweaOJf7OJ/lPQSd8aAzxaAz0IULaIspG6vDqBLKrnzeSopXYFf7m2c+7gjWx+QzeocyHJRRAmWURBmlzytjPcqY6t7LZdzPti/8O8p4lc5f0fHrOfQaOHRvELM1z9SM3fRgN4vBbl7aKz037vQ6pOpz53Mub6eznzX6oGtHn+P+ijKiPXoDXDFP5wlP50O/6e7ofLfCXcN3v8T4PuFX3h2Nf70JS2Y8AmIrcpTtynH3JHupp9k7yPhN7fgvjEtR4zl7VdhTc3/T3W/h7oneZL57Cnsjv5YH0RUif4cWLfuV90Q1zDwftr2VcjIih7F33SxvPivWF63jHdSx9ILxmah8RW38u5CweWzHTUSG7QDPENdjhriH5/373PuiWMdtyZiagKmLFJahgzLeM3U588CT2d4c5slcb0FMXcuCfBtMNMt5ADOHqdFyvnC+YLtxwDkAjNGPx9bUHkbt8ag9gWeUWexfzHHnMJpb7i5nn2Ctu5ZnmmPuMUp1T7mnKA2ziMAsUsTr7vWgdMwlDuYSF3OJh7lE8vyxlBTPHy9QBtYsFZUT5STKhs3NCXibzdzKYQ6HweH0wn7MC/rxPufT/yb9WB70IxMjXaVwpC3sBJlLrakn3cG48RmWoN2WMG+DWJ2tQdYEa6o103rOWm99aH1tHbET7Uy7ot3Ibm/3s4fb4+0p9oP20/ZztsGaZu3Xe1x6cb3XSFPsOjfNFsq9TLM2uV00y5L3tN6AnPuQM3rvRqTsj0n5ACkHkFL4DTD9Osp6C2V9iBwHz8nxBnL8HTk+Qo5D5+T4G3K8jRwfI8fhc3K8iRzvIMcnyHEkpmWbkPJzTMpmpByNSdmClGMxKVuRcjwmZRtSfolJ+RQpJ2JStiPlZEzKDqScjkn5yaRkpMSk7EFKakzKF0ixYlK+REooJuVrpIRjUr5BSnxMyi6kJMSkfI+UxDMpGcnmOqO0SWcZi9PfFl79UHi1G1fREnaiBDumzK+QEocUzh1T1meFV98FJWT9m2hZrLWYSNnAeMUDm3Hut3A3Ir5i1icaDzRZT9OPstc4XU+nkH5CP8m9m61nU4JeqBdSol6sF1OSfl4/zzmX6qWUolfoFcylVXo1pZ1n1T8wes1aaCI5KzLKFr5V82RQ94eYiaZZ5te9MWkhuo2P3fz7psLUPyLea9q53Uj4Hxg9TEDElxDxLYKIb3W0sgsivr0RMxqEiG/B+lsT8e0b+IojYqJoH4GbP2CFXfmYtBBtok34/ocqTOWZA/FdQnzXQnz3Hz0p/P81vlvkovFdE9ntDq+3LyK7Y+D7jofv+ygiuzMR2X0Ckd257A2fovkmtmptRGzVKdTGzGBkPoYMfqZP4XyXvgdjar5ocCbW+gnuMu8394tJsS1t9aEzkdZo2gTsn9sgJi1kDbA3WLXozMrsT+hCkdZUvZc1l/R+ngktfdDMbfowz04h/TPPN3H6GM8oYf0Lzxnx+iS3NyHDYruZlBFmq52SkcBWmK0vzwTmS9DeHxalnc0e7X7/CI1C3NR83TzlovFZE0dzYAtc2IKzorT+Cf8EZfqn/FPYpfx/JlZb859fKwgLH0HM10HMVyHm6yPmm4GYbxZivjmIi5ZGXLQM4qLlEBetgLhoFcRFayEuWhtx0bqIi9ZXtVU9aqKaqKbUQjVXzaml6qQ6USvVRXWh1qq76k6Xqz6qD12h+qq+dKXqpwZRGzVUDaMOiBR3QqS4GyLF3REp7olIcS9Eiq9F7HQwYqdDEDsdhtjpcMRORyN2eiNipxMQO70JsdOJiJ2adyxL/+ZIsYkRp4EXEfDCAS888EKBF1ngRS54kQdelAQvSiNGXAEx4kqIEVdDjLg6IjI1ECOuiRhxLURn6iBGXBcx4nroZyP0szH62RT9bI5+tkY/26Kf7dDPDuhnJ/SzO/S9LSPkIYHGbsLzkjvM+6p219i0cHz4YU5rdlbac/HlOS2/MM2mHhdYDWFWAMRhBUAYKwAS4HcnmjeL2LJ+63zHmrTb+Ykt615nL9vE/eyPp5u3wtjKHnOOk2veCOMZ2XIt8t0B7gDS7kh3JFbHbGbN3enupCxId1FIdzGsJ832ZnmzqDgkPQcR61zIeynIe2nIexnIe1msPKiENQf5WG1aGatNq8Da1oQe1JWvsp2tJ1+Xr1N96EQD6EQT6ERT6ERz6MRl0IkrIAftIQcdIAedIAddIAc9IQd9IQfXQg76Qw4GQieGQSdGQCdGQSdGQyfGQCdugE6MhU6Mg06MZ524jm5Wo9UYmqzGqrE0BSthb1V3qjvpNnWPuoduV/ep++gOrIf9D6yHvVNNZx36T+jQA9ChB6FDD0OHpkGHZkC2noJszYZsPQ3ZmgfZWgjZWgrZWgbZWgHZWgnZWovY7Dpgwx3Gzul97AuRPs7egaVPGPyvT2cw1sgIMQYOZ8QzAk/ISMpIwr4iZ61FxqriFKxESsVKJIEYaBGsHk7HaEewxs7BumGJuKePkczASGZG15AozbzPBe9Lgfelwfuy4H156GBlrC2uirXF9RH3bIC1xQ3B0UZYW9wYMdAW4GVL8LIV1ha3UTsKn0F1BFc6gStdwJVu4EovX/ua+vhLmDfmCU2rX6MvkO1EyHYSepsM2U6BbKdCqtMg1QJSXQRSnQ6plpBqBV744IWGVBeDVOdCkvMgyaUhyWUgyeUgyRUgyVUgybUgybUhyXUhyfUhyU3AzZbgZitw83Jw80pIcntIcmdIcldIcjdIcndIcg9Ick9I8tWQ5F6Q5GshyQMgyYPA98GQ5CGQ5KGQ5GHg/nXg/nBI8mhI8o2Q5AmQ5JsgyRMhybdCku+CJN8NSZ4KSf4zJPkBjNkjGLNHMWbTMWYzMWZPYbTmGJx6/pzAqG0Hz+FH3RMsg1lePntJ/bwhVJ4R3GSqihmjJmaMWpgxamPGqIsZox7sfX3Y+yaw901h75vB3jeHvW8Be98S9r4VVrO0Znx3jHr9ZuTgXWA+6+f1Z+ka7A1muTLalQztSkWr09BqgVYXQasjaLWDVrtotUarM9DqTLQ6C60uilZno9XGe024GEoDxooDxgoDI8XDE4kr+LI5RfdJiKYV7PsQnW02Gw/QrW6o/BFxN6w+9a7GM6uLvG+G95Y66kSdR910Od2AxuhG+mq6sxAtF7xXtMVgLTxnJ9nVvL2o1+q1jE3X6XWMTV/RrzA2fZXxbAIVrHf+da3eijbejLsO4PoW9MM8p7vUW3LENZmSmzFtzTO28cR6BnUkBDUUxYrrgh5sQx2fow7zXpyFPlrs/0WfXBi66nfyioWOBrHnMIYm0GT+fwdNpftpGs2k2TG/nsF64CVBK120rQm1pDb8vyNjjz4sl8NoVMyv8fz3aOvNN+ottQ68uR5tvT2mDz3RtyFneuJitxLnizMc9cx3GmxYpN/bR1HYrj5o53juax/0bhT3zzyDpiBfwbjX4vExo9OVr3qxD9WaCnDVdrTyHkQtvjy3J+5ytHhoYYujY2Pom/h7v4AD//xoMUJADx7kq+gXK6JXCzh1Cdey8rzRasLjZfjQl6+ipUSvJnDq5KB3n/0zvWPtOTOO/2xPLTIrsktSwfPv9KCFO9AelC7NjlWafZ3Rcoy8QY6V4+R4eaOcgLepQ3hvm7zbvTvZLpl3pBMp+j62ecfVvI9t3njF94mt/dYR65fgO48RW9lZdgm7XOjycP/wwPDg8NDwDeFx4RtFrighSokyopyoICqJyqKqqCFqiTqinmggGokmoploIVqLPmKAGCSGiOvFSDFajBM3ij+JW8St4j/E3WKq+Iu4TzwoHhbTxKNiupgpnhBPitniaTFPPCMWiEXiObFULBcviFXiRbFWvCxeFa+Lv4n/En8X74j3xPviA/GR+ERsFlvFp+Jz8ZPYJw6IQ+II9+Naa5/FqMw6bB0myzpuHWfP/rR1mkJ22A5TnJ1ip1DYTrfTKd5mWEEJdqadSYl2np1HSXZZuywlh1qHWlNKuF+4H6WGB4QHUFp4UHgQifCQ8BAqEh4THkPp4bHhsRQJjw+PJ0fkiBxyRZ7II0+UFCVJitKiNClRVpQlX5QX5UmLiqIiZYh8kU+ZooqoQlmiuqhORUVNUZOKidqiNmWLuqIuFRf1RX3KEQ1FQ8oVjUVjyhNNRVMqIZqL5lRStBKtqJToLXpTadFf9KcyYqAYSGXFYDGYyonhYjiVFyPECKogRolRVFGMFWOpkhgvxlO+mCAmUGUxWUymKmKKmEJVxR3iDqom7hJ3UXVxj7iHaog/iz9TTXGvuJdqiQfEA1RbPCQeojrir+KvVFc8Ih6heuIx8RjVFzPEDGogHhePU0MxS8yiRuIp8RQ1FnPEHGoi5oq51FTMF/OpmXhWPEvNxUKxkFqIxWIxXSaWiCXUUiwTy6iVWCFWUGuxUqyky8VqsZquEGvEGrpSrBPrqI1YL9bTVeI18Rq1FW+IN6ideFO8Se3FW+It6iDeFm9TR/GueJc6iQ1iA3UWG8VG6iI+FB9SV/Gx+Ji6iU1iE3UXW8QW6iG2iW3UU+wQO+hqsVvspl5ir9hLvcV+sZ/6iIPiIF0jDovDZHYoTKewNSjsil/iTyU2Ns/S8BVFsgZarN9xq+JWma89xp+kkPnmOZ6lsVZZw+KNZbStofGfEnasiDPPZ62Qea8+k5LjvDgZp+L8OB2XEZcZlxVXNM58186Ky44rE40qs7fa0DbRqejXmKMpV9rDqeBrxrZ1iH62q9g17TqcozmntbM72F3tHnYve4A9zB6V3D15Ev/9gkfyQ2cfXMrZR53zj+RVZx9c64WP5uccLbltZx/tzj+S9519cF8ucqTcffbBfT776HGhI2Xx2Qdz6eyjD44zvweccwzmY9hFjlEXOlJOnX2kpp9zZJxz5J19BP2Lthcl0P99dfrCX502O/plAUVGMWRP1twzOC4WxT1Dz9EKWkPr6U16lz40eJj1of7voHV+F233e+hFvmxt9ga+11gVfM3Q/KpPBTulJhbsagrEkg37YVbHxZm91YMdqJcEVwW7w57Zg7hgX+toGYMo1TwJLkSDsVy200umma9vlQPNB60JWgu0Nmgd0Lqg9UAbgnYCvdrQ3/gdxfGMToO98grRdyz2/ufa1Rz0ivPa+Lt3rIzLxve0/tGXk8dYE6zJ1h3WVOt+a5o105ptPWM9Z771Z6233jRfA7S2WDvM1wIZ3RyxTti2nWiL6NcH7dJ2RbsaS1kjtgRXsAXoyjasnz3EHhH9/qF9J76P+Kj9hP20vcBeYq+0X7Jfs9+yN9gf29vsL+xd9m77gH3UPhWKCyWH0kMqVDSUFyobyg/VCNULNQm1DLUJdQx1D/UJDQgNC40KjQ9NDN0Wujt0b+jh0PTQk6F5oUWhZaHVoZdDb4TeDm0MbQptD30Z+i60J3QodDyO4uLjUuOcOE12OCmtCsbH0FKgpUHLgJYFLQdaHrQCaEXQSqD5oJVBq4BWBa0GWh20BmhN0FqgtUHrgNYFrQdaH7QBaEPQRqCNQZuANgVtBtoctAXoZaAtQVuBtga9HPQK0CtB24C2Be0I2gm0C2hP0KtBe4H2Br0GtC9oP9D+oANAB4IOBh0COhR0GOhw0OtBR4KOAh0NegPoONDxoDeCTgD9E+jNoJNAJ4PeAnor6G2gd4DeCXoX6N2gfwb9C+i9oPeB3g/6AOiDoA+BPgz6V9BpoNNBZ4DOBH0c9AnQWaBPgj4FOht0DujToPNA54M+A/os6ALQhaCLQBeDPgf6POgS0KWgy0CXg64AfQF0Jegq0NWgL4KuAV0L+hLoOtCXQV8BXQ/6qqH/Bru2tqScyJHIz5GjkWOR45FfIiciJyOnIqcj30a+i3wf+SHyY2R35KfInsjeyL7CtP2RA5GDQdqhyGG69A6XpobPIjsin0e+iOyMfBn5KvJ15JvIrsiGyPuRjZEPIh9GPop8HPkksimyuTBtS2RrZFuQ9mlk+yVrsKx4yjlvHhhPE/GF4HvpYZpOT9I8WkTLaDW9TG/Q27SRNtF2+pK+oz3R79uT7diRz0B3gH4O+gXoTtAvQb8C/Rr0G9BdoBtA3wfdCPoB6IegH4F+DPoJ6CbQzZe8dwvoVtBtF7n3U9A/hkPh0G7Qn0D3gO4F3Qe6H/QA6EHQQ6CHDY2MAb0BdCzoONDxoDeCTgD9E+hNoDdf8t67Qe8BnXqRe1eCrro0h7BLanTtm+1QxOywG4r0ZRoXuZbO3RH1HyAjOULfCjoadJzZEU4/CfqfoH/m9JHIMxJ5RiLPUOQZijxDTZ5zVheb55pJ0bV5Z9Vry+HaAp2EXdyexfVE0FuQsgB0MlLuBzX79Z29lxyQo/cKRfddi8GE/MuOjKbormvIFTEraaL7W9xGjbStQzpOh3W8TtRJOlmnmP2zzO5Z2tWellrpDJ2ps3RRXczsoKXNLl3ldQVdUVfSlXUVXdXsn2V2zzJ7Z5mds8y+WWbXLH25vkJfqdvoq3Rb3U631x10R91Jd9ZddFfdTXfXPf7QtS355OlUXUQ7Zt8ona1zdb6uZnaJ0nV1A7M3lG5hdoXCnlD/03tzJWIFcMGOUmUp4s/yn/Sf8mf7c/yn/bn+PH++/4z/rL/AX+gv8hf7z/nP079qvyVBcWYlGP838baL7xxkkYAMsfQ4Iym6jwZaLgcHUdLoryGFfzMlz/BnYs3HpXaxsNmvayY3yc1yi9wqt8lP5Xb5mdk/RH4hd8ov5Rz5tJwr58n58hn5rFwgF8pFcrF8Tj4vl8ilcplcLlfIF+RKuUquli/KNXKtfEmuky/LV+R6+ZX8Wn4jd8lX5bfyO/m9/ME8P5Q/yT1yr9mDRB6QB+UheVgeka9Js+b+f9f+GGY1vtlR0nxJpLTZxwI7FITk9uD8ZXD+CucL73RhvhBhfPLWbA/7si9unp/czz74M+x/r2ffewt9TfvohJVoeVaOVdGqY7Ww2lu9rCHWWArLzaZklB6WW2Out8Vcfxpz/VnM9Y6Y689jrr+Iud4Zc/1NzPWumOtvY66/i7n+Pub6h5jrH2Oud8dc/xRzvSfmem/M9b6Y6/0x1wdirg/GXB+KuT4cc32k8PpS+4hYVnusHG+P5x9D8C2aKYwB7qdHGQE8Q0t4/jffu9mIr+GY/SuPsnImWunsv+ZYZdl7rWM1sVrHSMbm4LwlOG8NztuC86fnSNBnwXlHcP48OH8RnHdeUNJC8uvg/E1w3hWcvw3O3wXn74PzD8H5x+C8Ozj/FJz3BOe9wXlfcN4fnA8E54PB+VBwPhycjwS8PrPrSmvKlT/Lo/KYPC5/kSfkSXnK7E6kLGWrkIpTYRVv1hyoJJWsUsy6AyVUEZVu9ihSrvKUVEqZXfj/lfuvcJuUVhkqU2WpoqqYylbFzd5HKk+VUP/N3reHR1FkfVf1TC4zJCGZTFfPJAFyA7nEgBiB5SZiQAgRYrjITYRwlZshXAz3CIiILLcFZBUBkY2IrPqCogLrIiIishgxKJIsxgiomFXMCwHZvMz7q9OVMNOJn/ruPt/3/fE+9fzOqdNdVV1ddapO9Uyd7mTRVDQTt8idDqKlaCVS5H9ZorVoI26Tb0ASaeIO0Y72kPx733oivase1Rfpi/Ul+mP6Uv1xfZn+hL5cf1Jfof9eX6mv0lfra/S1zP89Ic1YpP4HfZ2+Xt+gP6Vv1P+oP60/o2/Sn9U361v0rfpzunxL5s33g0xlacInd9wammEz7EaQEWyEGKFyx63RwAgzwo0Io6ERaUQZLiNa7r01hGEYHsNrxBixRpzce2s0MeKNBCPRSDKSjaZGM/2w/p5+RH9f7unVi/SP9ZP6J7Sz9+feKLKa9TAeMfKN2cYcY64xz5hvLDAWGgXGo8YiY7GxxLjFaG60MFoarYwU41Yj1WhttDFuM9oatxtpxh1GO6O90cH4ndER5X2oH9f/pp/QP/K/rtFP7go2so3+xgBjoDHIuN8YLHcFG8OM4cYDxgjjQWOkMcrIkTtkvfLLD7/tbSL57HdGJ6Oz0cXoatxpdDPuMrobdxvpRg+jp3GP0cvobWQYfYxM416jr/GYsdR43FhmPGEsN540Vhi/N1Yaq4zVxhpjrTFa7k42xhnjjQnGQ8ZEY5IxWe5ONh42co1pRp4x3ZhhzDRmeb7wMi99H+NXvl1DrhX+YKwz1hvy6yfWdx3Is08ZG40/Gk+zOu944ifZBSH3qnQWXURXcafc0yO6i7tFuugheop7RC/RW2SIPiJT3Cv6iklispgipoqHRa7cxyOmixlippglHhH5YraYI+aKeWK+WCAWin4iS9wnskV/MUAMlPtGRIF4VCwSi8US8ZhYKh4Xy8RgMUQMFcPEcOmPKh4UI8UokSNGizFirBgnxgu5J2i5eFKsEL+Xu7LEarFGrBV/EOvEerFBPCU2ij/KHaNyf5bYJJ4Vm8UWsVU8J7aJ58V28SdRKF4QO8SLYqd4Se4cEi+LV8SrcveQ2CNeE6+LveIN8aZ4S+wT+8UB8RfxtvirOCjeEYfEu+KweE8cEe+Lo+IDcUx8KI7L3UXiI1EkPpY7jESxOCU+FZ+J0+JzcUaUiFLxd3FWfCHKxJeiXHwlzonz4oL4WnwjvhUXxXeiQvxD7kASl8SPolLuQhJXRJW4Kq6Jn8R18U9RLXcjGQeNd4xDxrvGYeM944jxvnHU+MA4ZnxoHDf+ZpwwPjKKjI+Nk8YnRrFxyvjU+Mw4bXxunDFKjFLj78ZZ4wujjP16f/ydLPs39Gfd3vvlvpH98i+3Cfs1fuz/ey//P94LJ389+Y0qG557msm1Anh7eoI2vfGlx4n8rUGweGaXqwhKZcba18Q8t5vr63r9xGuv4Cr0TPDsJT4evMZTW37RrY3lf7C1anfMTlrjvc2OsBOsmJ2hVd73rArrcY07a9d5qTyNd8a6PBMr80Hym1R8Is/ls/gCvpSv5Bv4Zl6IaxV61hGdQHQm0SVEpxPdrGr4OkmziG4lmk90G9HnKNVMVdYWlWeLuqv1dPTPRAuIvkRn5qv041W6Gsmsg3nsdXXFmpIkn+Z5TPFH6ewbROfTsUUqzQTFZ3rWm96viJv1WKDi8myBOrbZ7yqr1bk1iq/3vKVquz6gFv7pftlTXvrZuukfL/mLT4blVzzZvyv8fsPTonM8k6Qfndkq0fK3JylNquXm0alEHyK6lOhaoovkW0uohCmqhCmUc4oqYYoqYQqVMIVKmEIlTKESpsgSLB76cm+fE3obj5Vcit8/dwOkP7LsNdD1ROV1n1DXfcKzEXQVnV9F51fR+VXq/CoPfcEpwI///9Fvc/+XRtwa0vM1NOLW0IhbQyNuDY24NTTi1tCcIKVZRLcSzSe6jehzlGqmKmuLylPDn6WjfyZaQPQlOjNfpR+v0tVIZh3ksfHqultrS5LcHHFr1IhbQyNuDY24NRhxzwaknQnOXWsohVmPBSouzxaoY5v9rrJanatJ8yyNOFnbwJL90/3ymxfke1ATMdKy2CDa9zgBTxQz2Bx6Vvb/vTxwR8FZdo5dZJXsGrvB7dS38le/MmqpMmqpMvqNtox6q4zmjzK6mzLqyzLqqzL0kk2mV9IEoluIvkJ0N9ElRN+itGZvVCo6nuh8otOJrie6mehMoluJyitVqitV0pUq6UqVdKVKulIlXamSrlRpXqneN03INy4G13iP0+jTorfQ2N0irwmK8qOfpyPP05Hn5RHLGyekH2vNP/yBo7emF7ToPVTGHo/0ituj5oI9VPoeqfOg04nirqL3U9r9lHa/Sruf0u6ntPsp7X6Z1vL2Co5RGse64mnI3AF7Uw/k/yZLA+bc3bV6YI7wCyjrJ1yZR/9EsWdwdcjgUppJdCvRfKLPEt1CqWZSqhuU+wbFZO4bKvcNyn2Dct+g3Dco9w3KfUPl/onu8Ce695/o3nFE5Z+gSjfLknnozP/h7Ruc98S8bf3vqIDaoGaWk2PhADscMBIuYZa7zhkPrt0B0QzznPyKs+aOlbMr6CNEtxKdQfQZv/hWPNPHUmxVnTxbiD5B9HH5DO55HKlMPkPxZxXfrLjM2ZpKaa3iW4nOIPqMX1xeuTXFVtXJs4XoE0TllVurK7dWV26trtxaXbm1eWXLW0nqGS/uubJfQNcRlZZnIR1ZSEcWyiOWt5PU/sruftWziJlvH+H01VX5VgTN/Zq0xvp8Ome+ZaQ2B2bD1xhX/yQsR2ppm9vi6VrqvHWVIXVevl1hPNElRAuIvk70GaK7oE89PA8raQLRSUSnEjXL2EP0IaLziS6lfOM9i5n1jSTSSzeUfA6S6ZvXHczvYbu3SzskKbXMdmmBSHqdpElKWk/8YWmBiD/KrG8y4Ww1i6qznyhw1l+E1pFvb3iD6Hyii4hOIDqJ6LNE0b7y/QaIFRDdTHQr0dVE1xDFbCrLknoCPl7l/gOr/z0lAf9P6q2pDq2pvNbmf3kB7wfR0FYNPX/yFHpe8Oyo5bs8L3te9ez2Nve28Mj3tf1r7y+g/268Tma+tcDcUV7ji22+F0B+D6zmV536PehlnmWe5azGf5t+5/OGext6I71RXpc32qt7Da/HG+uN8zbxJngTvcnepuzf62/twfEIr9srUKkYbyNvY2+8N4n9Nu8+85sn9G+pPgr4zpXnHsZMb57Af7z8U45gdlele2F0MqvxoImrPTeShbhzpZXVh7hzTN8C8nwZwWq+Up6q57Do6CnuxdCXoUg5wZ0T3cNV5l4ov89SI4lb3Yt/VbpU0xuF/FMyaq+RrD/IIjzlZs7oPe6HUJ58QjkSLd9AtrjO2VT/s7UeFH519oxg0fWV5xpLd1mbt0661PrT1V7DbNVgPUcfrY/Rx+rjvLco/wjTWyKMMa2rJr+ZJHdw67BogkMHeQyX31lqwfshnsXxtIeV9lOIb+TyKXozfw3x1/kPiF/iPzIbr+SXEb/CqxC/yn8iD4N/Il7Nofncp3Fm0zTNzrgWpAUjHiK/yK410DAWtHANs5kWqUUh7tLciOuagbhHg4XVYrRYxOO0BMQTtSTEkzXcg9Zca4F4S036JbfSWiGeoqUgfqt2K+Kp2tOIP6NhhaBt0jYh/qyGGUXbbLuHcVsvW2/5xd4g2JogdxDuNygmqAfiPYPuYbagXkGjEM8JegjxiUHTEM8LegTx/KAliD8WhDkzaGnQQcTfCXoH8UOh8q8gLRQjMLSZYxLjjsmOyczmmBL+IuPhO8N3Mlv4S+HvIH4o/D3Ej0Q0YjyicQTaKuJqBMZ9Q9YQI72hFpnEeGRyZH9mixwQOQBxudfJFjkochDi90cORnxI5BDE5e4nW+SISGgQfevZFjky8knEV0SuQPz3LjztuYJdY6DHY/X70K3ZGFOa/iBGD9dHoe81fbTxT8aNasOH0StfaoVFiKcz5okuni6ISy8bm2e4Zxzi4+WM7Nkn31njvUVqj5wnmfy+h6lBGnuOPEu4n2cJJ88STp4lnDxLOHmWcPIs4eRZwsmzhJNnCbf1Ro9w8izh5FnCybOEk2cJJ88STp4lnDxLzJYMJv8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwmnXika7VjTaKeKgvSsa7Rcxd7BotGvEQftYzL0jDtrNotEOEgftadFoH4mDfiXUaGeLRntKHLS/RaOdJQ7a5aKp/SVyr4tGu0wctONFo70mDtr3otGOEwftftFo34mD9sBotPvEQTthNNqD4sA44rCxIZ4QrBTkl9Wc9GU1J31ZzUlfVnPSl9Wc9GU1pyfJ0xwp5ffVnPR9NSd9X81J31dz0vfVnPR9NSd9X81J31dz0l4aJ8bmfFxrAdZWIZ6FWCMF0crFTisXu9/KxY61zg5Q+X4WG1YxuxGXaxY71ixvMTuNaDuNZifvEHSEBY3KG5XD4kfPzpvM8sfnjZ3Edk8Ym5PHDk8eNWMqK4c9tve8KzueNb83c0g8S+vfNz2edRuYDZrJmM+H2SEElqepiocyQ76Rm+Jyn9YtKu7EE1RzFW/AYlgLuSuye7/+8Syyf3b3eKy55Tk7WalY+TYikjjWWHGslZLkP1qNkFKmMo/YsDZuzG6Vv631vh91dNNx6bXURMWiWLx853DvrKxeLDm7373xrM2A7D7x8qvoVIIdq8kE+Q1zqlk0nrlbqzNBKC1JfrudpGCmYz15G2s7Ond6Lk8lmka0I9FuRHsSzSSaPWls3lQ+mOgmovuIniZaJamWRrQj0W5EexLNJEolaFSCNoLoGKITp4zKm6TlEl1HdBfRw0RLiVZJanMSbUy0LdGeRJcRPUb0LNFKSe3BUyZNmWSPIdqMaBuiHYmmE+1LdBDREUTHEZ1KdBbRBUSXKqvx62g8eqE12httzG7Hc8gdeDJsjyed3+GJpBPrzLrgiaQ/G8AG4rnkfjyVDWFD2TA8oTyAtdWDbCQbhTLCA8oIzPGvnW0UcPa31ovTPdZHI/xo/Wkioat34pnsLtad3Y1n0h54OuvFemOF2gcj8F7WT45klSbw3G8/3qDe4/fijFy72mgcYK7DyG7wLx5rgpEbidHpwphzY2wJzBsezBExGP1xaO3GSBGPkZmIMZiM2aUZZpLmmDVaYjZIwYj/d5Tw774nO7uH9cWT+n3kp2zGfykmnxDD/8f8Pb6Cb+IHeREv45fwMBmpxWtttG5aljZSy9UKtKe1ndo+7Zj2vXbDlmJPDJoXtCJoU3BMcNfg3cFljjRHumOAY4xjhmOJY51ju+Oo47Sj2pnmnOyc51zh3Oc85jzjvOi83sDZIKZBywYdG4xokN9gWYNtDXY3ONTgZJgzLCasZVjfsBFhU8MWhK0M2xFWFm4PbxyeGr4r/ED48YiIiJ4RI7F2OBdxuaG9obthcsO0hukNBzTMb7ip4cGG5yJDI1MisyJnRG6MPBB5PLI0siKyOiosKi4qJapzVGbU8KjJUfOiVkRtitoVdSDqeFRpVEVUNVYKca4UV2dXpmu4a7JrnmuFa5Nrl+uA67ir1FXhqo4Oi46LTonuHJ0ZPTx6cvS86BXRm6J3RR+IPh5dGl0RXe0Oc8e5U9yd3Znu4e7J7nnuFe5N7l3uA+7j7lJ3hbtaD9Pj9BS9s56pD9cn6/P0FfomfZd+QD+ul+oVerUIE3EiRXQWmWK4mCzmiRVik9glDojjohQ6wNSTK0atPpg56G3TYdDNOPo1gumFJt9UafLdY/zywNZt2Bkov24PlPdmBspvdQiU95cFyJqICJQ9hwLlmO6BcjLqHOwnN43zOx/MtPZjAuXOuyE71L+w8o64lmny0L3M9L5TJXUdZJF3+cmAK5Tkm60lj2UoPkjxnMAy7tpJ8s19mmaqtYpvUnyH4maNPLApXTG3yV+yR7BxbCr9c7iUrWQb2GZWyF5me9V/VJ+ys+wC+17lflPxw4oXKX5W8YuKXzN5tKZ4pOLxirdVvJviWYqPVDxP8SWKb1S8UPG9ih9R/LTi6vrRN0zudiruobtOpN8x5X8HE1me+iVvLXuabWM76Tf7Q+wYO8nOYK0n/7e5Tv/IuXgMT+QteVvekXfnGfT9H1liquIdFe+l+GDFxyk+S/Fliq9TfJviuxU/qLhqUXe54pdMrit909VOfF21pN5G8e6Kq/rpYxTPV3yp4hsUV/qg71P8hOLnFL9schGseIziLRXvrHhWoDZ26xio0UZfksNIM1Pr0Toz1QHFVX8aJxUvU1z1q1Flco9d8QjFVe3wVGFypV+ernXHk+eM4hcUv0xpGtBvyin0r3o6/Rc9XL09Uv6yOUdx1Ype1Yve7Yq/qvjbiqvW9Kpreb9RXI2LGHt9YzZml+KqT2KOKV5KqTuxeeq//U0B/7AUs1J2jlWwy6ya23kYd/M4nsxTav9BHsCH8zF8Mp/B5/ElsJPrYCm38138NX6AH+bHeTEv5ed4Bb/MqzW7Fqa5tTgtWUvR0rTOWjrNZKhDrNK7WKV3sUrvYtUIjlUjODZH8RmKK72PfVpxdY+xSt9jixVXPRx73eRxYYo3VlxdLy5dcTXO4qYqvkhxpd9x6jpxhxRXPRGnrhOnrtNIXaeRuk4jdZ1Gajw1UrNuo4mKFyiu5tdGSgMavan4ccXV+G2kNLaxmokaq+s0TlO8p+JDFVf301jNfI1VuzVW47Wxuk7jo4qfVlzdV+NqkzdRM26TRMXV9Zr0Unx44LjtzgLHbfxBi3zSIlcE2sC7y/zOQ05PDZR7xNUdifFqlMcr6xF/0ZLn1bp5ElT9EwYoblrDIPktC6xymzPVf4lKTxNTFO+guNKfxKyfybdVcaU/iaq9E5XFSywKbIekrvXW2TKykzYrvlNxVWrS0cBe6JlDKwlTRkiq9pOBZOEnw7Ymz7LI+wLlVhmB8q0LmCPEr/ZpE5hDs7RwmloxpCmNS9sbsLrBkXZKx9sVB5be/og1ZUc1Sjt+H3gfnXIt8puB9ep0nTmC6umdzqo3O6tZpnOu4qpGnc8wR00ZskZdUgPbt0dLi0bhWC9h8kEjTL6xu1+eIMjLmSPUr4znCvxknN9eHKgRd20n2a8VuqvVTPcF9egcSiisNPmLySZ/qcjkf84w+R5P3XFwt7JMd+crvjTgqtDEfeMUr2QOh1/97i4k+RcscrrS3HRlSdPVuqTncMXV/HbPApP3Uul7qfS9lO3KUHYhQ+XvM5Q5nH616XM5UM6cR7WT/4THYL0m/+NVK6xMNWPfq1YkfdWM2lf9h9ZPrQGy4qiEOrqTpVZc96kZ9j7Vcvepmfa+1dYWfOt7k/8lkUaJ069G3WtXkpR3gLJmA1UdBiYrrlaBA5WeDlStMFCtPQaq2XqQsrL3X7DW4e2pJn83kupQ206DY/zmXykXWOS1FrnQIu+zyEUW+QLJATo3+JrJhyi9HpJSN80Q1VtDlN0ckldPGmWrh6hZcci+etIo/RnyjcmHBtdNM9SjeDvFB9STRvXAUNXLQ7fVk+Y1xdVaZOjlummGqXYZ1lzxXvWkUWNj2DzFN9WTRq0UhylNGHYpYIbiea8FyjM7Bsqz+gbKjwTacZ4/0SIfCZTnrAiU524NlOdpgfL8SIs8OVBeYKnfQkv9CgKfVvmjswLsJV90OlBenGqRlwTmX3wmUH5sZKDFHHrUz5LAAowI8xs3UrZYzJHfBMo55YHyaIs8xiKP9fhdD2FsL7JcPy+PsMgz/O5Hysst8lqL/LTfbC7lbRb5eqA8LssiF1rk6kB5fLZF3mGRbwTKEwZY5J2B8kPMb36X8mCL/Gpg+omhFnmERd4bKE8Ks8g5FvlNv/5HmBxhkSN/4fxvla3luerKfr+P1ZWFRfZY5DiL3Ngix1vkZIvc3CKnWOQ2FrmtRU6zyO0sckeL3NUid7fIPS1yhkXua5GzLfIgizzUIo+wyDkWeZxFnmCRJ1rkyRZ5qkXOtch5FnmGRZ5lkfMt8jyLLJ8/nVjdNKfvA0ZgDlzEmNZGy2ILte3aZ2yr7Vnbs6zYPsP+HDsV9EnwMm5z9neO4m85H2/A+dGwyLAe2t1hw8I2a7PDx4RP1P4SvjB8hXY4QosI1U5GXI24qn2OWbtK/rcY/Gn43npDEcKZ8HN+4aIKRfWEy3KvggrNEToipCNMpLDRGsKLIrZFvBa5QYWtfmGnDFGs3uCMyqoNy6PW1YYqM7ji6gmpCGnSW7U2bDcDnbEE92730dpwQi9DuCCDsNcXXKnCJZoby/3COgqH6g1FxvWa4HF7YmpDugoZ9YYsCoMUDwwFisp0RygU1wYz91nPJW9L7xjvZu8OGayle1+uL5ile9/0lqtw+WaQV/Fep2sVSDTKTOpYGzKTsmvDGBUmIhQkTUxui9CtaWrT9KSJoKlNDzU7esunFC43H4qQ26IZQkqL8hbXgPIWN1oebbVZhhblrQ60utjqYoo9JSLFnbIPoTi1K0JW6tDWm1R4+7aC25vd/k3a2nZpCF3be9oPbZ/fYbcKBzoc6VDcsSVCh45LO5V2CaawusshCtVd23XdpcLeLtWQd3W9RNKlO7U7ta677kzptrLbgbtSewxGOHvPhC6rzdTgl8xUvbvKdL0zMxIz2mR0zdjRpxmFrD4TKeT3WdpnE2h+n2MIZZlzMgsyz96bi7Ch70ikyup7ou+JPsdAS2UMobxvRd/r/QooFPY7TuFsvwrgbL+qLHu/KpyvyBqaVZpVft8MhLXZ8UhX2K/KPJM9p19V9rns7wdmDToyePADrgfiHmg23j5+6PjT46/X8AkpCLunRk5NzM3PXZR7MLc8tyK3app9Wttp6dPGTcudNmfasmkbpu2atnfa4Wkn83Lz1ubtyKuczqa7pveanjP9wPRPZ6TNyJmxaeagmctmvj3z8qzgWSmzes7aNevCI+mPXM+Py++ZPzI/L39T/sv5p2cnzh4+e+/s07OvzwmbI+Z0mNN9zpg5hXNOz205N33uiLkb5+6cWzq3al63eXPmHZgfPL/b/Lz5r84/Mr96QcyCCQsKF1Qs7Lgwf+HLBVk/M1fttc5HgbNNwaybQc4jBVtvBnMG+Zmxl2EdcYHjxNT0emedmpnHLwTOHQVHbgY5OxQU3wzmvCDn0MidniPGOszDZ7pewqxJczBxzLdRWZhfN0Zsi9wQXlQ7ZyJtVFXSGJk3fG/Exptzp9lKmJ3Taf41UyVGbKtpPXlUzsWU9ow8T+lVC6LcveHnMJNvQ44zVFoRarcB/AyFm9bhosUqpPvZgZuWYJusd53Zf2ed2d+p5vzlNN/TLE/lIHdEOuIba2ZC9McO1V+Ym8z5x5zfVD9iTsQMKHttTO3sWNOjmOM8GQXlMsfNPk7KLigvKEdpMtVlnMvylidl19UJzIPFfjNqPfOs/7xad05VM/cR0iZzFs2smT/lvI4juGpBhXcHjmR7stql9T0h7KYdIw6bZVzXy6BVrhrrU2NVXHHCftMCmVopbRultssUyHtIuOQZeUSmksddceFFNZrqiXHFwQK6ZH4ZN4/etKP+llTWhaymspt+ltOFEqx2cl2AdSxSltFdU3ucv25eXV6/T5Ze5klHfQJaX7aabGP0lN+IrWljcyTK1jQ1JWkM2jtD9qZsCU+W+2nq7x2yb/xGdUfvy7jXGgtbbJZaUOEpKKgwg7yC5EnZsldkzNQ0yQsqmqYmtzVhWrjktmSV/IK0cKZ1I/v4PwxkU/1C3RRkaf2Csri1oW4OaWl/WyBb/KtDrcX+mWBtKRlq7fjPBLLsvzrQauNXBmvr0BrFL9RtP1q7+AWp92ZP/7ZQt+Rfrt2vC2Y7y7VLxLYuwRmJXarDz8hVD4XVdCRYrnRIWp2RKNdA6hwCVlAd5KrJPCrnfhmTgVZHg2llJddQl7peovURVkeIHeqymlYnBbWrGBkK+xX0Le1XIFcwJBWqdY4ZL8QqqFwekSsama+vCrTimUFrI6Sls4WSel9G6kK5msJs0axvKa278lXIoiPN5KqLpKy+pXJeUucQsHJrg7WaXKHJfEsphkDrtFxazyEtrdRq12t9su7UqEWqZVvcN8NsiS7BdD+osVnTPseobHmlpVQWlRs4Euv2qL8e3PKpKbFgftB3xnav74BtIGtoG8zCbHm+H21vs/ZMw5kiSOcpVmEb6DvHOOhVpoF+YBvsK2IN2Eu+anbYV81Hsmg+imXzHOblo1kCH8Oi+CQWhZRpSHmnbbLvr4yjnK+YHWnDkDYKacOQ1knlnUeq75mDj2BxOJ+E8wNxvhHOJ6GspigrAbmfQX3OsgaI7UZ9o2zzUI/5vjdQ3462r3xP2c6xNrbzrK3ta9bK9q3vY9tF6SOE0otQejmzI6bZBt/4J2qzDiW9y/JZQ5bBIoGOrAXrBIzxfczGAuOA6b6v2QzfZTYTmAU8AuQDs1kYm+M7yeYC84D5wAJgMfIvAR4DlgKPA8uAJ4DlwJPACuAt1p3tA64hfgPwsRacARzIYp34fUA20B8YADzE+vEjrAnu+CHbINbZNoyF2h4EJrNltoWsse1RFm9bzBrbt/hO2rcCzwEnWQv7J0AxcAr4FPgMOA18DpwBSoBS4O+sRVCk7+OgMt/JoO9YWFAF4v8ALvlOBgexjOAW4LezFsHtwCf7Pg6eAkwFHgZm+r4OngWgbYLRNsFom+A5ANom+BXWKfhV4A3gKusU0pI1CWkFPMhahIwEcoBpQB4wGygAHgXQRiGrgTXAFuA51j3kJfB/AN8Dl4AfgUrgKoA2DB0NjAHGAjNZEwdjnRxu+a4o6MoF6LWTYt+i168yHVq7B1q7B9rWDNp2F7RtEbStP7QtB9rWG9rWDam3Q19SbYN8K233++ZAg+6A3qxHCSNtb/sKbV9Bz84zm+0CdPBbNoz07BxSlWKZWTMqRrDWfuX3QvmzUH4PlN8eqYei7HUo+w3kuh1lb0DZz6C8AyhvEItAKT+glB9QSiRKuQWlTEUprVFKa5TSCqXcglqeRUnNUdIYlNIWJeygO/0AsVeYB2X8FWX8FWU05w/69qGc1ijnQZSThnL6o5w7+UO+j1BWa77R9yZy7kd5dpQ3CzUbhzKjUbPFKO1JW7nvMmp3zPYNRuu37FbbRTVio1BqS5T6EEptj1J7oNRklNgcpX2CnJ9g5N2LuxzIGqgZ5r8wk8iZ5Y9ssa+CLQEeA5YCjwPLgCeA5cCTwArgmO8a+xA4DvwNOAF8BBQBHwMngU+AYuAUcBr4u8/HzgJfAGXAl0A58JXvQ3YOOA9U+krYf2KcXwauAFXAVeAaZrefcP468E+gGvgv4Abq4vNVcAZwmhW/sg2Fhg33/WAbAT7S94P9pK/C/glQDJwCPgU+A04DnwNngBKgFPg78I3vmv1b4CLwHVAB/AP4HvgBuAT8CFQC/wlcBlAX+w3A5/swyOX7MKSb71pIDyAD6AP09X0dMgB8IDAU54cBI4AHfRUhI4EcYBLOTQPPA2Yg/giQD8yGPA+8APxRYCnijwPoh5BV4KvB1wB/QHwdsB7YADyF8rfg+DbEtyP+EuKvIL4fQB+FoI9C0Ech6KOQEp8vpBRAH4Wgj0LQRyFlyPMlUA6gj0K+9ZWEXAS+w71UAP/wFYV8D/yAc5dQ9o9AJXAZMvoupAr8KmT0UehoYAwwFv2lsZXMTZbLxlZCdwdCh6X1CoL0Z0gZkHpDyw/bPmKtGMfRKpYOzSyBZpZAM0ugmSXQzBJoZgk0swSaWQLNLIFmliD119C0a9C0a9C0a9C0a9C0a9C0a9CiCmhMFTSmChpTBY2pwvUO4noltgdYkG0UkAMNGu37ClpTAq0pgdaUQGtKoDUl0JoSaE0JtKYEWlMCrSmB1pRAa0rQk1XoySr0ZBV6sQS9WIKeq0KvlaDXStBbVeipKvRUCXqlBL1Rgla/hla/hla/hla/hla/hlatQKtWoEWr0KJVaNEqtGIJWrEKrViCVixBK5bQiD3DQtCWd2Ekh8L2/gW293VbEWztx7BCsDbUvhdxhx/jDr+k9p0HyQMpDu27CCV8xgbDTibATibATibATibATibATibATibATibATibATibgSu1gK5NhK5MxZosxZosxZosxZr/EmL2CMXsFY/YKxuwVjNkrsKcujNnzGLPnMWbPY8yex5hFf7M+sJtpGKdfYpx+gXH6JcbpF7Yc1sw2GpjMlsCONoEdbQI7GgvbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmYCxeB5j8TzG4nmMxWKMvSsYc8UYc8UYc+dh4xJg4xJg3xJg3xJg1xIwVs7DtiXAtiVjrJyHfUuA/hdD/4uh/8XQ/2Lo/5fQ/y+h/1eg/1dg/1ywfy7o/3nofDF0/gp0/jxsYALsXwLsXwLsX4LUd18l2roS67OVvsfQA70wn3+J+XwmeqIXeuJPOLsC2t7DdhIrqWLfDdsplkO9V4LUZ5DqNCzmSt8CSDnIexJ5P8HRbsi7EnnfR94M5C1GviEsWI2j+5HyFFIWI2UGra+kzrxAJY3F+Ttx/gTOf4rznVDSEzj7KkrqjpKOoaQ2lP5zWieeJVrFnLwha8KHApOBKcDDQC4wDcgDZgDLYemj+EEWjqssQun5KOcDWhttZYZtP7vD9g76v5wlwWr3xyrRBcsdg1Viku0bzAzfogYXcew7dgfseZ7vHeQQWFMmSpuO/JNZb1iwodD5Yay3bQStvnqzCNQsFjWLRc1iUbNY1CwWNYtFzWJRs1jULBY1i0VON3JORU43ck6lnOHIGY6c4cgZjpzhyBmOnOHIGY6c4cgZjpzNkPM25GyGnLdRzjDkDEPOMOQMQ84w5AxDzjDkDEPOMOQMUznTVM403Mkw1hKxltTGe2iNcBWtVYIWzgLuA7KB/sAA5sTazYm1mxNrNyfWbk6H9Hqxo4WjkSdLrTQOUx99yYp5c185bwG0BFoBKcCtQCrQGmgD3Aa0BW4H0oA7gHZAe6AD8DugI9AJ6Ax0AboCdwLdgLuA7sDdQDrQA+gJ3AP0AnoDGUAfIBO4F+gL9AOeBp4BNgGbgS3AVuA5YBvwPLAd+BNQCLwA7ABeBHYCLwG7gD8DLwOvAK8C/wHsBvYArwGvY7V2EPwd3xl+CHgXOAy8BxzB8fd9p/hR4APgGPAhcNx3gf8NOAF8hBXEUDytjPAV2d/DSuII8D5wFPgAOAZ8CBwH/uY7ZT8BfOQ7FRTlKw9yAzogAAPwAF5fefAq4I8A2iB4s+9CcKHvh+AXgB3Ai8BO4DUcfxccq83g9xAv8p0K/gTpTyNe5SsPaQQ0BpoA8UCC74eQRCAJSAaaAs18p0JuAZr7zoS0AKALIdCFEPR7SFvIt+NcJ9+FkM7g2b4fQjVfeagNsANBQDAQAoQCDsAJNADCgHAgAmgIRAK431AXEA3gvkNx36G471DcdyjuOxT3HRoDxAJxAOofivqHov6hqH9oApAIJAHJQFOgGerU1nch9Hbgd75ToR2BTjjWDegJ3AM8iHQ54ONwbjzSTQAeAiYCM3FuPrAAWAgUAKtw/HmkfwHpd/jOhL4IeSdQiWNXfOUODuBeHdG+Uw7ch0P3XXDEQ4fmcrQOR+twtA5H63C0DkfrcLQORw6O1uFoHY6W4ZG+r3kU4AKiATegAwIwAA/gBWL+m5d7j4+zrvY9/nQmTdJkQrmW+6XcBBSQuwJe0G1FkSruDRtxq9lHQFOoIlAKrenFIIiA5U4RKiBVA9hWGwsCNhQotk1JSdrm0rQ0adMhyXSSJmlmMm3B33lPduWg55zXOf+c88fHZy7PzLPW97vW+v2eIdWe9SgcjWMwHsfiOByPE3AiPoKT3GWfjFPwUXwMp+I0nI6P4wycibNwNs7BuTgPn8AncT4uwIX4FD6Nz+CzuAifw+fxL/gCJuCLuBhfwpdxCb6CSzERX8XXwrZRl+Hr+Ff8Gy4X9xX4d1yJb6Ay9I6agZmYhdn4CapwO36KO3Anfgb3G6PuC8Oj7scDeBAP4WE8gkfxSzPycTyBX+FJPIWn8Ws8g/n4DX4LK+CoajyL5/A8fo8FWAizdpRZO+qPWIwa/AnLzPLX8DrewHK8iRVYiVWow2r88xS5PPynKX2ldWCsyX+hdWCs6X+hqd1YYOIVmHgFJl6BiVdg4hWYeAUmXoGJV2DiFZh4BSZegYlXsNA9yiL8AX/EYtTgT1iCP4fegpfwMl7BX7AUtXgVy/AaXscbWI76KFGwBm9HidH7RSWjD4xKRx+EcTgYh+DQqLTwntBbeG9IF87x+BGP54auwsesSTwYmWZPeU8uhb/xnpgLxVwo5kJTunBR2Fb4Byz2Xg3yU+4F57/otZe8/zJe8fwvEGehOEem3wrP67y32vEtr9VjDd5GQ5QoXOfa7u0K3dsVNnutJQyPTMo2sbmfK+zyWfcshWmP7a4L7a4Ld8A9S6F7lkL3LIU7MYQMsnIbDtuK9gm9RWOxL/bDIWG46FAchsNxBI6MSoqOwtE4BidGiaKP4CScjDO8dqbjWbDKFlld/2vqRoniWFRaHEcBRqMQRSjGGJSgFAmUYR+Mxb7YD/vjABwYlRQfhHE4GIfgUByGw3EExFkszmJxFouzeDyOxXE4HifgI6G3+KPu0T6GU3Ga53YKxWd4/PdJfLbH5+I8fAKflMf5+IrHl8J9bvFXfe5rYXnxZfg6vhGGi78jzmud989T2v1usfvd4qmoFMMMzMQs59/l2vp/ZGo/4jjX9z6GX+Jx/M73VePvU/x5r/GwOOOze8LwmChsGzPKXqk4pMfQc0yJ435ePyBKjEx2K9SYg712CA6FeTzmiPzvkvlO37uvqtShTSN7tNc/eP0HXr9t5HeU/H6rLxoduzj8R/zS8IbdaUn+ty3v9UYfi308pGJn4zx8BheHxtiXwurYJbjUrvzysNnuYpPdxaaSK8PqkqtwZ0iV/Ax34ee4G/fgXriXK5mD+3A/HsCDeAgP4xE8irl4DL/E43gC8/ArPImn8DR+jWcwP6QSHw2pKC7SbOxK98Q3uoe+QPwZ8Wdi54ek+DOxzzveFbbEfu7e5ZvRqebXqc5cXfKvIVnyb7gC/4Hvhi0lk3A9foAbcDPuDBm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZUq/HLaUXoKv4FJMxFfxNVwWtsg9w8PzQguH3oqN+BhWjvxyeLTcq+VdHftmWBi7GpNxV1hGg2X5+2+5V8u9Wu7Vcq+W+zK5L5P7Mrkvk/syuS8ruTUsLLkN0zEbPw0LxbVMXMvEtUxcy8S1TFzLxLVMXMuiizhQwYEKsXVyoEJ8wypoSAUNibNdJK0iaY1f/reh+JV/y1hdyjhzutWljDun773HX666hlTXkOhaRdcqulbRtYquVXStnKngTAVnKjhTwZkKzlRwpoIzFZyp4EwFZyo4U8GZCs5UcKaCMxWcqeBMBWcqOFPBmQrOVHCmgjMVnKngTAVnKjhTwZkKzlRQoJUCrRRopUArBVop0EqBVgq0cqYi+jwVyqlQzotVVCjnx6rYxdGRsp8o+4l7f2+9e+/99ClUGEeFs6gwjgpn7f2V+Bu8WsWrVbxaxatV1JhIjYnUmEiNidSYSI2J1CinRjk1yqlRTo1yapRTo5wa5dQop0Y5NcqpUU6NcmqUU6OcGuXUKKdGOTXKqVFOjXJqlFOjnBrl1CinRjk1yqlRTo1yapRTYyI1JlJjIjUmUmMiNSZSYyI1JlKjPCpSC0MyTsj4fhnfIuP9ZThDhlOjQ2m0nD7LadNMm2Y67E+D/b37oPyXy3+5/JfLf7n8m+XfLP9m+TfLv1n+zeJoFkezOJrF0SyOZnE0i6NZHM16pSL87p/m3VB0auwyM+5KVJhzk8y463A9fLeIOz6YdZVmxsywunR6SJX+GJWYgZmYhdn4CapwO36KO2A2lpqNpWZjqdlYajaWmo2lZmOp2VhqNpaajaXmYqm5WGoulpqLpeZiqblYai6Wmov7jEEJSs28/GRPjcSe0eNJPZ7U40m65e/TT/TuWr2b1LtJvZvUu0m9mxR7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7fmZdGTZQ+y0Kv/bBzMpn1B6dKaMa72/1/jA33uPGe9x4z7ntzi12bqlOKZHpaTqlRLan7f0N6K8ceo9D78myRpY1sqyRZY0sa2RZI8saWdbIskaWNbKskWWNLGtkWSPLGlnWyLJGljWyrJFljSxrZFkjyxpZ1siyRpY1sqyRZY0sa2RZI8saWdbIsiY6RyZVvFnJm5WxiugI/qyUwXd1wC4dkJXJ7TI5eO8vMwfnf5mRyaP5X7N4t5J3K3m3kncrebdSVlWyqpJVlayqZFUlqypZVcmqSlZVsqqSVZWsqmRVJasqWVXJqkpWVbKqklWVrKpkVSWrKllVyapKVlWyqpJVlayqZFUlqypZVcmqSlZV+vjKkT7+hCze3vvfnCaI+kFRL45K5Vsv33q51svrIDkd5J2H5VMvn3r51MunXj71UWFsCl9vCbtiU8O7sdvVxb2hL/Zw/pd2r+6O3R6y0Sj/uys62RnZ2K0q4jbcHppid0TFsTt9+p7QHXskKovNDXtij4U9pfa3pfa3pUfiKByNYzAex+Jq51yDa/E9fB8VmITrcD0m4wf4IW7Aj3AjbsLNmIJbMBW34jZMC3tG8tkt0s5YZeiSy7bYQ2FHzJ1edFXsRtV+E6Z49VZZ3oaZoSE2C7PxE9weHRS7IyyKzXHefaEjdj8ewIOYG16S30ulsfBWaRwFGI1CFKEYY1CCUiRQhn0wFvtiP+yPA3AgDsI4HIxDcCgOw+Ghj4Z9NOyjYR8N+2jYR8M+GvaVnh8aSi/AhfgUPo3P4LO4CJ/D5/Ev+AIm4Iu4GF/C1fK4Btfie/g+KjAJ1+F6TMYP8EPcgB/hRtyEmzEFt2AqbsVtmBZeigpUzmYqrqPiltgjYUAt3R4G1clw9DUu5LiQ48BuDuQrbIsVJ2vFyTojS+UclXNWmKwVJmuFyVphslaYrBUmS/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XdTfzf1d1N/N/V3U3839XdTf7dVLmuVy1rlsla5rFUua5XLWuWyVrksdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3p+duUd35Xqyk6QzVfXu0D7U7qb2V2juiG2hcS+Nald7tzJW07qR1Z2ya55Whx6cGVX5a5adVflrlp/nwPh9q+VDLh4HYL8IKHdCiA1p0QIsOaNFLb5kNf+VRE4+aeFTLo1oe1fKolke1PKrlUS2PanlUy6NaHtXyqJZHtTyq5VEtj2p5VMujWh7V8qiWR7U8quVRLY9qeVTLo1oe1fKolke1PKrlUS2POnnUyaNOHnXyqJNHnTzq5FGnDknrkLQOSeuQtA5J65C0DknrkLQOSeuQtA5J65C0DknrkLQOSeuQNI9reVzL41oe1/K4lse1PK7lcS2Pm3jcxOMmHjfxuInHTTxu4nETj5t43MTjJh438biJx008buJxE4+beNzE4yYeN/G4icdNPG6KKjiY5GCSgzv5/ToXd3CujXPbOdfHuT7O9XGuj/8J/i/mXpp76djdXruX03PCAg52c7Cbg90c7OZgLwcH1MlSLrZzsZ2LaS6muZjmYpqLaS6muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkUh+X+rjUx6U+LvVxqY9LfVzq41Ifl/q41MelPi71camPS31c6uNSmktpLqW5lOZSmktpLqW5lOZSO5faudTOpXYutXOpnUvtXGrnUjuX2rnUzqV2LrVzqZ1L7Vxq51I7l9q51M6ldi61c6mdS+3Rx7mU5VJ2pBv/y4UhLgxwYYADWQ7k75sGqDtA3QHqDlB3gLoD1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SZ4A6A9QZoM4AdQaoM0CdAeoMRKeYDO+ZDO/p/rT1vCR2tyzukcVI9B4/grnW+8es24fb1R2BI3EUjsYxGI9jcbVzrsG1+B6+DztIWg/TepjWw7QepvUwrYdpPUzrYVoP03qY1sO0Hqb1MK2HaT1M62FaD0ffp3U3rbtFnBZxWhekdEFKF6R0QWpE/793AN3/p8q3g4/lf9n431d7Nz+6+dHNj25+dPOjmx/d/OjmRzc/uvnRzY9ufnTzo5sf3fzo5kc3P7r50c2Pbn5086ObH9386OZHNwXTFExTME3BNAXTFExTME3BtG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphtT/RTekOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUGpkje8f+a+Q5/Iqzau0aZM2bZK0T9M+r3Gaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnE+x7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzFdmq+FKbgFU6He5JiWYzra1yzO/GPPqLS7Rzo9a6Zm/089Yu9+iz2qO1PdltBthbpti047SKeVRBM/mChTrMaVmOG+/HbXuiv0q+x+Z+f0Zr/VecinTqNwlsJDH9o19avuftXdr7r7VXe/6u7//zRt+lVfv+rrV339qq9f9fWrvn7V1///dFeUv1vJUWrFB/ctQ1F872s5Lu2JLqdtHW3r+NfLv17a5u9s2jgxmr5d9O0amX9zPH/IPcLDdkpzvfZY6KJrF1276NpF1y66dtG1i651dK2jax1d6+haR9c6utbRtY6udXSto2sdXevoWkfXOrrW0bWOrnV0raNrHV3r6FpH1zq61tG1jq51aqpXTfWqqV411aumetVUr5rqVVO9dO+iexfdu+jeRfcuunfRvYvuXXTvonsX3bvo3kX3Lrp30b2L7l1076J7F9276N5F9y66d9G9i+5dpfk8p+AWTMWtuA3TQteIxrv2dkIuOiC2JBoXe82O83V1+UaYFVsRqmM77TMyYU5sV2iIm5zxU929nh4Wxc8OyQ/+WvmKaN/4v0eJvX9T2J3YGNZwbL7vXYjXdcAbYX1suUp/Eytcc6Xj6rAxtsad7npXa3JsRnc0JtajUzP2uFk7oWHsDgPxKHTEi1CMQ939nx4642eEnfEzcRbOCdn4BWFrojykE9eE+sR1MCMSP3S8IWxM/AhmQmK6Y6XjDNhDJ6pgxUzcC12ZmOP9B71m9iUe9XwunvAd88OuxLO+fxH+EHYm/ojFXqvx/CVHOSUavNaItWjxvBUbPd6EDuf1ho7ETgyHjrIDQ1/ZQRgHd4dl7g7Ljvf6pFBfZk9fJq6yO8NQ2b1hZ9nDeAzPhL7oy3tVbeNTjqotVO2lai9V36PqNqq2UrWFqjup2kLVFmpmqTlIzUFKDlJykJKDVNxFxQwVM1TMULCXgm0UbKFgCwXbKNhCwVYKtlKwjYKt/6RgGwV7KdhLwV4KtlKwjYJtFOylYC8FW6jXS71e6mWol6FcL8UyFMtQLEOpDKUylOql1CClBik1SKlBSg1SapBSg5QapNQgpVr2KtVGqV5KZSiVoVSGUoPRsbHnwvTYkvAHStWqwT0U+i1Vtsc2h++psymxnvCk6r4iNmSnvSt8Wp39NR4Py+OF4RfxRPiBam+KHxjGx4+Oro2fEG5W+cfGTwufo9ozqn+Cmns8/ukwI35R+Obev85qj/97eCp+ZZgUrwhL83+/JKuXzaTXrBJvYEV4xxXf5cdmV0y6Qo9v7feNW33jDr10gV76lDvC5zj2Wmj0qXy/vDXSI93RUT691idX+eQ2sSXFVuob1o/0w9lhvU++Flb51Ls+9YJPHOATW1yvfaR/3VWP9PDR+vRUz08Pm32qQ5TLoyNV1s6RTy5XWW9ipYpZ7dNrVNV6u8gmx+awTXVsUx3bVMY2lbFFZWxRFVtUxU5VsVNV7FQRORWRUxE5FbFFJeRUQk4lbOPcNs7t5Fp+8ndH+4inUOTzXe851/2zXF/CyrCbrpvomUzcGrK+f9D3D/r+wcRjnv8qZH3PYFTgU0Miv9Entubr3k74ObNkiVzeCA1e3RhrNEfyGm4OKbo1+t4W39sSXemqc5w9S091jlTLn0Olq1f65AAldlNit2/opESgxNDevhqixFCsNSz0jTUqqSGWVj0lODBcEx/HjYNxCI4LN8WPxwlhe/wkPp+MU7lH9/hnvH/RyN8unyGaM/ReJ3WHqDuk9zopPEThQOGg9zqpUEnpQIk5lJhDiTn6r5Pau6m9m9q7qR30X6f+66T6bqrvplYl5YcoVplYYBItxCvhpsRyx7dQjzXYgDa84712xy2+Y2u4qSwKfy0bHRaWFaII4z0/EZNMqNlhjh7s5ObuskfC1rJHMRe/xLywMCpVkYOqcSunzzJ93jd93jd93uf6eTr9fZ3+vk5/X1e/Hx3Bj7yXWdr3077fpwrNqAEzasCMGpD7kNyH5D4k735598u7X679cu03XwbMlwGzZcBsGTBbBtT3gNkyINYhcfabFQNmxYBZMTCqxBVnq4BHuL+M+w9w/4HYUo7W4rWwIrbcqvgmVoRnVMGe2Fqvr1dbrWFKbEP4S6wNG7EJ72BzuDPW7rgVnb5zm2MSXeiOZquWmljK4+1Iq7xexz7sCDfF+jHg8SB2hgqzqcHkbjW5W3XwFWbUmtge772H98PS2N8cg1V4FGLIz68C1Tba40JzqiTMipd6nAiTR+bZWMd9sR/2x4HhAtV6sWq9WLVebG29I35YmBo/3HtH4OjoG/HxjsfiODPveJwQ/iN+oucfwUmen4xTPP4YTg2fNyP/02RZwLXZXJvNtdmq/VLz8t74uc45D58IP4l/0vF8XBBmxi90/BQ+Hb6lKy6Of9bji8KNOuOKvX8xu0CHTI1fFR0S/zYqwtvm6+8TFaEhMQk3hD26ZI8OeUCH7FEls1XJbFUyOzHb+z/Bz3AXfo57onGJe/ELzHH+w157BI96PheP+Z7HPf+V45NhcuJpPIP54Y7Eb8JUq9nMxHOeP4/fY0GYoKsmWOFmqsDZKnC2/cEdVrmZiT+FnySW4AXnveS1V5z3F4+Xotbryz1f4fWVvrfOa6vxltfqsQYNvqsRa7HO+S3ObcUG77XB9Fbds3XthMTm8BedO8EqOlP3Xqx7JyQ6vaYGE2ow8S7UYaIbPWFZQh0m1GEiDTWY2IF+DJgAg8h6nAtLE7uw2+P3oeYSas5UmFWm7srUXVk8LC0rcBwdppgSU0yJKWXFno8xPUqgBssSYVlZGfbxeCz29fp+2B8HeP3A0Gqlb7XSt5Yd7PsOcc6hOAyH4wgc6dyjvX8Mxrv+sV4zYU2jWWUzQ4MOn112ZzSujNdlvC7jddnduAf3eu/BMFXnzzapJphUE0yqCabAbNNqQtnjvmeeuJ/0nc/4/vme/wa/xe/CTdF4U+JGU+KPIyvz6yPr+ZsmQZeOn6Ozv6Wzl+jaRbp2lTU3o2Nf1bGdurJRN9bpwqW6cJ2u+4LO+rZOWqRj7tUxb+qYLl3ysC5ZpwtqVf9vVP9XVf8y1Z//lwrnqvi3o/9mXj0rkt9bsdbGFlmllpgJf/baS3jdOveG95aHZtOz2cq1zMzqtXItsQb2irbH6rXE6rXE/Jov8jfNqR6RrzGLlou61bzZat5sFXmXeb1e5DvM7PVm9nrzZLnoF5gFC8yCBaLcI8qv5/c8Vq+1if80aa8JS6xgS6xga61gS/Rmr97stYKt1Z/P6s9e/fms/nxWfz5rBVubuN3nfoq7cU9oNtWbTfVmvdlrNVtrNVtrwjeb8M1681mr2RK9+axeWqDuF6jzBWq6x3qy3nqyXt32WFPWq9UedbpcXc5Xl/PV5Xy12KPWtqq1rWptq9rqUVs96mqrutqqrpZbi9arqeVWuCVq6lkr3ForR7P6mK8+etTHVjvIpeqgFq/Zoa0If6b0NqtDo1r4nGm+yTTfpB5WU7WDqg1UbVATL5rcmym70qTeRNmVlF2pNrarjXdN43Wm8TrTeJ0a+ZgaGTZl20zZNrWyQZ0kTdZ6k7XeZK1XM02m6QZTtNXkXGciNpqIjVTfRvVt1N5mAjaagI0mYKMJ2GgCNlJ2m6nXaOo1mnSNJlqrKdZmirWZYq2mWL0pVm+CtZpgG0ywDabVBtOqzXRqM53aTKc206nedKo3nepNpw2mUpup1LZ3KtWbRm2mUatptI47K02WTSbLJi6t5NBK02Wz6bLZBNlsWmwyLTaZDJtMhk0mwyZONXCqgVMNpsJmE2ATpxo41aDzN3Fqpc5v1PGNOr5Rxzfq+EYd36jj63V7vW5v0+1tur1Nt9fr9jbdvomLDbp8ky7fpMs36fJN7om77Y7z++qzw3vRObosf591nY6aq6Pm6qjX+TxL1+zi62/5WsPXGt2S4msnXxfydCFPF+qInC7I8WIWL2bpgBw/Zqn4nCqfq8rnqvK5vJilynOqPKfK56ryuap5F70W0mmhat5Fq4W06qRVp6reRa9OlbyLPjX0qaFPDX06VfMu1byLRjU0qqHPQtWbU71zVe4uOdfI8Y1wr4odlsFSz3aKPROeU5ubo8NkttOzpMx6ZNYjs35Z1ZsDKZnVy6xedDtFVy+6etHtFF29qHaKaKeIekTUI6Ie0ewUzU7R9IimRzT1osjfy/ZER7tSxpU2uFLSlZKu1E3D/D1qg6sNuVqDqzW4WsbVGlytwdUyrtZAi0FaDLpqhhaDrpxx5aQrJ105SYtBV8+4esbVk66edPUGV8/fHybdI2w2L3eGt2X9tisPueIms+wlE7fFxM3fH7w4MnELnTW09x4qtfffMJ0evzI6c0S5Du9s8k7HyLP8vd2eER1H7/3UoGdp39/s+wfshlvtadMU3i3PEkpEGG1PWogijPf8RMwL/b5j84gzjc7eaBXJxzgUneg73vTOn+k36Ltedsa7f7+/H1lvIvOlCMUoCS/L6jLZfJeOg3TcTMfNdMzfX2+m36AYXhbDm2J4Uwxv0vIf77sPxxEfuv8e7/zj9eKJjvOc/6TX8vfco+TcFx0svgExDYhpu5i27/0FZ4foe8S1Q1w7xLFDHDvEsMO1B1x7wLUHXHe762533e2ut931trvWDtcZcI3t0fG+/RXZ/1XmKz80ZdfTeYErZUemasnIX4r8dK+XG2Rfkf+Lnr9PHxmvdNVXXPUVV33lfzl58pNmvPPyU+ZEx/zEmOfcf54YY0ZW0Z32AbvcWxfy9fJww96/7njblb8x8hejZ4p7szNf5Fq9+4Jm8b9KpUUfmiD5laGVUvN4nV9336XWPGrNk8+rvvVu37aQi/X2bs0UnEfBeZysp+I8HdGqI1o5Wi+/V3VFqxw3y3GzHDdztd4erNkerNl+q/mfJkcrl+u5XP/B5BjvO44P8+T+qrw3c7l+ZHocTvWNVN848mtExhTZFd4QdS/lN4q4V8T533B6qb2R2htF2SvCXipvpPJGKm+k8kYqb6TyRgpvdKVeCm+k7kbqbqTuRupu1FUZU3e31U/1qLBMeDWKWQV32yntiuJ2Iys8G/CsKxrvWZ97mJz9SZ/9SZ+VcthKOWylHN77G2HKnqXfPj5nxUtZ6VJWumEr3bD9es5ql7JHz9lX9NmT56xuw1a3YavbsH13zr47Z2UbtrIN23f0WdlS9h59VpphK82w1WU4GmMt3yWSJ6zdfdbs/L7uXVft4+AzHHxmZKqMsdoPxQ80SU4NaRn0OCsdPycaa8K454nOcJ3WqMD3bPM9+d9cc/kMZJwY+QUhlT+fEgfqp3NCzuv5X2Wd4XNbo4M8y2c/JPsh2Q+NZH6VvcK3Q9OHMh+S+dBI1g2OjViLjdgE2clsSGZDMhuKjnG1NfTN0LeFvi0fvjN37bSrJGmbcYWkKyQ/uBtfPPKLX5K2Gdq20DbzD3foLZ63jvwKOHKnTtsWV0/StuXDd+vRKJlnouPjZR4dGJ60W+qzW+qzW+oT0wtieoFaGTumHjum/K9rvXTabmfUx4H3OPA8B553H7m/+8j8X0fmdz09dj094nrB7qbH7qbH7qbH7qbHbqbHbqZHPC/YyfTYxfSJ6QU7ih47ih47ih67iZ6oSDR/dOWdrphzxZ2utsvVVrva6ug4726hW5cYN4hxgzOze3/D/h8OnWNnd4G6vogO80MXDXfTcPcHLi32Wo3nLzm+Yqe1wvHDrrV43oq/u/eOczqcvzVs+AcXx1Gtg2odVOugVAelOsTdvvc3qQ6KdFCkgxod1OigRgc1OqjRQY0OSnRQooMKHVTooEIHFTqiw+T5jhzfkeM7ctwhx/VyXCfHdXJcZ6ear7p18llnV5myq0zJ5R07y3wFrpPLOrmss5NMyWOdPNbJ4x05vCOHdXJYJ4d1I/+K8rj4d6LjornR1eGx6Bpci5vCU9G0cH80HT9GJWagM8yNtiGJQefsCvdFu7EH7+H9cN+ok0LDqJNxCj6Kj+FUnIbT8XGcgTNxFs7GOTgX5+ET+CTOxwW4EJ/Cp/EZfBYX4XP4PP4FX8AEfBEX40v4Mi7BV3ApJuKrqIgOHrUsvDrqtfDiqNfxBpbjTawIS0etxCrUYXVYWvBkuL/gKTyNes/X4G3IteBvCOG+0fuGx0bvH+aOtssebZc92i579ME4BIeiI9w/Ou2cXvSH+wtPxrm4PjxWOBk/wA8xJTxVeAvoXjgnNBQ2hKWF7niKTgxLiz6Ck8KLRSfjTJzl+YW4Kswt+ia+He4rehTz0eH5FmwFz4p6wlNFKezw3pDn2XBfcSw0FMdRgNEohJ1isZ1i8RiUoBQJlGEfjMW+2A/74wB8MiwtPh/f8fhax1mOv3OsDi8WZ0LDGN815gD7429F+4c10QEw/aKDMA4H4yM4CSfjFHwUl+AruBQT8VV8DZfh6/hXXIFv4OrwhMp9QuU+oXJnRDeHedEU3IKpuBXTQrVqrlbN1aq5WjVXF/w8rCm4G/fgXvwCc3Af7scDeBAP4WE8gid97ik8Haq5/sTolrBm9Ca8g3Z0eP1dxy6kvd+Lfq+9H9YUFqIIY1CCQ3AoTsCJoEMhHVRHdeHZjuc6XuD4RXwL38Z3UI7rwxMq5wmV84TKeULlzFA5MwrlWyhfFVRd/MO8NtH9oSF6AA/iITyMR/Bb/A7VeBbPoQ6r8RbqsQZvowGNWIt1WI8mtKIzLDYTFpsJi82EVdFODCGDLIaxKywyJxaZE4vMiUXmxKKC7tBQ0IMUtiMNdycFfdiBfgxgEO5YCoaQ/9zfEMIi/ba4yCwo0vtFer1Irxfp86KJYVXRvzlejquc8018Oywqus7zmzEFU3Erfow7cCf0WxGNimhURKMiGumnRUW/dpzvuMjxFdChiA5FdCiig15brNcW67XFem2xXlul11YVbUcaO3x2yOv00HeLRp0WFUT7RaNRiCIUYwxKUIpE/v9iEvvg/GhcdAGuDtPV+HQ1Pl2NT1Hjk9T4JDU+SY1PUuOTott8w7QwWZ1PVueT1flkdT45qorGRrfjp7gDd+JnuAs/x924By9FR0UvozNM4+g0jk7j6EMcreZoNUerOVrN0eooJ+JdoZKrlVyt5GolVytH/TI0jXocT+BXeBJP4Wn8Gs9gPn6D3+J3qMazeA7P4/dYgIVYhD/gj1iMGvwpNMU+Ho2NnRGNi53t+BlcHKbHvhRuil2CyzyvCLNjk8L1setwfbjenu2S+DfDzfZtl8S/43hzqItPCY3xhmh0vDE6ML7OrrfJXXlzVBLvDNXxbfYiyeik+LuOXfn/byDH7dH+BTdH+xVMwS2YiltxG6ZhOn6MSszATDwZJpsXk82LyQVro7EF67AeTWhGC1qxAW3YiE14B/RU7ZWqvdKsmT56v9Ck6qeZMZNHb49KzJfp5st082Xy6D3RfoVxqK3C/XEAjsPJYXLhKY5n4KxonJkyufA8j68P082P6ebHdPNjuvkxxfyYYn5MMj8mFaqlwmlQS4WPhabCX478C/qmoiNxFI7GMTgDE0O1Tpum06bptMqiH0Vji27ELMzG/XjU6086Ph0dpZsqi573uMP5W7AVak7nPKRzHtI51Tqnuqg3GlPUhx3OH/K++tNBlUXD0djiA0NT8UEYh4NxCA7FYTgcR0CsxWItFmuxWIvH41gch+NxAr7ru67GNaj0fAZmhqYxo0JTyZXhppKrUBmuL5kJfVOib0r0TYm++e/EnQmYFMXZx6u7erp6enqWa1nu+/KI8YjRSNQ1ZtWoHBJFERBQMIgCciu3NwjKqYCieHB4YBDFi0M8CB6JgsAAw8AisMAuw9ILCMuxy9T362b104jR5MvzfDvPv6e7uo63qt963/9/xBmXfeOyb9zHwQQwEUwCzNedAqaCJ8CTYBqYDmaAp8DTYCZ4BjwLZgHWx30evABeBLPBHFEpNhyMACPBKDAasLYx1jb2AGB/x9jfMfZ3jP0dw84YdsawM4adMeyMYWcMO2PYGcPOGHbGsDGGjTFsjGFjDBtj2BjDxhg2emeKSllR4IIY8cGUq9kpBUSj4Cz47pEa5j1EM49o5hHNPKKZRzTziA0escgjmnnhKw6yQFWdggGkYAApGEAKBpCCAaRgACkYQAoGkIIBpGAAKSJfNSJfNZhAGiaQhgmkYQJpmEAaJpCGCaRhAmmYQBomkIYJpImSPYmSPYmSPcUd2he9wJ3gLtAb9AF9wd2gH+gPBoCBuhcRtR8RtR8RtR8RtR8RtR/RNI9omkc0zSOa5hFN84imLtHUJZq6RFOXaOoSTV2iqUs0dYmmLtHUJe9uIe9uIe9uIe9uIe9uIe9uIe9uEcHnHS+DV8CrYLGoReStRf71yb8++dcn//rkX5/865N/ffKvT/71yb8++dcn//rkX59o3Z9o3Z9o3V8UomWLwB6QBntBMdgHfFAC9oMD4KCeTmSfR2SfR2SfR2SfR2SfR1QfSlQfSlQfSlQfSlQfCqdPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD5pXCdyjHbgz+B6cAN4WifIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAm0xCK0xDK0xDK0xDK0xDK0xDK0xCK0xCK0xCK0xCK0xCLjC+EaX4JVYLVwyWIeWcwji3lmy+D/UeX9j7z/SY8mm7Uhm7UJs1knXWz2AL3Ibt/LamYfXUxmu4TMdieZ7RIy251o8YlyoP6rXKo/lstFlvyI7LcaPb8Gnb5O1CDLpclyUm5E35/MdBEyXdPwOybTlO8l8wwSHlnOI8t5ZDmPLOeR5TyynEeW88hyHlnOI8t5ZDkPJp2GSadh0mmYdBomnYZJp2HSaZh0GiadhkmnYdJpmHQaJp22pmvfmgGeAk+DmeAZ8CyYBZ7TeWTOPDJnHrprEbprEbprEVnUJYu6ZFGXLOqSRV2yqEsWdcmiLlnUJYu6ZFGXLOrCM314pg/P9OGZPjzTh2f68EwfnunDM314pg/P9OGZPjzTtw7rYqsUHAFHwTFwHJSBcsCeIDMPJTMPJTP3JDMnyMz90X9J9F8S/ZdE/yXRf0n0XxKVkEIlpFAJaVRCigyeF9mpfZRCCqWQIpP3JJP3jGBTBJvI6HlkdA/VkIpkuNbatwUwgAmk8Mj0HooihaJIoShSKIoUmd8j83soixTKImXXpW490ISyZlw3B8RaVEYKZpAHM/Dsc7iPD8IOqqE6UjCEPBiCh/JIoTxSKI8UyiOF8kihPFIwh54wh54wh54wh542cdQmjtrEUXsgGAQG616wiV6wiX6wiX6wiDz0bBImkYBJJOxZ4Tcy5dgLwVvhtzLl2Ct5/0ovgmUkbJ4lujdpHxE5MI4EjCMB40jAOBJo4UVo4UVo4WVo4WUwkAR6eBl6eJH6vXDRxIvQBT66wEcX+OgCH12wBZYyD13gowt82Ep/2Ep/1VkXq1tAFz0UfeCr3pyzp1RfcDfoB/rT5wDAvNAOW9AOPtrBRzv4MBwXhuOiIXw0hK/GUX98+K2CPqzHRU/46AkfPeGjJ3xY0FBYkAsLqoWu8GFCQ2FCLtrCR1v4aAsfbeGjLXy0hQ9D6g9D6g9D6g9D6q920vcusBsQ6xWxHtY0HdY0HdY0D9Y0D7Y0FLbUH7Y0D7Y0FLbkovWTaP0kWj+J1k+i9ZNo/SRaP4nWT6L1k2j9JFo/idZPovWTaP0kWj+J1k+i9ZNo/SSsKwHrSsC6ErCuBKwrAetKwLoSsK4ErCsB60rAuhKwrgSsKwHrSsC6ErCuBKwrAetKOOdh02/ARXqR0xJ0pe/uXPcAt4O/UNaT9ztAL3AnuFunYWgJGFoChpZw7qPNRMpfou7LepnzCuevgsM6GRUiBwaXiDK3aDW9KFpduO71usC9AdwIOug2MLs2bmfO79XF7lAwHHzL9O7n/GEwRngwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+Pz/h8Zn/cDxlddTNAXG11Ea6ObuN64Vdxr3CauMLqLi40e4ibzT6KD2UvcKNvry2UH/Qe5RM+Ty3VruUN/DjfMlkQ4uVtPlkX6U7lH1JFp9NZeXSoaiAmZFWK+Xiv+ptfS+6UV3wZ7Ab2fSe9n0vtlRi9dSm7dxSioOVRZe92SUS5hlMFymV4q3wfLM8XyQ/02OW6j/FivlCv0BEZ/iJGPyl26kNFbMvpERpeMPovRVwhHrtJz5FfYhJKXa3V3uU4vlglabdCbyYr58NT5+hNs+4SaN5M7V1F7OrWHy7WZDLVfoPbV5NG3aXEPLZ4Ov9vxbKwdSTavR/a+2mxNJu+le5l9hTRfhSev0LeZn+oZ5lbxW/MwGTlbVJJn67lymfDI0mczgzcY6VP0qJRr0Zrr9Vtk6Qi9Z5hRgkw9vCJTywpNKplZodzDrNKU79X7jJuEpReLCLCBAg6IAhfEgAfiIAtU0ktFZdBSbxa/Bw/qheIh8DB4BIwBY8GjYBwYDx4DE1jDxXqNWKLXGKbebEhggQiwgQIOiAIXxEAcVAZVQFVQDWSD6iAH1AA1QS1QHzQADUEj0Bg0AU1BM9ActADX6XyjHfgzuB7cAEaCUWA0uA/cDx4AD4KHwMPgETAGjAWT9CZjMpgCpoInwJNgGpiuN5nn6IXm+SAXtNPvmY/qlDlOp/Dy9jyVYvysHB9byJMoxsfa4mPlsjRTJI+wI45qJY9ljsjjmc2yTNuyPFMoT+hcmaFc61pWJFNk2fpyS2llOZkjVjSz2XK1bcUyhZanc6045VnUG6QXW4PBEHAPuBcMBcPAcDACjASjwGjwot5szQZzwFwwD7wEXgavgFfBfPAa+CtYAF4HC8Eb4E2wCLwF3gbv6XxrMVgCloJl4H2wHHwAPgQfgY/BCvA3sFYvtNaBBFgPNoCNIAk2gRTYDLaAfL0wUqYX2xLgv3ZEL7Wr8l4NNAFngHPBb/Rm+0LeH9P59jQwg2vmac/lnPnYzMdmPjbzsV+nbCF4EywC74LFlC8BS8EygO02ttt/5/wf4AvOvwSrwGqwAWzUm+wU9wrBXnAAHATfgEPgMDii81UWqAQqgyqgpt6kaoHaoA6oC87Xm9WFoL9eqAaA+8D9YDJ4Dryg16j5vB/RC50WOt85U292fs37Oby3AW05v1lvcrpzvwe4HTxK+QzKnwJPg5lgPijTm6JC50er8M7+irKvorVBXb3Z7a5T7p2gN+gL+oFBgP3ust9d9rvLfnfZ7y773X0cTAATwSSAve4UMBU8AZ4E08B0MAM8BZ4GM8Ez4FkwCzBH93nwAngRzAZz9MLYNToVuxa0Aq1BG9AWXAfageH6vdgIMBKMAqPBfeB+8AB4EDwEHgaPgDFgLHgUjAPjwWPgcTABTASTwBQwFTwBngTTwHQwAzyl3/PO1Auzovq9LBfE9HvCIlcsJPKn5Xrxa+JyuXhSDNMzxXAwAowEo8AxnUI/p9DPKfRzCv2cQj/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZD76Fy/gEOz/VxWjWYjRrMZq1GM1ajA6dgQ6dge5ch+5ch+5cZ87RReG/jzz5r462m0f0drJZkiw2U64WDciX28hgj6HhZqLhZqLhZqLhitFwxWi4QD+l0E8p9FMKzeSjmXw0k49m8tFMPprJRyPNRAfNRKfMRJPMREPMREP4aIRitIGPDihGBxSrM3RKnRl+H2cx3D/g8il4dgpunYILp+DAKfivD//14b8+/NeH//rwXx/+68N/ffivD//14b8+/NeH//rwXx/+68N/ffivD//14avF8NVi+KoPRy12BtP3fZy/FHxrmvbhmz58sziazX7qoGfAMWfAKdfBKdd5I3WRNwqM1kXxbL09Xh3kgAagIbif8tl6uzDJKq+R1+Fxcom4SC4Vt8gPxPnyQ1GT9X1XfgyTWiFayFWiDWvdBl0fgTFciravKhPiPNb9a5hDfXjODkoLxBnwhTbwheaySFxJvx9XfJZ9JiN9pOdTf2o45kLu3QmrWCqyKPucq9XB91L++Lt0jV4i99Tfp4s957I7LmbUVuTDq7HhZMm5ZMsjlF5OtlxKtkyH31G8VxiMXCDqcnVp+JliDeo2w4bgtwh2i7Oo8WuuVotcZpjNvfrMNfjWtw76SzlItMT+j61L4GsmJZ9x9Q9qk5vghCVc5XPVW8S5Os7VZ6KFsESuiAAbKOCAKHBBDHggDrIYsb2oLjvC8bqA3sxpKTzwQ3jmR3qNNUjkWoPBEHAPuBcMBcPAcDACjASjwGiRi5bPRbPnotlz0ei5aPRcNHku+jsX7Z2L3s4Nf/8iDrs9xEj5zGK3/IAnGfyayUf6HdjtXuY+iDVZgl3vU4vZMve4qGp8JZoYa8Q5rEwX1uGPsiO1OolOskv4HXOdZG/9UfCtRHKI3iGniQvkdHEh4/g86WYwmQXWReI8q6U4h9XqJOrToj7jnM/THCQaMtK+YPxwpHjF75p8KjvT+hbqd+P9Vt4H4WFf6U1w5GL48bHQfzYIh1ZS2MEvoVA7h5o51IxS06dGicgRBURROJTYBW8awEjBMx2i18G7i3nqlYi4a8L+EjzB9bSiz4ARR6rqcjR8ORq+HI1cjkYuRyOXo5HL0b7ljNleFwX/xxM9nsFOUWFv6/UhUeMHY3YmZnUDfZjbIJj4an0A60qYh4/HVWfsw7Raybgxxj36s+PGGHdH8Nss9FaVcSP0eJgei+nxED1G6e1AxSzK2WftKQ2+L7AzTL4bGMCdQaIWLaNYbNOylJbltIxjSyZYNVqWsSsKxFViJ9gFjuHZx0EZKAcniA7tUS4d9DmyM9HiFtFVduP9Vt77oH0GYM8QPVuOwC+mid/hDxez4l8xYsvw2azVz4ajJfQG9lw2Kud4hY+cZ9G3lQFatIhUFVepjqAT6CJaqOlgDtjG9XawA2CnKqHsEO+l2BZ8/2MJlh1jzsew7AzmfQzLzmDetZl3EDEc5usy10K5UVQOvW4ZLT6mxU5a1KbFTlrUpsXvqF0Zm3eHnrdWl2H3UVruDFslwt8l6Mh4nfDkLrx35X0wUXGHaEzEKyHGuETGWkTGKsS7ZeEv6gTPL0UtSUkJz6E9Zx3CvRF8G16OHIhX3UO+243dRYy4R/uhv22j3U7aufTu0LPJnZSoJXroA+J28BcwkKffnufZEbu6gMF4ZlC7AC/ZzUoXYtMe9GWaXvaSJy8RNSKV9YFIMdinD9i9QR/QF9wNBoMh9JtV8ZtASXpO0XNKDmRWg4n5O3iOBXjRTnZQOFvicBFrtEd/EWrxGthXhn1l2FdWMfvgM+Wt9LKVXkx6OQMbK9PLEXrJ0EvwTfMOPWwPfo8I+8qwrwz7yrCvDPvKsK8M+8rEWaKHaCVuB38Bw0SeGA5GgJFglMhjxEqM+CtiVoQVbkfMirDK7YhZL7HSb7LS7+Onn+KnV+OnreSrejJz+gcZovlJa8hbgTVFsImLREt8tKV1iU5az4k863nwgsiLVBatItt4L+Z9H9gv8uzTwQWgt2hl9wF9wd0gsM/BqtIKvzEr/MYMn1Wwgnt0YfhpxALsnldRK6eiVg52+9Q8L/wEYo9eh2f0zqxAC+5D+21D6+1D222zTsvswtd6Z3xKSygpsU7Tl9Jr78xWWco6l9G6nNhwQq+yIvoIuvCoFdOHqLmKmleGbT/i7hpK1lDihm19eZzxyliVE3o9GjNjRYVN2wy11qMlM9TMJS71zuxmlAwq9RCWFctjvJcxajmeebJlOaNmUKeHsLjYcnh3sSJG+cmeypnBYbyuN7r2iDDopYReMvSi6aEoHNsWBq1LaJ2htaZlUYUNpwfrlJmEDTto3YTWm2ldKo+zYwPry/HjE3hcBp6g9Qls2UFvTehtM72VWlGdCGcV4zl7ojJKOU3PJ7Dpr0EW1SY9HsWOfJkRJq2OMna+Fef8NN0oqJFZTY1CxgtWKkWNQvoMVilFH/tZ3X96Xjz9iudE6595PmHd8LlQ92eeB3P8Pz4H4um/uf5Emf/yujPHn1jv8M4p11lkWdkialXHvprCtWrTWx3a1IUz1OO8PvcacK8x95py3Yx7zbnXgnxgWTmMUIe7DXlvxjPxrGyu0BBWDcavzQh1GCnoqz7lDShvRHlTyptRTj88haB2MHKdihrBSEFfVbHL5O4uK4eSGqCmqI99Vam5iz7rY5+JfSatdlkNud8INKa8KXWaUdac8xbBr5LTSz62BjM0rVrYWltEKnoJWudjfzBD02rCvabcO9naZL7ZoDq+l4PNNem3NnOpw9Ovy1j1gnlxvwH3G3K/MfebUtaM+82534L5MQueTXX6zaG0BqipN2BDhtXZYdXlWdZjzvWp04A6DbnfCDSmThPqNKVOc+q0ILMFz8kL17WmyMaOYMWOYkc2dsSwwwvXtjHXTcMVPIoN2dgQC56KkOHca1es80nrg9WT4bxPtiipsNoUlf5Tn2DX+qzfP/kFu/1sEf93fYNW5wj1U/7B3Wai2n/LR+jtV8z6P/QTWp8mqvxffYVeLgpm9N/xF57E38Pn+B/5TJgb4v+u34RR/TRZmtlDJO1GxKlLVGstj2dKiGpXyPJMmujTg6jWkKjW0opk9hBRuxGN6hLVWlvRTAlR7QorlkkTmXoQ1RoS1Vpa2ZlSVuQsVuR0VuR0qybXtfSvWJEsrDqXVWnOqjSz6lPegHoNqdMINOa6CfWaUq8Z9ZpTrwVeE0W5eWiuXBn8rs8KUQ22mw3TbQqr+B1cYSVsr1L420JLjC7i90Y3caVxqxhv3MZ7d5R7e/2MvBEtcpNeAvN4JvylutP/Ra2VYa3gN5A2hqXfXi387spEyS83PtQLw7Pg1+12cFYJlXyWEKIlmvQM8Qde54hrxfXiXHGjuInSm+FyF4s7xGPiGjFBvCruFkvEcq4+5DVZ/F1sEFNEktdzIh918rwopMdXjDpGHbHWqG+cJdYZrYzWosBoa9wgdhkdjc5ir9HV6Cp841ajhygxeht9xTfGYGOGKDWe5lXbeIZXHWMWr7rGK8arRj3jQ2O10cA8xzzPONs837zQOM9sabY0LjAvNXONC80/mnnGReaV5pXG780/mdcaF5utzdbGZWY783rjD+aNZgcjz+xkdjKuMruaXY0/mT3M242rzZ5mT+Nas5fZ12hlDjCHGH827zXHGDeZj5qPGz3NieY0o7c5w3zKGGTOMd8whpiLzJXGQ+an5gZjupk0C4yXzD3mXmORWWLuN94xD5pHjPfMY2aZsdzUUhgfSVNKY4VUMm6slJVkVeMLmS2zja9kjqxtrJGNZGNjg2wqmxlJ2UKebqTkr+RZRr48W55tfC3PlecZ2+T58gJjh2wpf2/skpfIS41CeZm8zNgjL5eXG2mZJ/OMvbK1bGsUyxtkB6NEdpTdjUOyt+xjZOQAeY8p5Ag5wrTlKDnKVHKanG46coFcYLryLfmWGZPvyndNTy6WK8y4XCU3mjXlDrnXbCxLpTZ/ZUWsLPMCK9s6zbzMusS6xGxvDbLGmDda46y3zTut96zl5jTrS2u1+ay11tplPm8VWdp8K+JGXPOLiBfxzC8jlSNVzVWRdZFN5prIlsg2MxkpiBSY+ZHdkd3m1khRZI/5dWRvZL+5PXIwctAsjByOHDGLIscix8y9kbJImVkcOWFHzH22srPMUruyXdnM2FXt6qa2a9r1pbQb2b+Rrv1b+7eynn2hfZWsb7e128uz7VvsB+QF9kP2I7Kz/ag9Xna1J9oT5W32ZHuK7G4/aT8pb7en28/Iv9jP28/L3vZse7bsY8+158q+9nx7kbzbfsdeJu+1P7A/lqPtT+xP5YP25/Z6+bC90U7KKXbKTskn7K321/JJu9BOy+n2AbtczlRCmfIlpVRD+apqrs6Xf1MXqUvkOnWZukwm1R/VVXKTuka1kVtVO9VOFqgb1A1yp7pR3Sh3qY6qq9ytuqseslj1Ur2kr+5S98oSNUyNkifUfep+y1SPqDGWpcap8ZatJqoZlqOeVk9bVdUz6hmrmpqlnrOy1Rw1x8pR89VSq4ZaoT63TlNr1AbrbLVZHbR+qw6p41ZrVa60dYPT3GludXBOc86wbnZ+7ZxtdXbOd863ujgXOS2trs7FziXWrc5lzmVWd+dPzjVWD6eV08rq6bRx2lp3ONc77a07nZudm60+Tnenp9XXudvpbw10hjnDrCHOSGekdY9zn/OAda8zxnnUGu6Mdx6zRjkTnYnWfc4UZ4p1vzPNmWk94LzkvGyNdeY7861xzgJngTXeOeh8Yz3mHHYOWxOco85Ra2KUwGdNilpRy5oSVVHXmhr1ojWs6dFa0VrW7GidaH1rTrRhtKH1snu929F6xe3mdrPecHu4Paw33TvcXtYi9y73Luttt4/b13rH7ef2s95zh7hDrMXuMHeYtcQd4Y62lrpj3NesD9wP3c+sXe56d4vlu1vdXVapeyxW28rEmsQmRRrGpsReiEyIvRNbHpkVWx07GHnJU17NyD+8M70rIvleB++OyFHvLq+fHfUGeIPsSt4Q7167qjfMG2ZX90Z4D9s53lhvgt3Qm+RNslt4U7wn7NO8ad7z9pnei96L9gXeHO81+0Lvde8t+zLvXW+pfaX3vve+fa33gfeB3cr7yPvMbu194a2123sJL2F39jZ4SfsWL+V9bXfztnv77b9433hH7SHeca/cHuFl4sIeHTfjpv1A3Irb9oNxJx63H4lXjufYj8VrxmvaU+O143XtJ+L1403t6fHm8eb2rPjo+Gj7ufj98Yft5+Nj44/bc+OT41Pt+fEn49PsBfGn4k/ZC+Mz4zPtN+LPxl+w34zPjr9kv5tlZmXZy7KqZtWwP8+qk1XPXp11JOu4vVaYLvxdCO/yKteJ00RD8V/600t0gd4tztFFnG8+ZY2Mnqlf51Wix3F1ne5Em5WcFVXcL9Jpjtsrrkp/1D64m9aHeP3vPXWKcb4BT/ysvcPB+z8o2coIOcEoP/mH8qLeJl3GuUcm7yziXBf80MZvZ3OKMb/Q27Svv6SHHcy28Ods/AV/Dr1Oq+h9py7WK/WuiquDPxp9L8jXX+t1+qi+RkRZuzNEo+/dz/zcYPowz+4QPfyv5aw/jOXk3bl6rvDAd8/wn1rvA7t0ij62chmBZzUXl3LWILz7N71Kb8B/8B10+6nHf1W/qGfxPhbk6l/rwXoQZ99bx29nz1nxj1pn9Ce6EA/6RP8DO3gOwer9sNV3db/4maUQ6FQhssKzCRUlPn1/+a1vft8rKkoOMfODrP1m/Q18vxJF5/MUvhtd7w2f0N5va/+ofbHewx7zv13x4JPR8H3L9+v8nN0V9VI/uOr/g6vPflkf/J0b1q/wNL2R5+fojT8z8pHv7e1zxe9+pvZr+uVgR+tPfrFNP2y/O/COwGd/dGf9L2jNzPQj4dk7/7yf9W2/oD0+ot8K49bW4Ln9u3/6lTCavsK6/vjP+UU9lOglYdT8hX5xih4O/nKvOkXrigir1/5HrReGx41B5Piv//3mF4y/+2Qu02X40Tf/9gjev7zbAvw5HOXbjLf95KvifoNTtDmdVwNep//AynkV76tPvv5F+3NP2b5idfGSw0Snwz9lMPFznz5ABNsW7qnAq4+G5VPD2/X1h3q5TgQZ/Sfal3/vfLyoRfy/SbQNdkhFWT65YemPY/F3bcq+dz6JzFNJXC26cb6goqyA1Vvz01n12/FDj36K9lGiz4CKSB6Uv6lfF1K/+5Pt/9kLI7CnnpQ/XnH/M/0p6//3iqsfx+/j3zsfR+taorUImFBuRdn7ejE9/PUnx9956vIMTyyIj7qdbqN76LYVtZ/7UfsHiGJz9V/1VzrxvWJT3CIeFI9xNkFMDP6fGfEanrtAvAs7XCqWi/PCTxUuECvEBnGh2CR2iWtFoWGIDkY3o5sYiKL/sxgUaHkxJFDx4h7zTrOPGIoeT4qR5mazQIwyi8wiMcZMm3vF2ECbi3FmqXlEPGaWmWViQqDNxcRAm4vJaPOYmCobyAZihuwsbxFPyW7yVjHTesd6RwSqVotZkaqRquIL+237bfGl/b69XKyyN9tbxFe2trVYG2g6sS7QdCKprlPtRH6g6cTXaLqbxLZA04kdgaYTRYGmE+lA04m9gaYTxwJNJzJouvGGQM1NNmw1Vc0wooGmMyoFms6oHGg6o4qareYY1QJNZ1QPNJ3RHE130DgLNaeNto50IkYnx3Fco4vjOVnGrU4Vp5rRw6nu1DB6OrWdusadTn2nodHHaeI0M/o5lzq5xkBU2+3GYNTZWONe1Nl4Y1igv4zhgSYyRgSayBgZGx6bZNwfKB1julfZq2ks9V7zXjP+5hV4+42VgdYw1gVaw9gUaA1jS6A1jK8DrWFsC7SGURBoDWNPoDWM/YHWMA4EWsM4FGgNoyzQEUZ5oCOME4GOMM2saFbMVFnVs2qYbtbRrONm8N8UNoYeY4QeY+Ix01AU08XT+PRMMYeSubyUmCdeJUvNx5/s0J9s/GkZu+59vMoNvcrFqz6n/O8iIWJiPS8TL9sAq94ktsCu8sUO9lgBPtdIFIoD7PiDvBqLb8QR0UQc5dVUHBMnRDORwSOrhB5ZL/RIGXqkF3qkh0f2FpXNPvilF/plVfwyX+SYW82topr5tbld1DB3mDtETbMAf60b+mud0F9rhv5aPfTX2qG/VjO1qUU1Cf0X2XityZE/UR3fVZzz8EUtGcWPs0M/roMfdxbN5S14cwu8uRvnt+LTLUKfrodP5wvD2mrtEqa12yoUtlVk+SJmlViHRH3rsFUqKllHrHLRwDqB9zcLvb9R6P31Qu+vF3p/vdD76+H9fxTZKk/liZi6Ql0hLHUl+yHCfriGkmvVtZS0Uq2EUq1Va+GoNuyTJuyT62jbjt0SDXdLLPgERMTVTeyZLPZMJ9FIdVa3iEqqi+oimqmu7KIq4S6qEu4ig110F616q37U6a8GUDJQDRSmGqQGM8oQNYSe72Gnxdhpw2k1Qo2gfKQaSf1R7L14uPeM4PMU6oxVjzLuODWeuxPVREomqUm0mqwmU2eqmkbJdDUdS2aoGZSwP4Ub7E/6maVm0eo59Rzls9Vs+pmj5lBzvppPyWtqAW1fV6+zDgvVW6zM22oxdi5RS1iTpWopVq1QK7H2E/U5fa5ReKZar/BJtVGl6G2z+lo0VNtUAWuyUxUx1h6VFo3VXlXMSu5TvmiqSlQJI+5XB7H5kDpEzcPqMHdLVSnlR9QRLDmqjtH/cXWcnstUGT2Xq3JRTZ1QJxg9ozK01UoHv6/qRES9IJpwJJpwJJpwJJpwJJpwJJpwJJpwJJpwJJoIg2gyhuNYZ6wwg5girCCmCCOIKcIjpozgONIdLSoHkUVIIssG4cU2xpIiHtsUOygqB1FGyCDKiFpEmQJRzdvp7RTZ3i5vl4h7u73dIscr9Aq5W+QViZreHm+PqOulvX2c+55P/RKvhDr7vf3U+cb7hvND3mFR2yv1SqlzxDtKnePece6WeeUi5mU8LWrGA2ldLYhfHK24xTESt0VVopgjasSjcVdUj8fiMWp68bioS1yrRkl2PEfUDqKbyCG61eZYJ16XOvXjDUR2vGG8If00ijfmvEm8CfWbxptyTuyjnNhHybPxWYzyXPx5Wr0Qf4GeZ8fn0Ofc+EuiehANhQyioagcRENRmYj1RkU0nMRLhtEwQjScwflM4qAM46BNFHyN8wXiPY6LBd5GNPyQ84+JgVKsJA5K4uB6IuYG4qsMP793wjgowzhYPYyDOWEcdMM4WCOMgzXDOFgrjIO1wzjoGZWMSiJudDQ6cuxt9OF4tzGA4yBjEMdxxjgRJ0q2E2YYJaNEyR4cgygZC6NkNIySWWFMzDaLzWJRJYyDVcM4WM08YZ4QlcIIWFla0hJViX0O5650RRXZUXYUdWWn8F+yBbGvXhj7GsgusgvlXcN/3RbEwXphHGwgb5PdRZ3v4mChkETAQ8Ih9pULN4x6tcOolxN8asv+/IP6A7v3cnW5kGGMc9RVxDiLGHct50F0k2F0s8PoVlO1VW0pCaKbVNer6zneoNpTM4hxVhjdcsLo5obRrTbRrZvw1G3qNo7dVXfq365u59hT9eQYRDonjHRuRaQbpAZRMphIZ4cxzvkf6r4DPopq+//MnZ3Z2c1sMilAEnpvMQYIASFBQEQECw/BXnioNKUISBUQBEVFBJSiIl0UUERAEOQHFuw8RHhipVqw8iwI9vv/nrOTsEtC5+n7z3z27J1z+925537PlO8GhwSHIO/Q4FCkL7R0IxGO2rjRwTsQZkvniKUzxdKFg+OD45HrvuAEaNjqOWL1XN/qTQ5Ohp5tnyO2L1OsnilWLxB8FFbP9K3e7OBshOcE58CizQ3ORXq2g6bYwcwYO2iKHXRgB9cgHLV9a4MvIvxycDMk2z4Htu9DhNnqlRKrV1qsXlisXhmxeuli9TLE6mWK1XODPwZ/RC62faXF9qWL7cv0bd/vsHGm2DjXMRyDzKi1Cg8OD6FQeFh4GOTw8HBKCI+EbUoIjwqPgmZseCyFxE6phMkJD5ESi5Pmfgtb47nfuz9QitgXTyxLGizLQYR/dn+hJNiUPzHP2aYkR8yISUmwJkFKFDuSInYkDRYkBWG2IKmRMpEySMO2Iy1SPlIe+oq+7aiMEth2pIjt8MR2JIvtSIHteBRlzorMQq55kXlIPx9WI0WshiJV/zu+8tro83PyqC1dfiSc///Hpr/QX/LHP9pVkt/F13nkWt+Jlv0pX+ESz/sFOf6osE6Rm33v8xv2P8UX/VDv0Xvjr+gcu97CK3S674m38PRuuh08T/4+ou9dLMcX8LRfO/nrMkXlfHP4kf5epK+Hr7gfI7tH78On6MpejCeaFpP7Q6R6n/i6RxmE/CuMhd71X7SFi1oTW69LV4ju65KuLuivil+b0z/o3foDxBS7C3GyW+FV8vgjnj/+WR1zvQBtN4vC3xzpV9Y7i1/VPF1byXdwjplrvp4j37/L1fDX+cPXh/RChN7w0xSeWTyDf9JvF+pPqJ5P5Rzdc+iYr4Lp7TEp7pPrQXytfKeEPkVrYi2UP77H+/vKVes9x0534hvOtJhy9QH9Oz6/8rUu/UdcuqPdl/of2/7iOX8cm55xCpnbl1DeHqqFc7DCKZR69K0WiW1leyo2tcQNtuG47yGe+lpxWHlxrYqde8eZf5lep5f69wfS9Cy9TrSf8Ooeu3qfFH54H7Zxl+CHvYJNxJrxmqR34Xuxn2qf3G97E59XsO+Nv3ItliyDCq/NbsBa8IZ+B58Z0LbVW/Vbov93FEXIHe0rTrylxVr+ZdyRrKH6mRhNTz1P99J381V+3a9I2xS653jeFb/rSHzPtfi90K/0C+jLh6dvphaeD7yOwYIV4sI3yL8/G9sG2OWieyN8j+UYJf/rdLXxZDeMUkS+J/H95mKxA/SGuLTR7+1Y3T7hM+Qk6nuXz3rBWzJOHML6tssfNUjdQ2+S3/sgmSWsYRHKKVbmPsyDb/27SyYsR+Fdp4PR2FNf3w7dh46/X1mIUhh7ybr9KfZ9xbDnTsGeJcx2zObTbLtK2g6zZ1uLxf9+uMbX31Kynk7kPvoJb7rrCWaIPmMxTo+V7/+IBVjOH4Se0CujIYkrxGdyvxO/1OqTaN0y/Rws5rP+0Qa9iPj5oFUcxgeWE1ZsA6xEIQr+D6zvW76diN4/SyxW5mv6Wb3eLzONj3x9nHXQ+sRbK/kwS/UHRUeFvstuDhX6lVEkLhbtDT4/os+I+PPnB7HI1+j2crSe+G5eX3wGITRRT8daN8gvJebZFozA83roSbT2n3q4nqt7IfQSZvVc3U3sw31YjeZinNfrGbo71tb/8D1A6dkavUTPjtbsrxqZ+qXDytyrt8GrjM7chkUhH3fqX6Kf40fMcWXvl/le9FRQ/Col63SR5yvId5c89xD7xEV2/BMrf9UWfxdXnmD69tgtkR4Ve/7qr9jiPVkeVZzDPx7Lfsqvc9o83RPZYvEHZgN7We/h+wh3uotSfnXq7dWP6tv0GD1Nwm/jfJ/DT8r461AUL/6kV+Cz7tTqkZJyok+ynFIZn+jPsRLK+ojf9HOch0WYO/qr6++AOb4rCQGecF0ngbljcr8V/VXRFraD//KPdvrzx2/13zOfS9p0V32jXqtXkpKj4XogrHXnKCLQq/TPOBqvb9Fn6aqwo7l6kO5xCnVF8WOlU2qvb5OiPm3R84Zz4mNP56bnn4Yy+OzdFrXqwLfFfn2J36O3HFqF/94NrfkIc06ueeIcZk+xyFOJIl3EvobPEZ5V/as3tHdC7MwFvlrzd7bnyBtm2wDGTtEnXXV/oKN/Y/ZF49aL/Eiv1lfpuxG6X38c1Z1kXa+dentPsMb9sc95/e9uRRj3h1N/urKkZ91P5xZFh8Dfn2HVOw1XLI71jPJR8x7nGaWflmv7X598TTFbxmkp5bg2YKFTRq560uloyTHq8C0d0O0pX5c/Tb/SsWr5BMj2vzxTTt8G1LP/tI1Myim043TM97/wfsTJnI3APXuiOf03Owqvi2yS+wybjpq5t5926YnX+1dvJ/MORLEyjng35Ch55Go9XymKesLRKzpF94LDR/OP5dpuBvUi+8Trlfwn8ZaX3itrx6F3yQqvyR2vb5dA5514rX/rVvpkM574nSfipxr4vnSRZ6+fF/kt7PMx70b8r23A/T8d+Z2JmHQ///fbcnzb8VnIk13VS3xX6ph1yRMEh94dlDsWRWdWuMRMhWn5WlU5ugpz7m/Y4rF71GrAezqGnZU7MX/D9T79/Wksazf5V5RLfOOotrzlxHfQ3y4h9lhl83tUuwtzFobkCv9uX1NYZ1Op67B2xRzddajMwrbw+1rFWsVvZdXjuzQn47XrGXqBXlP0HpgfYkTgX9N8u6gd9Yq1d8GJ1xeX/ySeFNJb5K7Em0XH8gwQ8KZ93Hf6juPtvSPUXeK7ycfI87lcteKVXGyBHG3A3ItahvDR8KWsKEnU7Pje1ywh/8k8/7CV37eUz4HosUj/qvnRrYPfl3Lxzxvh/PpevyOfGVQGmPRL/27SruiclnOt54m39Bj9iN5hi/HWdWc9SD+uZwpvQNEzPbqdXnaCJW/4axAzt/HI9eg/S7qrHL2jeJju+2PfxTnZTZ6R8S2z/gF44gfgo/f1h4cskf4GOr5n3FhfKsfLcQZs09foV/hYr9cP6lf5irnEPRBX9vZC/Qm16GLdS4/Sbf0jCeEM7CbhBXqe7ofzYAbQ2hqsvJxipX5Wr/BXbb46X5py5J7zYH2z6KLPI84Ern6Ufw9mSSh6CijuWpD+pfBt/hNq70N6IXy1h/2jTVL3DLHzm2QM+O7rUr1fvygJom/t+08Y+GdxwxOv9e/a/itvYxevZXehxYred/67tpO5T4Vf+luKuepQxJBwPGtPKvHzO5dIuBzlwvesJHk/A+r4TFaTstRAv4sZyvt2vUOfhfnSjVwdXdd9PxWzM+pTlfGPl/l3KhQVvTEt+ieP0g95tkIPxTrnX4HULfR1+LTTXSlVR9fgQg6N4ficq5vqTtp/s0G/rj+WpyV4xn6FNWm377/WpVqyctaVVEe/ulFyu+boeZALi47XsC8X92RFRz9wFXWgxlRfeGKqS0xs38N/btEJfx6UlXKtvkkv5zVMj9B3cAil3hNXbfQZsJtOor036z7ofx85cBC6WezmHbJSv4Pfcu+f0TfpVwkrSOEmI6v7+2Uch49XYt1fHjtNsTzfyBMBjBPkbJKzeQOOAxLtHhXvcK4kykfrFW09Bo/dlT6P3Wg631BGKbpB2OkGCzvdOGGnu8e40riGJho9jB70oPDSTTFuNe6h6cZ4YxotYXY6WsPsdPQ8s9PRWmano/8zXjTepvUqR9WjTSpX5dFmZqejrepsdTb9m9np6F11vmpH76l+qj99qAarIfSxmqgeoB1qvppPe9Tjagl9olaqVfS1Wq1W07dqrVpH+9QG9Qp9r95Qb9CP6l9qE+1Xm9U7dEBtVVvpZ7VNbaNfTNeM0K+mZ6bQ78wwR1oY5kgY5iyzmlnNCArDnCOscglmnplnRIRVLlFY5TxhlUsRPrlU80rzKiPNvNa8zijN78oZ6cz6ZmQy65uRHVgVWGdcyaxvRhdmejNuZKY3o6vlWclGNyvNyjB6MN+b0cf62NptDGS+N+M25nszhjPfmzGC+d6M25nvzbjT+sn6zbiLOd6MCczxZkxjjjdjFnO8GbOZ482YzxxvxmLmeDPWMcebsZ453ozN9jX2ncZ7zO6mDGZ3UwFmd1MWs7upILO7Kceebc9TiczrplKY102lMq+bKse8bqoq87qpmvYb9vuqNjO6qbOY0U01sffaX6t8ZnRTLZjRTV3IjG6qPTO6qZ7M6KaG8PtxaoSjHKVGOrYTVLc7CU6CGu0kOZ66w0lz0tRYJ93JUHc65Z3yapxT2ami7mbGNXUvM66p8cy4pu536jn11CTmXVOTmXdNPcC8a2qK09xpoaYx75p6iHnX1AzmXVOPMu+amsW8a2qu09XppuYx75p6zBngDFBPMPuaWsjsa2oRs6+pxc7dzt1qiTPeGa+edu53JqqlzL6mljH7mlrO7GtqNbOvqeed5c46tdZ5wdmqXne2Oe+pj50PnI/UDme7s1ftdr50flTfMCubOsisbOpnR4cM9QuzsqnfmZVN/cGsbKYRyghVMCPMx2amhqqEaplpobqhbLNsqH6ovlkx1DDU0KwUahRqalYOFYRamjVCrUKtzKxQ61Ab84xQ21A7Myd0Yehis37ostDlZsNQ71A/s1G4Uriamc/sbmYLZnczz2e2NrMts7WZfZmtzRzCbG3mKGZrM+9O6JhwvbmY39ozn2e2NvNlN+gmmRuZp818173K7W5+xzxt5p/M0xYIME9bIMg8bYEw87QFEpinLVCKedoC5ZinLVCeedoClZinLVDXne8uDmQxT1sgl3naAk2Ypy1wNvO0BZozT1ugBfO0Bc5nnrZAe+ZpC/yDedoCHd3d7p7AlcyyFriaWdYC1zDLWqALs6wFujPLWuAmZlkL9EpUiU6gd6KbmBi4NTElMS0wmJnVAsMSDyYeDIxIoiQjMJKUsQdWLxEeXxJ5ZFAydpNSsA4HKB1rt4VVvTr0NbAHqSZWQYeyYCVDsIdNyYU95P95aCb/gMEWM1EsZhIs5qXIdRn2ZNjNa1DitXQ9NacbYENbwIb2A3Loj70lDaDBVIqGYC9NQ2kEah4JC5sOC+tShhExEilT3hAua3iwuWfA5taEppZRi3KM2kYd6OsadRHOgi3OEFtcD7b4Ysj2sMjnCl9ohnEN7HJ9scv1xS43gF2+Dfrhxl2Ua4wzxqHMu2Gpy8JS3095xkRjCjUypsJq1xOrXU+sdj2x2jmw2gsRXgTbnQPb/QrWg1eNV6mp8ZrxFuUbG2HNC8SaK1jzXMiGsOm22HRPbLoSm+6JTU8Tm36O2PQzxaY3FpteDjZ9IVVUi9QiKq8Wq6eosloCK19FrHwVsfKVYOXXQv4fbH0FsfXVxNaXh63/F+QmWPxKsPibId+B3a8gdr+C2P2qsPsuVTcjsP41xPrXEutfE9Y/neqYGWYG1TUzzUxqxSsBwlgJqDZWgpqQtczayIX1gLJ4PUCuJmYTyKZmU8QWmAWQzcxmSIO1ARJrAzT8rvV58q51G3m/+jx5v7qNvFPdGuvESGoWuD1wFxlYLSZSUmBSYCqdFZgWmE6pgYcCM6lJYFZgDpUJzA08RRmBJYFnKRMryiqqz2yilMvrCuXzukIuryuQnuVRCyvZSqZ6vLpQfawu/ybTetd6lypZ26xtlGS9Z71HAet96wOysOp8DM12azs0O6wdFLR2WjvJsXZZu6iUtdvaTQm8JlGE1ySk/ML6gpKtL60vKQUr09dkWN9Y36LGfdZ/KNX6zvqOyvBahRp/sn6idOuAdYAKrIPWQbTtZ+tntOcX6xeEf7V+Rfg36zdqZv1h/YGS/7QVpdqmHaBmtmVbZGCFCxIWC9uhiB2yw5RkJ9gJZNqu7VK6HbEjVGAn2olIg1WQ/9XdTkXeNLsU8qbbGUifaZelFLucXR4lV7ArEDOgVoasYldBCVXtqkhfza6G9NXtWkhf265NZew6dh3o69p1KWBn2VmUaJ9hZ6P8M+0zkTfHzkFp9ex6SFPfro+8DewG5PKKi7oa2Y2gb2w3QcqmdlOUkG83J8tuYZ+LlK3t1hS0z7PPQ5svtv+BfnWwO6H8a+zOqP2fdhfUcr3dFeV0s2+i5vbNdh9qYfe1B6DGW+2B1NIeZMN62EPsoVTaHmYPQ2tvs0egLyPt21HOKHsUShhtj0YJd9h3UII9xh6DWsbaY5HmTvtO1AIEQGUZAVAOEMAkyrUn25OpAeMAygAOmIbY6fZ0yrQfsmEH7EfsRyjfnmHPwGjPtmdDzrHnUn3mgEV6YAWUsNheDPmkjbPUXmIvQd6n7aV0rv2M/QxKXmYvR+xKeyXyrrJXQf+cvQYpn7fXIuV6+wXEvmi/RHlAGK9C/5r9GmUDZ7yB9G/ab0Lzlv0WUm6030bKzfZmtOcdewvSbLW3ooX/tt9Fm7fZ2+gM+z37PWpkv2+/j7zAKMi1w96BknfaO5Frr70XpX1hf4X0X9tfI/339k9Ic8A+gNE4aB9E2362f6cMxjHUADgmgnBiMJlygynBVCobTAuWobxgerAcNQqWD1aiekA5NSk/WCtYm84P1gnWpabBrGAWNGcEz6SCYE4wByXUC9ZDyvrB+kjTINgAsblB+I7ARmdRw2CTYBPU1TTYFOnzg/mILQgWoC7mFDAYM1F9xkyQwEyQwEyQwEyQwEyQwEyQwEyQwEyUyZiJyjJmggRmojMYMyEMzET5jJkog7lqKdtp4bRALiAnaICckAbICRLIifIYOVEjICd4Ak43pxsVAD/1oSSnr3ML0gBFIS9QFPRAUUh5u3M7yhnljEJ4tDMaeiAqtAeICunvd+6nXGeiMxG5gKuoAXDVVGimOTjrnOnOIwg/7jyOup5wnqDzGWlBA6RFYUZakEBakEBakEBakF8639PZzg/OD6jlR+dHlAPURTmMuhDWjub/3goRnRsyQgZlMAKjskBgQUgn5FDDEDbKCYVDYYTdUCJkUgjrb8gLeZQXSg6lQJMaSqX8UFoojRqESoVKUUGodKgM9BmhDMoNZYYy6YxQ2VBZhMuFyqGW8qHyiK0QqgANsB3CwHZoCbAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdhRnb0dnAdpeQF+4Y7kh2uFO4E8KXhi9F+LLwZQhfHr6S0hj5QXNXeD6p8GPhJxEG/kMY+A9pgP+Q5pcEg1SCSsikcxgFUuModwOjQFKMAiGBAiGvcq+i8u7V7tVUyb3GvYaS3Wvda6mie517HVV1O7udqYr7T/efZLpd3BsR7up2Rfpubjek6e52R5qb3JsQvtntRdXc3m5vpOnj9kWafm4/xPZ3B1AFIMtB0A92B0MPfAl5m3sb5HB3BJVzR7q3U2V3lDsaKe9w70DKMe5Y1DjOvRea8e4ElAwMilomu5MhH3AfRJqp7jS0ebo7HeU85D6M8CPuI0g/w52B8KPuoyhzpjsTsbPcWVTTne3OptqMXKkWkOt8qus+5j5GrdwF7kKEF7mLkGaxuxixT7tPQy51n6Esd5m7DLHL3RWIXeU+R3Xc1e4aaJ53n4cGeBcSeBfyRfclqu6+7G5AmlfcV6mG+5r7GlK+7r6OWja6b0Oz2d2CMoGGUf42dxvke+77SPOh+xFiP3Y/Rjnb3R0I73R3Ui5Q8m6UtsfdQzUZK1MFYOXRVC5yR2QMVYmMjWCUgJvHUVbk7gjGKjI+Mp4qRu6L3AfNpMhkqht5IPIAtWI8DQ3wNGUxnqY0xtOkGE9DAk9DAk9TGuNpqg9k11zwdGvB00qQdBQ3FyJmxseJgo8T6QrsiYKM2wgybivIOEWQ8QWCjEsLMi4jyDhdkHFGDH+PJfw9jvD3WMLfYwl/T1j4eyzh77GEvyci/D2W8PdYwt9jCX9PkvD3WMLfkyT8PZbw95wv/D3thL8nVfh7LhT+nouEv+di4e9pL/w9mUDqCcDNESMiGD2DGhqZRiYwNCP1xkDqF1MTweKXGJ2MK6BnLN7U6Gp0BcK+1bgVcqAxFLj5NiDyRkDk46gAWPxuhO817kV6RuSNgMinUXNg8RnUAih8BeSzxrPU0lhprEcso/DLBIWfIyi8laDwc4HCc8gUFG7G4G8T+Pscwd/nA3+3ExTODEMBYRhKFoahZGEYKiUMQ8mC0f8hGP0sdbe6h5oxsz919JE64/K66mn1NNVWzwGXVxVEXl0QeU31lnoL+JuxeGW1RW2B/l3g78rCWlRefaC2A5HvVDshmcEoS1jd6qhP1WfQ7FV7IZnbrYIwG1VT36p9CDO/UQ31vfoBYWY5qqV+U78jzFxHFdWfSlMFYTyqYhqmQph5j2qYlmkhzOxHVYT9qJqZYCZAkwT0ny24v77g/lzB/R3MsmY56Bn9Z5tVgf7PNGsA/WcL+s8x65h1EM4ysyDrmQ2oATyBRgg3NhvTGeZZ8AeyxR+oZ+bDH8g2zzbPRvnsD2SLJ9BJPIFLxRPoJJ7ApeIDtAb6n0qJwP0zKUUQf7og/rKC+BsHVgLxNwXi30AFgVcCG6ml4P5WMZxMlnAyJQknU6pwMrUXT6CteAIthJ+pnfgDTeAPbCVbfICg9QF8AFt8gKD4AImC/oOC/tOtT61PgfI/t/ZCw7jfFsRfRhB/W0H8KYL40wXxZ1j7rf2QjOlbC6YPCqZPEUzfWjC9sm1g+qCg+aCg+QxB7a0FrwcFqacIUs8QdN5acHlQcHm64PLWwOLwe+1sIHJbsHiKYPHWPgrPtXORPs/OQ3rG4q0FhUcxd1BwdlCwdRvB1m0FW6cItr5AsHVpwdZlBFunC7bOEPScYY+3xwNT3mffBzTJ6LmJIOZ8e6o9FXpGzA0FMbewZ9ozgSMZK+fZc4GV8wUrlxWsXGAvsBcBxy8GSi4rKPkSwccF9gp7BXIxSs4TlHwJUPJzyLsaWLmsYOXGgpUL7JftDSjhFfsVpGesnCcouayg5MaCkgsEJbeytwAl5wtKbiEoOU9QcoGg5OaCks8VlNzQ3m5vRyzj4ygybmh/Y38HDePjxoKPmwg+vsT+0/4TCJWRcb4g4wIg4zIIMyZuLpi4RbBysDq1FGTcSpDxZYKMzxEc3EJw8GWCg1sJDi4bbBRsBMkI+FxBwK2CZwfPRpnMKJYkXGKWcIklCYtYkrCIWcIiFhYWsYuERcwSFjEr2CHYAbUzl5glXGJJwiLWTljEUoVFrL2wiGUKi1imsIhZwiJmCYuYJSxiScIilhrDIpYkLGJhYRFLEhaxTGERs4RFLElYxKwYFjFLWMSShEXMEhaxVGERyxQWMUtYxJKERSwzhkXMEhaxJGERay8sYpbwh1kx/GGW8IdFhD8sSfjDLOEPax/DH2YJf1iS8IdZwh+WJPxhlvCHWcIfliT8YZbwh50v/GHthD8sVfjDLhT+sIuEP+xi4Q9rL/xhmcIfZgl/WDvhD7tI+MPax/CHWcIflin8YRZ8mFRqAo+lOrUQ/6SlU9OpCd+gllMLWL+uU5caO1nOGfA3sp1s6HOcHN9vyXPqOw3oXPFe8pw8pzEk+zCtnKZOU5TDPkxLp7VzHmQbpx1Ku8C5EGkuci6ihs7F8GQKnPZOB3gIlzmXIZb9mebOdc51aE8XpwtyRZkY2cNpBQ+nJ+piDyfRucXph3L6O/2R61bnVjrHGeQMgma4MxK9YD+nifg2ZYW5MU88nHxngjMBkv2cc8XPyXemOLAS4ufkiYdT4MxyZkEzz5mH2tnbaSXezmXOQmcRcrHPU+A85TyFNE87SyGXw/NJcHY4n0B+Bp8nQXye88Tnaensd/ajZPZ5mji/Ob+hd+zzJIjPc4n4PC3E58kXbydPvJ0m4u3khSLwcPLh4SRTc/FwWomHc454OOfCwykNL6hMKB0pM+DhNBbfpqz4My3hz9RELXXgzyTAn8mFzAs1gSyAD5MgPkwCfJiLIdl7SRDvJUG8l/PgvXT0PRb2VS6HH3KleCxXh6+G5vrw9dQs3DPcE/Lm8M2QvcO9IfuG+0IOCA+AZC66ZOGiSxYuulLCRVdKuOiShYsuWTwfU3ybfySUTahCZyW0TfgHNUu4IWEodRSmuoB4OwF4OHXhRbAPU1d8mNrujfBhKrs93J5A6uy3VBaPpS48lj4I93Vvgecw0B0IDfsqVd1h7jBohrsj4aWwf1Jd/JO64p/Uhn9yDzT3wkupLV5KTfd+936kZ/+krjvFnYrYafBPasI/eQilsX9SXfyTqGdSVTyTbHeOOwdynjsPkj2TXPFMOrgL4ZnUg2fyJPRPuUsoRzyTeuKZNBDPJBeeyXJoVrjP0hnuSnclUq52V0PP/smZ7lr4J9nuOncdYjfAM8kRnyRXfJIO7pvuW4jd6G6Cnj2TBu5WdytSsk+S637gfgj9R/BJGsAn2Y7SdsAzqSCeSY67y92Fetk/qS/+yZnuJy4wnrADZgkfaR33K/cbaJgpsIq7z/0OYeYLrCF8gVWELzBL+AKrCF9gReEjreD+4f4BydyBWa52gQCFQbAagDkQoPAIVhRu0grCJlheuEkrCKdgDeEUzBJu0jqRxEgS9MwvWCOSGkmFhlkGawnLYMVIeiQTscw1mCVcgzWEa7CWcA1Wi1SJVEEsMw7WEMbBKsI4WC3SM9KTKosnVh2e2CjxxHA+RO6K3AUPbRy8r+rifTUQv6sD/K4pCE+NTKcc8b4aRB6OPIwwMxfWEObC8sJcmCXMhbWEubCGMBcGyLB2wIshak73GLnY87G3MjqoRKDO7ubowFrI7oENgY347ArsCxzA/qf1gtnd2oR9m7UtsDawlnPxd2BfNC1itzFq5bzRHVoug/ddgQNF+TcVlbKPynk36E16k9dTb9abvZtE9tXL9DJvkP5If+QN1sv1cm+4flg/7I0U/e0iR+uleql3h8gJkmailPOAxM6S8GyRj0uZS0T/tMilIpdL+c9JeI2U87zItSL/T+Q6kS9x+WREW8HfVAu78rpLCQtYUkWzk+6sO3vX6416o3ej1NxVZA+RvUT2FnmLyH4iB4ocInKoyFEix4gcK3KSyAdFThE5VeSjUtdMkXNEM1fkQpGLRC4WuUzkCpGrRa4X+QJLauR10cP1cLR9hp7h3cC9Qw9e1C+iByy7UyWqhH5wuKfep/fhd2LZSzS9Rfbxe8bhfiL7i2aA30vWDPL7yuGhIoeJ5ja/36wZI3KsyInSkkkSnuyPAYeniJwq8hFp+QyRj0r7Z4qcJXlni5wjKeeKXCB9eVzav1A0i0QuFvmk1PKUyGf8kWP9cn/8OPyshFf6Y8ma9SJfYEnK7EQuueY0fpqHAuaF3AKcG011U7OfXqAXeB0pG3suYirAr+ykX9Ov8f+/Q17BEvE1qAZ+BaTCr3BAH8CvwLK7aHpIuJfI3iL78D8oYeQ53E9kf9EMEDlQNIMpTGGMPIeHihwmsbeJHCWaMSLHipwg6SdKjZNEM1lSPijhKSKnipwlaWaLnCOauSIXiGahhBeJXCzySSnnKZHPiFwm+hUinxXNSpGrRbNe5AsiX+JWkYExw6zEdz+9Sq8iE8c9dU8czdKzMHpNsONX0C/rl3FUDjtyUGXsnPNCfSFVwvea6D8+6hkYdZb9mA0G6dMoDaPO9XcV2UNkL5G9/ZFm2c8fXZZDRA71x5LlGJFjRU7yR47lFJFTRc4ROVfkQpGLRC72R4XlCn8kWK4X+QJL9K+ff65Uw8792qV3wTJF+6so3eyEPpN5uXkFYvkagilXDwJmP7MfWeY0cxrZXkekD3rX41xzvO44v8LezV5fSvAGekPJ84Z7I6iUN8obS2W8u7x7Yanvw3lR2ZuI86KqN9l7gKp5U7ypOFcf5XnmLfSWUpa33FtBud4qbxXleau9F2BbXsLvdjb8+At4xbFnOmEqJc/E/fc28xDbZtFTTL/F/tvIcW4J0XdA9GeaebpLfKNJ4o5nc2P+PcaStZefYN0XywbK64j+xOefe8d/HruEdut79b2F7dFPYYdV0av1au4325miuHf99+JieUVrCRNh8X7swX4g/h0Sfb4+/7j6xhtsmawlfvlxZdXHfljaYm05vF1pUSZasaKxbXoz9i0D/z2DA8wwE+WYib55WfJ2ZOZVfjLyOFnpwsXfHtK8fXvoKVrhQ/vwsH/k+vPQv7Hpgz7H1Fw9lxph57HD783WTK/XYvHYotF12LFa8UyX9Hy+FI5rJvaS+nG0/m+OcjEebROkQ/LMc7HnOBkpxR3z+QpLfLRy9UK9kPsg4cewf1oyF9DhZctWIZ6PU86FTtgP30o6pw/LS62wx5b1o/6RQtEnt4u15dlCLrIjbG78P0FJWW7J/w4ldvl4toD/LCafX2mxLMwlb4fPVdlKyneEdpVYpj8/pOyc4oyDsWlKjHsryqF5zHr8ucFlsf2U78I5sfQ43uJQFMHKdhUM/bW8pnmdvW5YzXp4PSgRK1g/SvJu9W6j0t4IrFoVsGpNxbo03ZuLFWm+9xi1kJXqHKxUL1A7WZ2uQIn5sla6ctU9Iitmolx1j8i6mYg6/on1tYvXhUysmNdj3bwB62bAu9HritWzG1qQKi1IRQtuBobo5fVGbB+vD4W8vlhVw94taFkqWnYr5EBvIPSDvEFo62CgM+UNwZprecPQ7gS0ewSleCO921HyKG8Uyhnt3YEVeQzW4mTvTu9OlHCXNw613O3dg57fi36moZ/3QU7AGq28+7370VpeqQPeJG8SypnsTUaND2DVDnsPeg+ihCneFMROxegkY3TYr3nEm4HePerNRO9mYU0PeHMwao6MWipGbTE0T3pPoZwlGMEwRnA52r8CK77lPeutRMt53U/xnvOeQ67V3mqkX+OtQ8vXY6yTZawV9mYy1mEZ6wQZa1fGOkHG2i021nbMWAcFqaTIWAe9nt5NaAGPeLKMeFBG3JERD8mIB73+3gBoeMSDMuKRmBEPyog7MuKejHhIRjwoI54oIx70xmGsk2WsLRnrZBnr5COMdVDG2pGxDmGsp0Jz+PjaMeMb9BYALad4j3uPoy9PeE+gZB7roIy1I2Md8p7xnkF4mbcMeh73iIx7UMbdkXH3ZNxDMu5BGfdEGfegP+6MiQxKwacWPkRdWOed47Uj8i7yLkLO67zrYH0UclTzqkFb26uNVmd72ehlQ68JUhd4BUh3iXcJfv2rPH5HNlpqPnKxheVyr/d18JBhQ66N06VBV47a+zoD5Z7jnXeCNRpI0VZkG7/UjvhcKWXe4GtaosyLqE2cLhvf7BvkxmnTYXeryV7B13PJF4jsjFICaFlLtIxbUBEtuAbe43hvPFWN5lc5pFSeype8N/o6IHBVRTWL0zlkqkSVo+rEao0fSBk/q7w43Q4yjU+VrarEaV9HGSlxmpVIt8NYa7wUp8VZZbyOfYHxZJx+HFnGUtknGA/GxfRGOVONAcbEOO3lKOd241p8hsbpm0PfHXtro0ucvhbKb489G5+2cTGJiMmTPc3IiY2h/WQb5XinXyFLx8W9j1YR7UBcrPYl/Fpf0ev0lWHH6RdBvwX7UtoXp58MpL0G+3R8tsXFDEbMbNlH0Nq4mGvJpjtlvwGfuXFxfF71lGcLDun4vOJnFQbHafm8ai574TjFn1c88y7wZ15YZl70zJ5/1HOOU8wT+XC0HhMzz2xpjpY6uvq6WvD23jezzd5x2hR4fy9hTzcvj9WrX5GazFfNjXHaT5H6QfWVudRcGaffCO+R//F+izndnBkXswxn/XPmw3G6mSj7IjXfvDNOOw5lNzYbqwlm3zh9X8yRgWa+eW2c9kqkDqvOZg2zTZy+JVnqB+xtzEQzJy4G/VfZar9ZLk6L/quXVLraYdqxeuNXlLMIO6lX1b64mF04Bz9XE1WNOO2bKGeosVkNVV6cfhnK6aK6GM/h83NczHTMmZmqjbpB9YzT344cOcadsAoXqA5xMV3JVqVVaeNmyPqqcVxcW7SqvfGrqh+nzUUdnxpNYDnieo35YxkbsVcxNqpAXIxCjGMsMzYZvysVG0NfYF5Op33GdGOFscf4Ii5uIwXlKZQtkNONV424s4aW4KxfAasx1JgRp5+KulrTDLYaxpi4mNtQV5aRRaMh2xhx40OdUVpXw0NMxzh9G8zdn/k5G1iU/LiYbMzdHdhz8fnVqFIUZxjpsvaRr4nORYWZV8OD7+DV8epiRp7pnYkVvp5XD+tzrpeLVamp1xSrazPvbKxBLTEnE7yrMRtdmY2JyJ9shSz4EMAqmN9AgT2R/2avF1L38W5B6v5ef6zCt3pDsLIP84YBnw33RspVldGUDnQxhjKB58ZRWcEVUaxa0XsYc7w2UMFiauA95b1IZx3TJhzNojzs25VDtqNbjC3qhNFRWJczcTTCH59uRePj+f3rjBoM6aWSXtrSy7D00pVeJkkvPellKellaellhvSyrPSyXFH/5kv/XsTvxO2u7lVHHfkefkuvhdeiCKt8h090JnX3NTuwXralz+N0b2I+YHWB9Y/VrsBvnh+nmYu8iUadON0EfP+KM6V0nBaW3F9fCjVd0aYtWK9idR3wvQ77rjgt17k5TlMHeaciXayuNL5HY1/kaxkJVffy/6IRP/q5xG+lGJEckfV47mANM6g1PhdJa3uILovkWT6a7/chquVx5OuPE+hBX1t4phX276+aMUebFXzG72OkYHTwz/iefO3MaEUfYjeMZjHaABBNNm3A/v/Y+xY4p6qr33XOSTIzmWfOKye8QUSkSBEREWGAYUgyec2AOIKgIiIiIgJStEgRKRctlyIOiBQpIFpLkYtUERFREZFSX6X+kPpRa6nlUupHrVWrSJnk/vc6J5nMTFDQMt773S/7d3Z29mPttddee+219uNE6DgN8TJtFFwjlTWCINMKScjSk9kQ6BjcPDwSHWkEYRLnfTMbAu2EJiFmoe2NIGyAGwSdSKJHG0HoSnvwa1GjOJ22MQ+n41qCpwS1L3L0+DS1zy8bDv7qVnYFZEz3sqvAZRcw/S9kXuuVk9cU6FyTaFIWVW7m9ieg47/Aev62rHg39cF4ewxOjLq1WSkecGEn0EU4MQssyKS1nGT7OjRB/3n6emA5eKB3et5nnCcLung65fXxwG7zQPf0vJ6Jlz1eD7QQzwyS87p4tjTkzytxf+yG7PSMwbMqE+8S57LcB92QWR5Ya575WTW8697pBjd5IK8873omZZXZ5dnlfswNewJ1yfhV01DKvdCz2g3Lwf0pUh7z9M4qtcg91TPfPRNpGFOeVpkUt2e6Z7q71jPJDdzcO5FGWaVq3f08CTckjhuaMH4dzirXz9PP3c7Ty90ZqfcitZ97bwMl3MiA+ElpCqYxdB11n3RhRLmHI6WDp0tDCdebrv2I74tWfODxeIqyWrXPtcW1HWntAPeY++MG/Nxb3VtdK11rkeZC2lvud7JKrXTNcYGirqMijJw7ssrNcc9xjXNB0rteR+ocpK/NwrHSPdIFq8m1CWlj3bPd87JKVrq6uvu7eiC1DjWOdU9ooIi7q7urq8jdwQXL0DUTqZXuSFZJr/KhW1Ywa7lGAq7X3cXdvaGs65jrmLLPdViBXeSCpe065s53lzRQx9b8Xa1Ap6NuV1Y86/0uqMuufa4GyijKXNcyoecrHyBlm6BsJmWCa5YyGSn7kLLatTMLVkyB3ot6FNdE13xXNkUSSi8Feq+yCmUmuRY0tMrV29UbNgysdVg9sqvGNTmrlCWfVCBTlQkijJwNnOpSTion5UMydAcFGrRyUqQ3YALLALykdEfKe8oJV5ss7HfL6+VNbD/JyiGXnAVxg7JBXixjppOPI22PcjSr1GJ5ugw9Qn5XhJHz9axy05Xpcq0M7pd3InU60jc3lJT7KjGxdiCvQ9oIZaqyKKtkX7mN0lOsDMgLUOMIx36y09pgstNljAFYGTLsqxFZaQS74Lj0AdISbO21UfpmtV2cqZb4FPj7clJpGKmKtFHeCbtGkqGvyHvlw0rWSJU3SkvkR6XlbEHJIrWBt2AzLZFmyPeKtQMJOpu8Ud6bVXK6VCtPktB+Ce0HnRbLGxqwkfpi/pUkyD95RRYmneQ+mH8lCdSQ52Xl9mIGliTIP7mLPCmLiiX0sdAdRS2ObcV1S59Jn2GOh/zDbC/J/bJqeBdzL+QfNERZelfukFVml7QLc8xGnu1laZfsaShFC6XVJFZOIP+kxwSFM6UW0VTYOpB/rFPsa6CONF2aTrWwdYAb6hQrOQ2laqmflGCNC/JPqpVWZpXrJ/WjdlIvseNLkH/4PcdJbUl9/f8Vm0nonMMxz34T2ynbanJWXHgF1R4jt3Adl5eNpvRKZtMcUzI5IC/LwrzWKqC7muW8tVHOyrKgg43CerXQbyrw2ON9KsctJGHvSsxF6bjZDrywE5fmizNZXz3z1dgN7D/O2mc5c+N0R9+axvhPAF5izF6TFSv01H2MaTruzOsdwjS7oGzQKVayRZ7LW0zXC3GrxlMdfq1wWjWd42p4xXB+o7j+NIf7MzuuK/fYmEZxOq8fhjNxZ06lcIZK4lcVNayfR9m/Ngfet+XA+7YceN+WA287bhyvh4YzcWeOd2UjvIeyH2Q/8aX93TCyYlw35gbkyCWzeoMDLoNV6mVpVcTSqoSlVSnLB983KKk4I1OM0iWMx/c4TvQGNDV8z86KFdbQWITESYkJWfH2WHbxbn8rx/7+3tews0LsT4Mv3uKzHo9bGaYMI1KuFKvByi3KLdALpinToCvMUmbBsmqgoj2rCpxLfPf5lhCpN6g3k6zeot5BBZqhVZChVWojaIhWq9XSCP0VfT9doR/Q/zfdYNQYw+l7xghjFN1h3GjcSHOMm4yb6S7jbuMXNM/abr1GjwvMHC4Sp2J6UF9n/afRJ9UXblVqVSa35EhGSHe9WIccNC41LiXZTPmBs/Wu9a5IU/jMkTJX+YwK0u/NOnsfcWYj+Y7jyuHGwO2HO+S4L+DEdzpuHRzy1R+sP5haD7cwtZDjt8KJPFOTU1Mz7H+YScNO9Ur1ysAW9ZwCdhonhj0aLpQKZercbztxXrUR/j1SPXLRvWlcGu9kUbLR2QKBN3/vTO7M4L0qy5XBdYZL/37McSLs9G/Kk/IwbLhGeCA+nc584NAktdZxZY5bm+XugxPf98KJ71apVoKmAn/+DXqLb8ZXwBI4ZNP7MzhBc4GTKHcafcl9lqsvBb1zwUadpw0bfk7YR5NHG8HendydohQle8OF4fA7+ajjnocT30vgxHeaB9fXr0/dCjcuNS45G07AXgEn2iP4RKZ87SKMdeKxXsZjvSOP9U481nthTC+hCqPOWEfDrV0Y2dejjIYymB21i7WLyaP10S5DuL82AOFybSDCg7RBCA/WBiNcAeh5gF4JfyjqkLkOmetwcx1urkNBHXXwl6ImN2rahfH+srWH8q1foVZY5TSNZZuUJdsk3xgfpLHvJh+kme8Wn4i51YdZy/cDH+Yz31zfXJIg124gtzpBhf2kTlYnkwsybgrC31d/THnqfepS+MvV5fBXqCvgr1XXwn9DfY+K1T+qH1EhpKEf2LfWWsNvq3WAL2hWpl2pTUb4h9pi+A9p6+A/rj1JJdpT2naEX9PeoyLtE+1zyNPj2kkq0vP0IspjuVaqX6mPRHi0fh0V6OP0iQjfrs+Bf49+H2KW6EsQrtOXwX9QB1b64/pG8uqb9M3wn9SfhP+c/iJ8QUef/hcdtehf6F8gZ71eDz+lpyjP+I7xHSpgGaob/Y3+iCk3yuEPMgbBrzDQN0algb4xgkYQfsSIwI8bcfjDjGEkG8ONKxC+yriGVJb1HuNmyHrZuMWAbm9MMaYgdZoxA/4jkP75xgbjcSozNhrbqMh41niBSo0XjZcRv9v4NcKvGm+TYRwwPqN88zJzIOWZFSZwMCtN4GDGzBj8arMa/jDzcvi15pXwR5mj4F9tXg3/WvNa+KvMHYAgZoVS/3n+fmT4q/3j4N/unw//If8qUvxr/E9Qvv9P/j9Rof8f/k/ASdut50kFV70M/xXrFfh7rb3wX7Vehb/P2keF1lvWWwjvt/bDP2AdgP+O9Q58Mfdo1h+sP5BpHbYOU4F1xDqC+L9af4X/N+tvpAbKAqrQLiRLzE9STNpBnjN/37g4w8zn7yDX+Pdmx4n3SKblgXOeqmleCsJB2+AzdSI8Hk58i7y1cJCZQq5k8op4B2ajvG/CxVIxlqkiLOSoqEOcaUzj4Jzh5HTIEpbh6XInkyezYQs8haxhHYNYx8jDqOpFGvPmhdAohkHWCP7qzbrExcxNQmdQefwqGL8TMGZvVCdiRN/EY/lmwJKcsXyreivyTFWnIjxNnY7421RoiOr3VFjq6u2oT+b6XFyfm+uTuD6Z65O4PiFlzG8gZfJZasgsBRQe526uL49HkYvrK2CudTPXeplrvcy1XuZOF/OZh2T5EHhIlj9SKvDrK88Nnt2PfWo09Qfxpn3H381vZrb9x/gNupP4nZw8h4vZy0kttTnV1kEc3y71/dT3s3iPGoe/cb3OCMk+79qoLMYBOSdM03rHadfLeNoa1Cnr/fL21oj/qj/j9p5OvTYE+x9w7fgHxX9nNqq3WXtz9PgZ0tk5q9sfLg3BxsemM9fr5LHDMs8so4jA9S+x9VKM38MRe7lxOUbNCIwXyag1rsSoGYl8CvJth0bwnPUcydYOawfCz2O8yNYL1gtIfdF6EWNnp7UT4ZcAUYzk1d9gJKusHXjVxepiKoSOsASy5H71foTr1DqEl0JrcKnL1GWIeQC6g6w+qD6IsNAgZPUn6kqEH1IfQniVugrhn6o/RXi1uhql1qhrECO0DJf6sPowwuvUdQgL2eFhjUPIxnOgmQn9wsv6hZf1Cy9LlgLWL7wsX4pYj/Cy7uCF1lAHu2mpvhT61TLoDi79Af0BKtSX68sRflB/EPEroE249F/qv0S80B1K9OP6cYS/0E8g/l/6SeSp15NUaJBB8CVDQh/IhoKwy3Aj7DEwqxl5Rj7CFxm9HZlaxvqFl/ULL+sXXtYvvKxfeFm/8LJ+4WX9wmtcA52ilGWixhqE15htzAZkW4/43ABWxhfGF+CJE8ZJhOuNeoSThsAtZaRgFYoLES5TMmUqNBUTuJkeE7iZeWYewvlmPsIFZgHCXrMQ+YvMYsSUmCWIKTXLEPaZKsKaqSGsm36ELzX7IXyZ2Z8Uc4A5AOFysxzhgdBW3OYgcxBiBkNnUcwh5hCEheaimEPNIMIhM4Rw2AwjXGVWIRwxIygVNaOIEdqN24ybcYQT5jCEh5vDkedyaDpuc4Q5AvFXmFcgXGvWIv5K6D5uc6Q5EvGjzKsQHm2OQfzV5jWIGWuOhX+deR3ix5nXIzzehJ5rTjAnIHyjOQnhF80Xkf9l82X4r5ivwN9j7kH8r83X4L9hvgH/N+Zv4O8zf4vU/SZ0cvN35jvwD5p/gC/mqmKeq3w8V/l4rvKxDlXKOlQp61ClrEOVsg6VxzpUKetQpaxDlbIOVcpzWxHrUD7WoUpZhyplHaqUdahSXiMQ62PptVGi2/HbwzM/8Zxvz/AKz+32TJ7Hc3iBWEWw3mB/Dq8iiHN9UzN75nfwrkg36oHYMdB1smPbkIXYoFiLcU5o3iHWYzAOwWJaZ+1czOrC5nHBhgmSByMHlgmsl99h3t4FK0XsMspqF/USlIpCgtwEXL+v3gm7YzFkh9ALfoNx/kf1T7AOBEwfQ9MwwkeSoY3Tric/xvl8Cmg/0hZSa4z2VdRWW6OtpfYY8xupI8b8FjoHNsVrdK72tvY2dYFl8QmdB8viOHWFZZFH5+ut9dbUDTbFaPoObIpx1B1y4Xa6QL9Tv5N6wLK4h77LlkVPWBOP04X6E/oT1At2xHN0kf4irIne3K6L9aP6UbpEP6b/jfqyTdGPJcJlPM4HsC5TzuO2gm2BIRi906gSWv0BGmr8p/GfFMTo/ZxCGG9FFDb7YSxVsVYfY00+zhycgA6/imrMX5q/pGHm8+bzNNx8y3yLLjdTZopGgOfOoyvAc9VUC33+IboS+vwaGun/uf/nNMq/07+TrvLv9e+l0azhj+GZ4Wrmy2uYL6+13gAvjGWOvI65cBxz4fXWQesgjQcv/oFusA5Zh+hG5sWJzIs3MRdO4t7U1VGCl1Sd/QBzVCdeP53PU5zNqYNohsNJ32eO+Spreh1VsB093tGHJ4BTJjq26VTwy3TorV51JjTWYubtMlB6MqmgwWrmUb9xgQGtwrjQ6EWyf6kfkt36u/V3WDf/sP4Bq+QT6xPw5D+tf8KW+dz6HOPtC+sLKrb+Zf2LSqx6K0mlASkgky/gDrhJC+QF8kkPeAOFZAaKA8VkBUoDGgUCRsCgdgF/wKL2gdaBNtQx0D7Qns4JdAx0os6BzoFzqQuJN9VCAkszpSS0VOOrtIrsT71Sfzw5Kzm1PlFfmTwKjWVG6lh9IjkLOtNFqUnJx1JdYTP0Tc05Vfnke81z1lfWr092SJpJuX4HIM2BxTIH0HkVBmFho8S+NOd+XitK55zEOSfX70uOSQ5PTgC+W3lFa1X95OQKYeGkKtgmu1f8y4XYAcPIttD3rbRWkBNttbbk1tpr7cmjddQ6gjM6a+dhTj9fO5+KtO5adyrWemg9IA96aj0xDwptqAxz3yNkGT8zfkYB4+fGz6kVLNfPqLX/pD9FHVlXOlfYKLwiIWkW6pO5Ppnrk7g+ieuTUV8XhM9DrTLXKnOtEtcqca1CB0trWwprW25b22I8ZMZDZjxkxkNiPBTGQ2hYrZkXJeZFiXmxiHlRYl7MY17MZ170Mi8WMC/KzIsSeLGe3FYSHOlhjpSYIwuZI13gSC8pgULwpZf5UgNflsLG1sCdxcydGrjTT2UBCzzqYx7VmEd15tFS8GhnKuFRK+4n9MlI/Flinbz5OMXYrKNOPDbFfmhek7E5BbQRKyL5thXHks/LKw1ib62AW0+MqYtHkJtx9PIIKmTsihm7UsaujEeQmsGuG410sLtTrJOzzCCWGWW8ItahBTGizMlR+/z17MzqvLDCxSw8CXUrXKvQ3D3c58R9K3HfyixnFO5VN/dqXiO49mnNH2Tgypitrkd7b9Rv5JtEHusj6yNAPGGdAMSTFnRSK2WB8wJKwIXWeAIeyBubdvYuqn1HZQ5rCmJFgGybn2cFF1sKbrYRPGwd5An5bv0dlGnQFewbNHYf3MVtFXaAWKu41VlBEByvML+Sw6+C8xR23agX7wGleWyus8sn9mkSmThR6xLrfoYjWYizbrRABesuaynLdhfjS4yvxPjKjK9yBjXfnaPmu7nmH1h3/dtqlpV9gOtWjrjG8fse/02fVF2WS98DTv9+A84JZ/KzDZpVfnODaxqX/ftM8PnKcCwVO63yWfsyDbEIl6XK+HsLXCzLOWXTvzl8D1w6LNb+mq0h5MDhVucfTU6VnkXDbPqn0zIxux3nhDP5s8KN4O6DO2X7s+KdvSiGPTbLpeH2tR2H18BlwzkFzJxtc/Km62lafybNcZm4YXC7c7vsOpryYqb8j1I/4u8N4v+mGuIy5cTdfvrqdZlGeIIO6XBmPfdU5VbCZWOd3WfpdmCU+7b5dhL5dvlepQLf6743IBEhRxC7jSTfs75nSfZt921Hvud8kKm+Hb4d5PY973uePL4XfC9Qnu9F34uU79sJKAWAsgulXva9jFK7fbtR6hXfKyi1x7eHvL5f+X5Fhb69vr1U5Pu179co9apT6+tU7HsDdYsTRebXrPsl30uo48swKGQMihiD4kYYvOZ7DWUFHiWMR6kjTYWE3Ue2NJ3HmrtP9WF20IV1oPphHQjrrwtmmWKrGLNMmVUG/UezDOg/naxOPCObjl14q3ob9A9hBXrZsixiC69Ee1nbDV1EWHWq9k/tn6Tpso66dZfuIoMtPFMfog8hP1t4lj5Vn0oBtupa6ev0ddRaf0Z/htqwPdcW9txOasf2XAe2UzvxHk5nMb9aeVYeZP051nnO/NtNnGeTvE77fsjziil5+IzKZ5lYmYpUfNACQzXQ6lYq9E61p9oTc2VIDZNLvVIdh7aXWCWkWj7LR5plWibpVnerOxlWuTWQTCthjeIZx8qmhjoLtrJXfVbdDmoIypQwZcqYMipTRmfKmEwZP1PGYsoEmDKtmDKtmTJtmDJtmTLtmDLtmTIdmDIdmTKdmDKdmTJdmDJdm1Hm6/Ry9r2KWqbbfMq+VxF21jTs2PS9in7U3YkV+sibjImYnwnzcx35HS1FzOF3W/+DU5dZz2JG7ho4H1ZYGlJ3pCx0IIlcCnTcWmhVr+hHqDPrtUHElqplahnapKka2mSqJtrUWm2DPuykdkJPnKueCx2ql9oL+mYftQ9ocKnajwrUAeoAKlQHqYPABVVqhIrVuBoHtBoVNqp6vTqe5YWLtVNi7VSBVncDeaDVTSSvw2fBrBNFC2w+A016ZZ0pWtAUCltGHrY5SpxWVXKr3gaXiVadc5ZbxRJA6oAR0sfB8R7EdOedY+KdYzev+3rsnWO2zfJ5t7iQd4uLtLe1A+Dl/9D+Awj+Xvs9adpx7V8Y2a31tuDi9np7cG5HvSM49xy9Czi3q/4d8GkPvQedyzTswjTspt+pz6bu+hx9DvXgdZzv6nX6UurJO8S9eD+4N6/XXMp7wP14D/gy3mftz/usg3m1soJXIofwikylOcwcTkN5nzXEqzNVvM8a4X3WqJnySxTzK36Fqv1uv5tq/Hl+Lw3zF/lL6Qo/hgS/ZeFb6hPHRrH75F4xSsRZoW8Nm8487m1sfsRWze36LIxhsQ4lbAe3eqN6IzCYpk6D/S1wlBlHnXE8t0VwFLZS+nbUQraWDql/Ro1H1CMYdR+oH6CWD9UPyaM9pT0NXn5Ge5bfHfDt0LSbI0dtfP+nIy8qWF5UZGK/XF7I2lCWggcgBdUWkxRprlz035KikaRo8d5w1hvs3vhxRka0PB5COvR28FicQzq0PEb9+SytjdF9ZyALWhZTe41HrEQtZkyXiPGeLY14Tf0clklDBTZWkVUEupZapdCaVAsYWn7LIsVqZ7WD5tbR6gjp0MPqAc2tl9ULmtvFVh8qsC61LqVCq7/Vn4qsQdZgKrYqrUpAC1lhKrOuskZzWyXepaUceN3/7eLFO8PkSE1xcn2X07N1jtTcROLuy6ZMrGjLrarYG5PJz/vcpC5TH0Cs2MlWeA/bpa5S16DvHlYfgXb+C3UD+mijuhF9tEndgj7aqj4DXfx+/X5o4cv05dDCV+orIZV+qq+B5i32lTvqJ/ST0LaTepLONcgogLZdaBRTT6PUKKWLDJ8RoN7GRUYfGmB8bvalwS0yq2TTZ2lO+iwV9NFv0m/9/44+Nl+LE9knmBLL2HK1279SfQg1ilMMiroObXapT6ibUddT6lOo5Rm0toBb6+UTB4Xc2iJ9DVpbzO0s4Xb60E4J40OcJtD5HIHJbba4za3RZpXaGIZhUjvDQvs7cPs7nXXbRdYUTSeCtflqTsnzAGsaD4AHSN2Avpb4jIWM3vwp89W3gZ2wJu37lcsb7RBMRN2ToBMpvKvoUqer01HTjMzeYuFZxzc/x65A0tkVkMjFuwJu3uvx8F5Pvn03RYb1LE/hN9LYUlbcmbTvVIpWPiji5EN4wiQp+Zk4We4t3gsjY2Q7dyAfBLThjTQvoXN51EfV9WjP4+rjwP5p9Wlgf0h9n0p41vPxfKeqH6ufkqYeV4+TqYmXmvp5h97SJmo3UyvtFm0KtdNu02ZSB22N9jB11h7Rfkbn8Q59N+05bQd1Zz2uB+txPbU/aofoQu3P2p/pImhzJ6i3Vq+l6BLere/Hetxl+vn6+TRQ/67+XRqkX6L3o8H6AH0ADeV9kSDvi4QhjSZRlT5Fn0JR3tGP6Xfpd1Gc9bsE9Ls6qoZ+9xOq0R/SH6LL9bX6wzRCf0LfTLWs641kXW+U4TW8dJVRYpTQaNb4xrDGdx3reuNY17seut4wGs+63g2s693Iut5Ec7I5lW4ybzNvoynmD8wf0K3mXHMuTTXnmfNomnmPeS9NNxeaC2mGudhcTN/jvfyZrAne7i/2F9Odfs2v0Wx/a387+oG/o78j3c07/fP83/X3oh/6L/ZfTPf4L/NfRvf6h/iD9CN/lb+KfsznABb7r/RfRff5r/ZfTUv91/uvp2X+m/1T6AH/NP80+skZ776fTf6Hnhloy6Mgx05WgHgnSwH/805WoCBQQHmBtijB+2lsFxDv6Cq8o+vivVw379/m8/5twSn33eobjzAhs3iXl4wrjCtJNkbBOnKzdeT5mqPUxW8j7kQRtiXFm9/st7SJe72SbxprkmLFjNRR4gSFOlodDahirUyxaqwaclnDreHATOJ7PVrm5Ay+9ZvE7jOJf92VKL3a8hNn1hbrap0zcUKDFidUyHrLelvM1qipC+/bNatbpHIuysBOrzatdG6/Dc+qb6Ww1W3YRnujA3B/w/otsD5g/R762CHrL1T6FbUpXIK4hJtLFGb2GC2nlocEDP2oA6lpKt+IMlpnUsV/ElvUjjWXGifPTzP0zo2Fi6UWsbyS+VyRS7tPW0KeDMUbwZVWOnBXfwXcy6AN3I/YR9THMLOIM0356j/UT2DDivNKJZCGj2L0CWmosjTUIQ1/B0n6R+1PFGAJ2IYlYHuWgJ1Y6p3D55U6Q8bdBEtWSLcuLN3OY+nWVf8J5Nr5fF6pm/6U/hR9R39afxoWrpBrF/DppB4s13pCrpXShXwW6SI+i9SbzyJdzGeR+piWadEl5gXmBdTX7GcOoEtZ3g1gGVfO55IGmjebU2D/Crk2lGVZELLsPti84rxSFZ9Xipjvme/B5v3E/IRiLOPiLNcSLMuqWX7VsMwaxnJqOJ9dupzPLo3wb/ZvhkX8jP8ZquWzS1f6/+r/K430f+E/QaOsa61raXRWD9l8kT4dsAb0L+Sz8MTr5BKvkyt8mszNZ9PyeGW7gFe2C/nEVjHk3jwqMZYay2AxiNNqaoavhB0oduOnOvDXnrLX/521Nub1h5nf7haj1PcXXyrLumpF6XvU63LkEbi345w2nEeyUu3c2Wvs/MZ4pDyaE5LJ2r/pPEQ/ywFL4Tdw2/nsGh/LWWN2237O8Vdzvjd9R5y2ZedYzznGfkmOX3CO65rkaEyfDTnraZzn8Zw1Nc6zMUddTen8v7JS7Vqb59nUJM/YHHmeaJLnupz9tTlny5rm+mXOtjXN9WTO1jXt+6dytq9pri05W9g019M52ticj7bmqLF5rmdy1Ng817acVBXvyWuHUDt2It+zOenaPN/2nJRtnu+5nLS1+D1NvN/HZYh25KRu83zP56Rv83wv5KSwlckpOflezEnj5vl25qRy83wv5ajXnk3TOe3+2JWj3lz5Xs5Rb658u5vVK8snoU09n5xlO77ntf0r3OnkEe7Nb8lN+m/H7nT6oWmffds4p92/u/9XNXd0tt5eIEOmivcWhKEZCe0n+3MC7nRvJKTzSc5tRftuIt9KdO4g8u1DtlDe4LsLMr+twwVNbDPCnejf8pEs6i91p0VSiXjrKlx3OAvPRLSlP2ToCY75EkcN9xvsMxCSeolts1GcT0q6oB/eBKtZ3Hrw8K2HPL71UMQWQjHrjfmsMZp86yHA1kkrvvXgZ+vE4lsPrdmKaMMnP2S2IhS+9VDAtx68fAqkgG89ePnkRwlbEaV88sPHVoTKtx40tiJ0PgViOPepxa2HtmxFtOWzIIV866GQddd2fOuhPdt97TM3qZPoSaHNSnzroQPzi5tP2rr51oPOlkYeWxp5bGnksaWRx7ce0neZ0/eXr+Gby6vgCysij2895PGthzy2IkrZfihjy6GMbz242XLIY8shj2895PGthzy2HIr51GYHvvXQim89WMxFHfnWQzHfemjDtx4UvvXQkW/glPINnDK++9CR7z7ofPehLd996Ige3ckc+Kl4W3ju/8c59adeqd+TLE9eLN48kNya2pyKpbbXK8lw8mRKdt4GUZfqjO9jRCfX1I+rP1j/26Q4jT8cOT2p2pOv1x9OrkiuTu7ns/U9kjtTZalFDXCTU5HeDK6oOQP3692rKGMultnKUXgF1b5nrPA7A+x7xgrfM5b5nrHCa6r2PWMFcNP3jJXM3eKJCN+EOiSuQ4yUtt/CeXlxJ90401PzgXMD55Ih1mOZE+ZAQrgov3lvsxTeDaqLGeqYc1ZzrHNTfVE6nXO+yT1zZmfYvafTJ1zevsutcHmJywt6FzONJaaHwvSQmR55TA+F6aEwPVxMDzfTQ2F6eJgeMtNDZnrknQY9ejAX9oCbIeiRXMccLOjBXGync84Z/yXoYc+SXahn01lS/JsANX+rj32DQOIbBDaO0pdBoSn8rrWmUOz7AhKvi4tU8D//w4N9ph9jmf93ZzxF4cbTKU6wO7l+Bzv0Cfhfnms8320+FSz7/UvCImx8gpDjQYdc8ZK0hpqf8xPn5KKs15zd1WnglSxviVpSnhappX2L1PLjFqhFapFa5PqDLcJj6/7r1JIafdZrwehP/Tj1ZkvUQ7elxNrU2TyVYtezPDXprNcjeGBqi/TO0y3QOy0laWTMji0xOs9+z7TMPCP6v32ynBr2K0XrxBuxxa6Gze3jU57s39I19Z80+v2L+peyf0M7/mEWPBEzumkMLJ7K7DJNfru/eLB+ZaN9CMwhyTcaxSDXiVe/MlfOcv+qb1JO1Hi4fkmjVUjEfT43R9yTTeJEDXvPOEZg0aY59OPbcsR90Dzu5Igccd7Ti0vuzRE36zTj9spTm9UxNkdcXZO4r0elloz5Bj0it5HF/yEUUT/xZrTYOyRnPeK31OSRne+a2ObY1tiO2K7Y3tibsf2xg7FDsSOxY7GPY8djybgr7o2Xxc14m3ineNd4j3jveL/4oHgQKbH48PhIJ/6a+Pj4pPjU+Mz47Pi8+L3xxfFl8ZXxtfHH4hvjT8a3xV+I746/Gt8XPxB/N/5+/Gj8w/in8RMJSngSRQk1YSXaJTonuiV6Jvok+icqEuEEPvFlqGNfYkTiqsTYxITE5MT0xB2JOYn5zX0H2sLEksTyxKrEOsStT2xKbElsT+xM7Em8jhreSryTeC9xOPFBbDNSP0p8ljhZLVfnV5c47c1udVbbbb9ar25V3cGmQ3WX6u7VvexWA6921X2ry6srqyNOvE0H9qtrqmurxzg0yaJM9bj4SOS1fRtyNmXmAeLE6inVM6pnOZRpRpPqudULqhc5lGHfjnH8uuoV1attigHik9XiH9Jy/29hS7zneZt4Yzu40hT2Z6SCn5p433h5vDIeidfEa+Nj4uPiE+NT4mMix+Iz4rPic+MLosHY6/FF8bro4viK6JPx1fFH4xvim+Nb4zscVxffFd8bfzO+HyUPInQofgTwBEQBsyZ+DHA/BuTj8WT848ixyLHYe4AN6LE+sT7xYwJ6tCzhiq8QsBPeRBmgb04I8pjxrQmxp5n+p8WWoNEW3gss4rmQqtqBPvL/3Y5a8l9hGlEnTFQT/SD6UfSz6MmYHMuHE34Jf+uxVvjugKdLrHusV6xvrDxWGYtwWk2slnML1ys2hkvZ+eVYrYAXGweIE/FrCuJmxGbF5sYWAO4sxMgMexFy18F1YOgC9ooM7JrYan5q4Vq1KHW6850dhzrB96kouiC6KFqHZ1F0RXRBuDy6OvoonhUZrAr4P2IJmExEjPgvWAW1zySX80+rj5Q9Qvn8H6sF/O+qXv4X1ULx3xCSeJ96EbUS75wIzuRHwlMT7RPtH62IhqOJ6IjoVdGx0QnRydHp0Tuic/Ckw/OjCzO/l0SXR1dF13H8+ugmjt8S3R7dGd0TfT36VvSd6HvRww39zPlQjnsavca/sx+UEf2SqSsbvignyqTxS+OYxjNdBo/gGoGL6F2BL/9O50nj7cBmzsLD+KdxT+MtnqZ4N30E9wm8AIty/6vbtyChK9fyUxOZE5kfWRhZElkeWRV+NLIulAjG8L0+6I1simyJbEd4Z6hnZE/k9chbkXeCL1TuibwXORxKDF1tO6R8EPmo8nDks8jJqBzNj5ZUboksjOqRJdFWkeXRDtEu0e5VZtXaaK/Iqiozsj6yPto36I2WRzZFK6OVyAvo0Ui0Jlqbhp120THRcdGW/Qc4cVa9bwONhszmpygSiZQEKyIlcDUI10bGRMbhqcnC7WuPtcZSb4iXasLHwh+Hj4eTVa4qb0itKhu6o3I7vs3KO6pOVHWq6opwj6Grq3pX9asaVBUc2n1I76pY1XDkKrIdUkZWXTNkeNX4qklVU6tmVs0e0il8vGoeIN4LmIurllWtDM2PUNVawJ9fJV6z9xhgb6w6EfFEPEM6MfRtVS9U7U7DzrhXq/ZVHaD0/3e1uNQbfIyKwh+GPw2fwPNpFYU/rPJUFVWpeCiD1dfvifF8sq2IIlSKuuZ+7acoPCM8KzwXz6yKEoQXhBeF68KLKsRdym/6HzFfv3WNRv+gdfzUhD4MfRo6EaawJ1wUVsPWoM3hdvjuHO42+EC4Z7hPuH+4omJOOBxOVHwQHhG+asiu8NjwhPDk8HTHhcN3hOeE51cQYheGl4SXh1eFTjBEAdMTXhcuGrw2rIZWhtfjuzPcpnA3AX3Q/kH7kSqgTw9vAXQb9nbAmQB/e6gMteykhv9+aXEJOXAOPzWD1dC60PrQptCW0PZgMLQztCf0ejA4dEbordA7g0eE3gtZocOhD0IfDTw4GLIs9FnoZFgO54dLgu/bLvRRWA+3CncIdwl3D/cK9w2XhysBT0AUMLeEI6Htg2YGg+GacO2gmUNnDJ0x8BBgA3p4DFxEQB9UFh4H6DbsiYCeD39ieEq4JKR+mzQqv4qfmlBJqGbw/lDtwE9DY4JbQuNCEyvaBLdU1oSmhGYMnhKaNfTT0NzBydCC8q3Bw8Gi4PbQolBdaEVodSjiuAWhR0MbQptDW0M7Bh8J7QrtDb05eL+AKGAC6v7QmNDB4JaB/YIfhQ5W1lTWlO8AbEAPHYLbL6CXHwsdAXQb9jFAXwH/WOjj0OqKTi1Mo0NSCdOoHA8N6HNGT01wY/DJ4DbMhncEd1eOGLJsaCT4auWI4L7ggcqxQw8OrQy+O/AI+Opo8MPgp8ETIQp5ho4bKIeKQqrtgkfBke1CnUPdwI19gj1C/UMVgAeIAmblHeWbgrtD4coRoURoRCgMuP+HvfMBiyurEvx9rypFNSJNp9M00ohIIyIixoiINI10/aOqqHqv/v+nqqh/VDFsjIgYMxmMTGQxsvnoDBMz2RgxZphsOrKZLMZMJkY6xkyMGYyImUw2EzFmMGZZzGDETER6zzmvCui02u2un99+327ed37v5L4/9d59555z7ruXqivNPt1VPHszLI1jePZGVXNCd186d3Pnh3k4fycsXfAp9K2ev9evJv3R4/Zz50lyXrirGlQN6mp09bomWOsaGnU1z1erzrHVX0f6/X5759WfEiTJ0c5q52A5rPGpg9o5jV6r1B7WLjyf/Yf5lPoHJDnaPapp1bR2n/agpgvWh7VHQT+uPfm//SkPOCmyuvDXn+v3/EHEojqhzX/hqLbouQeqfM0mbam2omE7rKvrHdoa1UNtvWZT/VZVj2q7tkmr00w3NGlNDaNam7ZC7ZMW2OJRd2qD2pi2Rt2l7XhuVrMZzrdFW6Ttee6Bdru2TzugOqXdrR1W5cO6Gpb9cO4RbY12VDuq2Yxnb5pQFWmPrZw7vTy3oD2hrWH/J7949EfvA9ctMYsm8X/3wqRfUfqj1M4zC0X4rYA5sl3sh5ArO0Ag/qjDIAmQTpCulTWn3gpriOHqnSC7QIZA9oIcAIH8R30EZAxkHOQ0yATIBZDLIFMg10BuMl59m4Sp75Lw6nsgi6AvQQ8Ke1JKkFyQDSCFICUg5SBVIJuka9DU/ZZ1Y/pcqGvSxxhBLLSNaVwgAel66ZhD0j1qIiBJkM1SeXrNa7pJOM02kB2g96+USTIIskfS4XN5zb50+cG0HE7LUZDjICdBzoCcS+97kfZnmkmQaameNNdX6lzad4b2Y5pZkDmQBZAH6XtYlj5PK5fuVZsNkgeSL23XFqW3l6YFWqq2GgSevrYepGnlXuietToQE4gNxAMCPlkbA+kA2QLSk15vX7PO7N8HMpBed6SPG1izfTfIMMh+EOgta0dBjq2u8ZlpT4CcesNrXnt29VnRvUGk0l6Snvfvta569RrtW3tF+hyypXQ5fe5auQpyY3VN9laVtjcLXNMtKL8DMp+2PzzP/dW19iH+6In8CdWAardqWLVfNUIcJR4DnlCdAp5VnQdeUl0BXlXdAN5S3QHiUfOq+6qHaqZWqHPU69UF6mJ1mbpSvZFYu6I3qFVA3KpXC2oHxIawOgGUdImd6i71VnWveidxF3CI9CHS96oPAA+pjwDH1OPA0+oJIB51AXgZ9Cn1NfVN9W31XeA99SJwScMDoVyj1ORqNmgKNSWacmCVZpOmTtOo0WiMkH26iAFiBJjUbAZ2a7YBd2j6gYOaPcB9moNAPOqw5qjmuOak5ozmnOaiZlIzDbyumdHMEuc0C5oHmmWtXJsNzNPma5axRFsklae3QjSFeFejrcfoqTVlqNkM8a2Jyj1pYvzsgKjZQ9wO7CN9ACJnh3ZYux84AhGzQ3sMomKGp7Rntee1l7RXtFe1N7S3tHe089r7QDzbQ6lEx3SKDLEEcvn1ugJdsa5MV0ncuKJjea2uQafS6XWCzgFE3QcMg57Qdeq6dFt1vcSdK/ou3RBwr+4A8JDuCHBMNw48rZsg/QIQj72sm9Jd092EfP+u7p5uUbeUYTOvW2pWQn9kA+iFzSXN5c1VzZvwGprriI0ZvVnTbARaoI8RwB7LCrFXEWje1rwDeiXYl0DuIx5M91P6qafS33wGeir92FcBTjdfB+JRM82z1O940Lysl+uz9Xn6fH2RvhRYoa8mol6jrwfi1ia9Tm/SzOpteg8wqDfpY2l26Lfoe/Tb9X3EAeBu0neTPqzfDxzRjwKP6U8AT+nPAvGo88BLoF/RX9Xf0N/S3wHim5Mb+ocGBoTy9LuTAkOxoQxYadhoqDU0GFQGvUEwOIg+YhiYMHQCuwxbgb2GncBdhiHgXsMBIB51yHDEMGYYN5w2TBguGC4bpoDXDDcNt4l3DfcMi4YlI29UAnONGwxLWGIslMrTW0uM5cYq4yZjneakwWdszNCoMRqBUG60pCm9g0saNxO7V/Rtxh3AfuMgcI9xH/Cg8TDwqPE48KTxjPGc8aJxUs2M08brxhnjrHHOuEBne5AuWW6RG2daspFY0pLXkt9S1FLaUtFSTaxZ0bG8vqWpRddiarG1eICoB1tiLR0tW1p6Wra39LUM6O8gW3av6MMt+4EjLaPAYy0ngKdazgLPt1wCXmm5CsRjb7TcarnTMt9yv+WhiZkUppxHuN5UYGKGCVOxqcxUadpoqjU1mFRE/YoumBxAnylsSpg6TV0r3GrqBe407TINmfaaDhAPAY+QPmYaB542TQAvmC4Dp0zXgDdNt4F41F3TPdOiacnMm5XmXPMGc6G5xFxurgJuItYRceSvhLZmxv8s5ggRdRwJTI8C4gggcd8jOo4H9tOIYD+NCfbTaGA/HYVjgtdpPHDOvCCN/wlyIRuIY3sLQpFQCqwQqs3dQg2xXmgSdIJJsAkeISjEiB3ELUCT0APcLvQBB4TdwGFhP5XbhBFhVDgG+gnhlHBWOC9cEq4IV4UbwFvCHeC8cN9UhhQeikxUiDnierFA8IjFYhlwvVhJLBBG0uUSN4q1YoOoEvXmblEQHUAfMSwmgFAudopd4lbVcFrvFXeKu8QhcS/xwAoPiUeAY+I48LQ4AbwgXgZOideAN8Xb4l3xnrgoLokqC29RChWWXIsS9A0WpaXQUiJ4LOWWKuAmIpaMWOosjRaNxWixPEIsd1kCloi4y5K0bLZ0W7ZZdlj6LYOWPUDU9wEPgn7YchTvy3KceNJyRtIt5ywXgZOWaeB1ywxw1jIHXLA8AC5b5UA4Vuy0ZlvzrPnWImuptcJaba15hPXWJqDOarLarB5r0BqzdpgOIa1bVthj3Q7ssw5Yd1uHrfuBI8RR6zHgCesp61nMSaznrZeskKtgbmC9ar1hvaXear1jnQfetz6UIriNYRy0KWw5tvXaDluBrVjbgZHIVmartG3EqGSr1XVhrLE12FQ2cOk2wQZRD9uLzWcL2xKmIbRbW6ety7bV3G/rte0E7rINSTZm24vP13bAdsiGT7PXNgY1DPVgG7edtk1gndgumLulO7Vdtk0Br9luWmMYcWy3bXdt95r70fPbFm1Ldl7fY1fac4Eb7IWSf7aXoJezl9ur7JvAE7rsdcYI+hl7o11jN6LPsVta+tCT2F32gD1iqrUn7ZtNtWT5I/Zu+zb7Dnu/fdC+x77PftB+2H7Uftx+0n7Gfk5dZr9on1T77NP26/YZ2GcW9pmzL9gf2Jcdcke2I8+R7yhylDoqHNWOGke9+qZuytGku+nQOUwOm8PjCDpizYWOjuZyxxZHj2O7tsbR5xjQBh2QqziGHftNS44Rx6jjmOOE45TjrJRvOM47LjmuOK46ILfEjMJxy3HHMe+473joZPgUnIpMZHfmONcTC4DF9llnmbPSudFZ62xwqpx6p+B0OH3OsDPh7HR2Obc6e507nbucQ1JOq7E492qMUh4lZSnOA85DkLtS3ug84hwDjjtPa2bRNpwT2hHnBeeE87JzynnNedN523nXec+56Fxy8binJtel1BS6cl0bXIVS5qa66ipRDbvKXVVge5Sjuja56tRbNYOuRo3RpXFB4NMec1m0HS6XKwCMuJLaO67Nrm7IwcZc23Rdrh2ufuCga4+jSFPi2gfnP+g67DrqOu466SzDGnCdcZ1zXZRs23DXNemahvNcd83o9K5Z15xrwfXAteyWSxmmO9ud5853F7lL3RXYLtzV7hp3PWTpkKu7myS6dW6TlIG7bWvoIQbxU9wxYod7i7tHvdW93d2nvukecO+GLBoyavewe797JK2PEo9h+3KfkGoS82H3KeJZvCr3efcl9xX3eUknXnXfcN/SVrvvuOchH4as2H3f/dDDpBzYo1jDHB1rbtTe8az3FACLkZi1esokeio9G6VM1VPrafCodMUevUcAQjmUODw+KWu1NazSE8ZW70kQOyV6ujxbIReFjNTT69np2QW5KOSlniHPXs+B5nLPIc8RoMMzBjYZ8YxDbgnPxXNaomfCc8Fz2Zz0TEGEAs9s7vZc89yEuJn03Ab9rueeZ1Go8CxhRPDyXqU317tBzPEWeku85d4q7yZvnbfRq/EavRavyxuQfHvae2/zRrxJ72Zvt6Xf6vFu8+6QPKG33zvo3ePd5z3oPew9KpzyHvee9J7xnpNyACHovQixiaKMd9JyMhOjvdPe694Z76x3zrvgpWjrXfbJTWXotXzZ4mlfni/bl2/e4ysSbvlKhSu+Cl+197AUl0XBV2Pu9tX7mjCX8OlMQz6Tz4Yx3ecx9/uCPojFvg4fRGFxyteD8cu3Xdzl6/MNQPlu3zBEpWXf/kyk8I34Rn3HfCd8p+DaIJdwFfrO+s47y/DufJd8V3xXJU9rnvTd8N2C89zxzVtjGHN9930PRb2fYZzyK/w5/vX+An+xv8xf6d/or/U3YL35VXgev94v+B1+nz/sT+hy0If7O9PZDtA2nmYmq3H5u5BSiX8rsRevwb+TuMs/5N9rnvEf8B8yL/iPUDYCmYlt3D/mH5d0sRPp78VY4D+NXtd/2j/hvyDlFf7LEvEubHv9U/5rEC9IR8KeN/23xQb/Xf89yCggr/Av+pcCvJRF2MZX6e8VhYDSogzkBiD6BwoDJVLEt+1FBsoDVYFNUpQP1AUaA9jJNQYg7mM5lLgCASnKByJrmMQ4FdiM9PeS3h3YFtgBsRsieKA/MBjYA5Ea4nhgX+Bg4LDVFjgaOA48GTgD0Xk4cA5iMdR54CJxUqqZwHTguqU/MBOYtVYE5gIL1ljgQWDZNNQqb81uzWvNby1qLW2taK1urWmtb20C6lpNhqVWW6tHn98abI1pZls7Wre09sA+22FrX+tA6+7W4db9sHWkdbT1WOuJ1lOtZ1vPt17S3zBca71iuN16tfVG6y1DQ+sdg751vvV+68MgCyqCOcH1wYJgsdEVLDNGgpXBjcHaYENQFdQHhaAj6Ev3DpqC4RZTMBHsDHYFt7Z0BHuDO4O7gkPBvcED+pipMngok4cHjwTHguPB08EJ0C8ELwengteCN4O3g3eD94KLwaUQH1KGckMbQoWhklB5qCq0KVQXapR6oAYhpDHopZ6O1KcIGUOWkEvq5YUCLbuBkVDScBtjfWizcU+oO7TZ1BnaFtoR6g8NhvaE9oUOBhf1t3BPQ07osKEgdDR0PJTuZzUPhs5k+rNSHzN0DvuVBqFlAHt8oYuZTzceDE0Cqa8Umg5Bvyndxzmlvw9XNRMcc1cYikOzcP650ELoQWg5LDcuYA2Es8N54XwpV9GfDxeFS42RcEW42lQbrgnXh5vCurApbJP6g2FPOBiOhTvCW8I9mOeEt4f7wgN6Ofasw7uJw+H94RHoNUOi5T6LDI9Sb3qO9GP4KeETEsOnwtA7Dp9vOaG/Eb4UvgJ9Xuj/hq+Gb4RvpfU7xHnMl8L3pZrE3mv4YZpwVW2sTdGW08Yknbi+raCt2FjVVtZWCb1X6MO2bWyrbWuQeqxtqjXUG5fbBONMm6PNBwwjsY9pOyCxLdHWKfUr27ratrb1tpS27WzbBYRyKBlq2yv1MdsOrOEhzOLajhDHJLaNt52GniP0H9sm2i60XTYx7EW2TbVda7tpKmu73XYXeK9t0VTbthThg+P4XCJKYq4hJ7IhfDVSGClpMUXKI1UmFtkUqTPVRhojmub+iDFiibiw7yDFI/Rd4BW7I4FIJJKMbI50R7aZLZEdrsJIf2QQY0dkT2Rf5CAS9MORo5HjkZORM8BzK7wYmYxMR65HZiKzkTk4akHq00UWIg8iy1F5NDuaF82PFkVLoxXR6mhNpB/9J1LsjNZHm7zl6C2jOqJJGI1C/y7qiQajsWhHdEu0R1wf3S6MRPuiA9Hd0eHo/ugIcRT9ZPRYum8FjJ6InoqejZ6X+lnRS9Er0avRG9Fbwdroneh89H70YYzFFLGc2HpgQaw4VoY+M1ZJ3BirjTXEVEC9eSYmxBzBqZgvFg5OSTElloh1xrpiW2O9sZ2xXbGh2N7Ygdih2JHYWGzcXYFe1JuMnY5N6PNjF2KXY1Oxa7Gbsduxu7F7sUVrUWzJWhHn40prfjw3vqGlVIpQyHihtc83inq8xK+XMjd3Ubw8XhXfFK+LN5o3xDVxY9wSd8UD8Ug8GXFFLsY3R6bj3fFtkeX4jnh/fDC+J74vfjB+OH40fjx+Mn7GsBQ/FxmMX3zV2Sbj0/Hr8Zn4bHwuvhB/EF9OyBPZibxEfqIoUZqoSFQnahL1iSZIi0wJW8KTCCZiiY7ElkRPa01ie6IPOJDYHb+Y5nBiv2koMZIYTRxLnEicil5NnE2cT1xKXElcTdxI3ErcScwn7icetrN2RXtO+/r2gvbi9jJ8vu2V7Rutnvba9oZ2Vbs+frJdMCy1O9p97WHp2bUn2jvbu9q3tvc6itp3tu9qH2rf234AeKj9SPtY+3j76faJ9gvtl717xN72KXFX+7X2m8Db7Xfb77Uvti8l+aQymQvcEHMkC5MlyXLP5WRVcpNmNlmXbExqksakJelKBpIRfU8ymdyc7E5uS+5I9icHk3uS+5IHLY3uiuTh5NFoafJ48mTyDOx5Dva8mJxMTkufkryenEnOJueSC86y5IPkckputsQnzYFUdiovlS9uTBWJDanSVEWqOlWTqk81pXQpU8qW8iROpGyWulTQoknFUh2pLda+VI91d2p7qi81kNqdGk7tT42kRlPHUidSp1JnI9dT573lyNQlqdefupK6mrqRupW6k5rH7CV1H7OU1EN8i9LBpBaHOYa2KP2m4lWtA8+w+magQ9GR07E+MovxvaMA++AdxWiNHWXS2yH0D2JnR2VkEM5PmVjHxo5a82TkeEeDeVIqkd6rdKjMhR36+KYOocMh9fo7fB3hjgQ+axt+H+vT3D3u3xjjfsEtMp57yP2KyblXeI4p+HW8gj3Gv4nPYW/i8/gn2Jv5p/h89jhfyD/DnuBL+WfZk3wF/y72FP8F/gvsaZleZmAF63Trmlnhuq51H2NF615e9zIrzoWFvS23JNfMSnItuQEm5IZyP8P8uS/mfoP15V7MnWN/mzufu8iuwtVYmRxndLBc9jh7jD3BHOxNzMUiTGQx9jkWYP+J7WY72RD7PutnP2A/YpfYj7ls9k9cDvdm9gr3OPcUx3GFXAWn5Cycg3ua83HtXBGX4vq5Sm6AG+b03D7uC5yT+yr3Xc4v+4rsK1yPvFv+ce4T8h3yPu6T8gH557jt8hflL3I75J+X/xX3afkX5V/mdsrH5Me5z8pPyv+OG5R/Q/4Nbkj+Lfk/cC/K/1H+XW5YPiX/Pvd5+U35DPdX8ln5T7kD8p/Jf8aNyH8h/yX3Jfmv5a9wh9c9ue5J7m/WfX/dMndEsU5Rxk0r3ql4J3df8S5FNfcLxQcV9dyvFA2KJu4VhVqh4eUKncLMKxSiIsDnKtoUMb5IkVB08SWKjyt6+fcoPqvYzX9QMaQ4wD+v+KJilDcqXlK8xNsUY4rv8HbFpGKS/6jiiuIa36W4objB/6liRjHDb1f8RHGX/zPFnOIe/2nFzxX3+X7FomKZH8hiWW/mX8xan/UU/8Wsp7Oe5b+cVZ71Af541gtZnfxE1sey9vBzWX+Z9ZeynKzPZx2QvTnrpawx2ZNZx7PGZU9nfS3rlKwo63TWy7LirG9mXZGVZ/0g65qsJut61qysLuunWb+UaZXlyhMyh/Lnj71d9qPcX+X+Sp7HOLaVjdI4fCXLYuwd59LCp6VqRS8XI3W3xOS7A8/1VDqkv+aoG8G/z6jaotoq/Y3Ge03iQfGweFQ8Lp4UzzQ3NQ+L5/Rj4sWa7lomTorT4nVxRpxtHq6pwzkcYO/3yN5/wTiw94dg9a9wrzAZ2Hgek+d+KPdDbF3u87nP03ePvpU/zB9mjH+Jf4lx/Ff4rzCeP87/Lez9df7rbB1/nv8WtJTv8t9lSv57/PegvXyfn2bZ/DX+Gsvhf8j/EFrNj/gfsVz+Nv+v0HZ+xv8M2s4i/0u2XsbJOLZBBv/YU7J1MgXLl+XIcliBLF+Wz94iK5AVsELZM7Ii9oysQlbB3ip7n2wTK5Y1yBpYiaxR1sjeLmuSvcBK8cmzspwv5XyJvQPuKIdbvzq/QTjBtr/mnSq+UZ0HZt6lrr5PvYHvU8XK1fem+NZU9OH7UulN6cobUukt6QF6M4rvRfGt6IVXLZfp7Si+G80smXekKwv5vFzwZIvg+dYuJZZC8R6+M7VsgmPSS7rPXUeL0WIRb1tcsC90niyRzJtSOGdh5m0pzpt4rDPtU+TgU55If2MhfhsCftuenJWzd7J1rAqWLPZeWJSsHpbH6HsUslkjLG9iGqaF2sRvachlblgeZ17mY3kMui5wPkhY2JMsCcsG9jHWzZ5in2Tb2NPsU7C8hf05LIXgrV5kz7DPw/JW9p9hKWZ/Dbb/NvYSLG9nY7CUsr+D5Vn297CUsa/D8g72TXYeru8SLBXgGa+yd7Fr7J+htfwLLFXsx7C8h/0Elmq2wH4O1/6A/Tt7H1uG5f0cz2WxGi4bPGM992bwjM+BZ8xjDeAZC1kjV8y9nX2Ye5Z7lqnBU1YwDfhKC9OCr/QxHdfKhVkzF+EirIVLcAlmAu+ZYmauk+tkAvcR7iNM5D7O9TAL92dcH7OBZ+1nHvCtn2Ve7nPcIPNzQ9wQa+X2c/tZEPzsKRbiTnOnWZSb4F5mMe4C9w8swX2b+zZLct/hLrMU2e+fgI+oYJ3KSmUl+4iyWlnNtijfp9zEPqqsUdawjynrlfWsW9mobGQfV76gfIH1KE1KM/uEMqxsY59URpVR9qfwbOfh7tH2a+HpMfMhkCMgYyDjIKfTMpGWCyCXmd98xDxmHjefNk+YL5gvm6fM18w3zbeBd833zIuwLAm8oBRyhQ1CoVAilAtVwiahTmgUNIJRsAguISBEhKSwWegWtgk7hH5hUNgDyz7hoHBYOCocF04KZ4RzwkVhUpgWrm9YFGaEWWFOWBAegL4sysVsMW/DopgvFomlYoVYLdbAUi82iTrRBItN9MDWoBgTO8QtYg8s28W+fPolsHWRdSkIla25QfpLacMfzM7NsDxO1p5H1v4EWfuTZO0byNqfImvPJ2svIGsvJGt/hqy9iKy9mKz9bWTtJWTtpWTtz5K1l5G1v4OsvZys/Z1k7e9il2GpJJt/N9l8Fdl8Ndn8e8nmN5LNv49s/v1k8x8Am+dZLSfn5OyDZO11ZO313Fu5YrD/Eq6EPU/W3kjW/mGy9iaw9lb2AhfiQkxFdq4mO9eQnWvJznVg53/G9NynuE8xA/dZsHMj2XkL2bmZ+wvuL6BdoLWLYO1fhXbxNe5rzErWbiNrd3CXwc5d3CQ3ydxKp9LJPEqf0se8ypQyhd9Lnbcjbxf9NRD+vSlnegh2CY/RrACBXMi8Pl1WAFIMUgZSiWXyJ9JvzH634D6rI4ibzHWPCJZJf0Ooofdtq39J+LsF91kdYVwV/D+OMe4DWf17w98tuM+Zlb9EnKRxx9Wxxzl6ywk6jj/i6COOPeJbLBx3XBH8/+oI5O8WaXyyQ9gi9JDgqCSOSQ6nBXS8N2H/qtD/pXHKUVqjSLH19QX3W43ArxaMx5nzrhUa7VyVlVj9ekKxPB3Jf5NgdM9E+EyUfyOSyQQeFcwM1mYHb0Qy2UMmg8hkEZlMAterGYSUOTwqmfzh9WQDZBNwDsgqykkgq6BcYq3g6OujYoH8Yq0EIM94o5IZuX1UMiO5j8o+y8G1Qvf9BgR7dJbjOPZrXv6NgtvOWS7iaDDp1y0zb0hmLXM4XvwawXMsW05a5emx4zcimfHljNRY61cEtzeB4Cgz6isjzdYt9FmPCI430xrHWV5PpBHpkVcdj+PSawVHqB8VPPasNGJNY9W4vmW985uu57eJdR7HtW3sUZFGt20Fr5FiW9mrpNK2ccW3r/XFaV+Z8XG2WltDxgfhmPhaP7JiI2ue68ozSdcRjqBnrpnG0NdcE/oSWwL8CbR9W6fkA2xdUvvFdmXbasnFuIH2busF2WnblbFn25BlD34ObrftlcbcbWM40i720jjOhO0CluO94Vg7jrSjf8VxdvSTtnvSKDvGABxnJ98O94z2jiPuGf9sL5HG2/G+7XX2RqwLHG1H34nnRLFbpPF2HG1/dJSd6hfqlGIC1KH9MMTJdDyzHzXPZOrZfhzOg2PxcA7adg5H5O3TNO8lE2fXPqPMOVEyMSUdC+heITbSWD5e26x9LvOcaX94dvTsMS5jzMN7W7A/wDL7MsTwkrRgvG58RAJSXKZ4hbEYY3AmFg+mBewH7+01MXZWEodcKEWhGJuJq2lxZAs9KJkYSZKJjWti5atiZCZOpsWRB3EQYyHGPoiHjnzhDgodg7FuXpIVnwWCsxtonZ7hQG0M/Iejae0cB0cHlUMbxviB7RbbEbYnad6Dow99kWPAsRvbRaYdrPhFsC08D/o5xzD4pkwbwVkg4Lfw+IwPfLRtPdquMv5lpW3BOdBvOvY7RvCZ42yLzPH0GdDepNkXDvI7mbkX6MPxfuge0jMw6LjX80Hp63I8TPvxTPnyGh+Vvma610f9ceZ+cJZPWn6rr/st/tTJ0msF+M9Lq/IaP7nGV5J/zPjINf4Q96Xz4D7om6AOnDnW8871zgJnsbMMBXMbfN6Y09AMFCwDn5WZiZLJXzIzUigPgbwDZ6ZgPoE+LTNDJZMT4EwV8mkY/zFvAF/n3Os8gDHaeQjnp+CcCueE88JvmpPiUlI+lvaXNKcLc7NM3gSfnclR6Fzpc+A2nMOC/pLynExel8nDdq76YJJMDpPOPfBcmI+5Cl0lmO/g7JfM8bQ/3A/9H3NBaCd4bzgrhsowb8xIJk9cK4/mgpncb62k6/U1eV1GMJ/LyCM53UqO9htyM1ejJK+bm2HutTb/wpwrk3etzbHgWulY3CdTJ4+2LWh/OEvo0XblgirL5FiuAM4acm1GX5TZz9Xt2oZ2jbOHyJ4yfgz2wXaF9odrnFfk2uc6SHp6VhHK2vaG84vQR7guuibRPl3TruuvyWNAXDOuWRSyRxBqh+C3cA4SrR+4ljNtENuEWy7NRsq0P2xXOCKF7c1dIc1MwtlINM8sLXi/2MfCesJ7dpvcNrfHHaRzg/9wx9zkgzP74wwlnJ+Es5NwXhL6IveIe9R9zH3Cfcp9FuceYfxDIT8JOYH7ijT/CP0xzkBCO8VYKM1B8ig8OZ71WF+eAk8xzjDCfgLOJsJ6wjlGuD/OMsLZRZ6wJ4E5IPr/jG+WZhN5ekngfBhn0LZxXhHWuzSryHMI7cxzxDOG9YjP0TPuOU3bcD4RnuOyZwp9Oc4m8tyW5hF5ljIziFbnD2H94hwi8mNw/ziXiNYWrwvtwRvIzCLCGUTe/oz9YA6O+cfauURUnva5mVlFeH5sJ96L3snMHKIVW830A9IxCnWaX4TzjB54l7EMv/kqtz93iLH/P/7y/9D4C/7jZPSLLPxnkBx9dx7/A6KGSs6S/mXieioZJL2Q9M8SZVTyMul3iTEq+RkxSCXXiAeJb6ZvXfuPpP+QKP1u1EW6Ho6O2kK8StTSPt8gfpT2jCNfoaN4+m1g7u+JH6CSZ0jfRWyic2ZReQ+V3CP934hhKrlOZzuFXD6G/PUXqfxHRAt94iXaf4n4J1T+r6TvI9L5uU+T/hjt/2s6p/RZJ4nvoH3ozEygrfTb4MvSNXfQ1n8m2umaqQZkAeLztA9dG19OJW8ifRvtf5/0z5H+kNhN+7RR+RWikUr+J+kXSKcnzkvHbibeIlrpDN+hfZpJnyH9C8Qc2qcfKX8/lXyJmEflVOf8bSLdBfePpP+CSFbB3SRdQfrHqTbITrjHqZyeBW+gkm8S/5z2+QTVGNUSLz0RnnTJPt9De/4NXQk9cf6/Et9FJWS3PD0d7ldEB10/faJskniA+CRRqr07dNTniWS9Mqpb2XeJZJMyuhJ84Q46Wb6M7lT2IpGuQRZFrouQTvYmp1/wk8upZCfpPmI2sZfK/zvpe4n0i3eyfyHO0/VQO5W9jfh94teI1BbkHyKShciozl8hG2MvEanG2H8hUqthnUSyDUatmB2lo6Sap3bBqG7ZduI4keyKURth1LLYfyCOEP+a+HXiO+lsZAksRJSerJN0uk7234gfpD0lnXzLK9Tq07//Ta2MfZhINcY+QvxM+u4WiPN0jwvEebrTBeI83e8CcZ7ueoE4T/e+QES9nfSX05yn2lggzlOdLBDnqWYWiPNUPwvEeaqlBeI81dUCcZ5qbIE4T/W2QJyn2lsgzlMdLhDnqSYXiPNUnwvEearVBSLqk6hDTc5THS4Q56kOF4ig8+QtefpVd44skyML5MgP8O8mvYJI3oaT2q+LSK2JqyL9adJ/SST/yR0h0nOnX8LleMlP0nl4ybPVE+eIUqSYTV/JFF3JFF0JkH9f+nqwhJ4sR1cOPhO3voW2Ulvj/j19DVjuZpJPwKMeUDnZJ0e/nM3VUPk/kU4Wzv04be14LP1aFUf2xpEP5EaJUix7Px1LMYij6+e+QkwSyc6599A+1BY46ZtDyQ/w1L548lqc1GaleCFZfhfxe1RCbY07Q3oJkdo+/y26ToqV3FephNopT76LSRG5kdo4PUHZE1RC8ZSnViaj+pdTucxLpOgppxqTke/lqXXz3ybSr4pz9Ln8HtqHfgOPpxYney/pFNd4yUOSn5GRr+Yl3U/cSCVUk/ynqKSF9OdIl+xqgXieSsjeZGYi+VsZPXcZeSe5pNN9yRqI5MdkZIfyT5JOXl0m1YZIZ95BOtk8T/Ygo2ctk3wp1aRMisvSsfQE+QnSKQ7KKKbIKEbLpmgrWZSMPlFO9i+zkV5MOlmInPaXU3YkT1A5PXHZIpWEiX1UQvUskzKcn5BO1iKjDEH+dtJ/TqQMSvZW2vN/EKVoQt5SRp/OUd3yw8hXpPNT/sbP0FaKEfwyWQ7VA3+CPuUF2pMiNS/FEbJbGeV4MvLYskqidD1kw7KfEiWfQJkMv5VKSumz6DnyFOVlFOVlA0Ty2Dy1NZ5yTk6K+xQj+N20z7NEioz8/2Lv/ON9rLLF//z8HPmVdJJOJ3MykpCEjHRGkvxOOnye5/OrkpGRypgyklxJP0am5BiMkV9jjCSMJFHnSK6QDDIIybgyMkiFkXE5vmu993M46fS67ut+/7v39bzWOqv1rL322muvvfba+5wezLJHLHnEnlcBbHZ5VrpL9LpkHhefO7ngqnDIco6ZQXZSl9rJYSd1yAmO0YM33AVgo58a0mGksoo3oXkTNZhgl0woK24TvpVM67CXOSbOn0Pmo6iXTVgiuITKoSTt3S445T8muBJ0RegboW9U2npWdnW7pKnXQXAzfyBve/H2d9AvCm7ivwHdAdpouBG6G21vENwIfjOvP3q0bRN6yUjtJthPq+QZ/Zc7LX+IYPfMh3DmCc6WWBbs/0rwQlpNU0tOQ58uxqoR8B+CbgrdFLoZ/TaN8BDwL5ERnaf/w2sgeLd5q7S8TWMnHqD3rn4lxbFb1OYzr8K/DjxScGNkblTLBc/A5iHQBtcEF8I3befjn5vx4YN4qS9v4bvb4FRAxsKq1+A8Qu9zsbAz/Iuhb0XP47z9DD2fYf/FjF3ent6gPj+9wZ8Kx6dtc9r2UfuhG0M38VrC7wfdHM3wwU1524S3P/HUGz/xH8LOlkgq3dQ9goyZhRfRVoRtjIsIaepPQ17xDd5sJGfjGUbntQAXINmbvhbT12N6IlBL3FcUO3dLDS44dlA4v1bsNYDerlj4i+Eshp4DPQd6JPRI6MPQWpncnVVT2yp27i65TTO231Oq5QOK3Wb0dT30WsXO9XCe8wdolavYec5wsKQjuDKWPBd7XWViSaVVszNINXgPoGcQrXoh/zLyt9LLG7y9lbe3Mq6h4KXIVInwHDhzoEdCj4Q+DK3julx7d9+g91sZ12/RvM1/VHqcrdjZRi8rsWEwmhfgmbfQsA3730LDVOwfpv73pjELw2g7jLbdaDtd+f69vJ2ub21HaZtZkwMDHJW0M8g/Du4Mx2G+xisWWsc1QLHQOq5HFQutVrVTLPTrWimBHWzriG116b0jfY2HvlqxdQwOnnTeBRPb3o+QacJYmqDHItI6w7fgW/gfO+Xt73U3UexYeLWPejX2EHPXB/nx/s9E8/uKnfGGg5fejTAjpa9ZGtveaiJ8FpKzkNmv2L+GHt8Bz9JWwlkMPQd6DvRI6JHQh6EPQ7cV+jrFzqySNWLbcl9kYu9h53L6ugR6N1FxScSRjOSu9mtgTwvlYE8lbLhEbbY/UWvduGYD+xO8+gn+mQ7+GbP5ZySPEu3VFNtHkTyKDPL2UZXxsum9kLl4E58XYkkh/T4BXkzvhazrxXigkHW9GA8Usq4X44FCovcJPFCoK9p7AlwM5y/4/A76+hN93aF9uS8rnXWlD2042mPWVTGd64nYPDHiz4GfkLbZ6KmBnmwzOiLnFHg1lntmpFjrEc94252LT3bTajf6P0ZyN2t2rq44+6T3kdA9FdsnkTwZqyN9TVLsFoJvVWyf9I8qR7HQW6C3QBdDF9O2Nq1qQ3eibSel8clG7wOJlmsVOxvxv6O0OwwOK9cp8DYL5y3FToHhYMNyrGoM/Qx0S/8TlfSfE7o++pugbRfacpE8hWQ7OO0Y3VfItFdsf2U4SFYFd2akH4NXM8bOjHE1Y+zMGFczxs6M8VNsaK822F+xTpvSVx9P+F6eYses1j7oP4w9fbSt7Au1Nf+oBq8Bo+jDKPJ1Lrzaip182ubT9hPaduXtJG+w0vrWOs7cjVRsHTcc7GcsTkdwHcXWcZ0753nFQsu4nO6KhS6GLqatWnWzYuGLbfbvFVvHsa0K0bKU3qvgvU70vo/etxsOPfbFhn8h/x4y/+Ltv1izxYxuO/xi+MW02k6rYrJfDcV2MV51iZyZzJ2LTzrih6bg681IdVze9YyxI9bGmYUcZiFOq7hKem3BT9MqTqunaRVXbwi9BboYuphWtZGvDX0V9FXI5Ar9W8VOvOS47uPY+THR9TnWvmBoxrgHb/Tz6ipt7NHsZ3/O/E5m7MfAn+Ol2Vj+pWJ7NhpmI3kzlhPb9hgk59FXP/qah+Q8JFshMw+ZuZ7sxe6Tiu259N4e713HXLQ3HDzTAP3t8UwDPNMezzTAM+3xTAM80561cBjPtGe9H1YstHopxEuD6P0MfdVkxs+Q5eorHWuLT+objvYba+vrOaK+9iX0M0IXmxhjXCuQnwtnheEw0sfACxjvClbuAlbuW3imA555C/m3kOyF5Fus3w6s34PeLzRfKbYPInnQX6cc8FDF9jHwQX8KnCnQA6AHQN8HfR/0B9AfQB9CzyGliefLtZdYRXq8HM938f9d6Gl6dnC60PsJravddortE4aDJfdgw27wgQg/rZL+Dcon8mP+e8L5XLET07b+Nf5qoXP8FcL/yn9faXSWYMNIRl1iOPTye/BW9Jcwxq2MsYQxbmWMJYxxK2MswYat2FDCjPfy10ovKxXbNaP4l1OGu0qxvaekvmJ6WUUve9C2Cm170LYKbXv8d3QdKRb71UvT1Uty5D5I3bVSOH+mzrya7HdQ29qjFVsHI47q/zfFTi3wT8GP6wxazKCTp9hiBp2bFQv9sdAN1R6LWbMOeverZvBuLHycvnbrWKx/Qs+g338aTiRflbfaYzss2ccohjKKffjqY5V031RJ++PIZpGxn1NsHcxqJW2fAC/SeXSb6Hz5h5k7U1XmQC9TLF5Sr35Gjy0jPAXOFH1LhKzWefE6I59L282GRlsuGnYp9q5EQ662FXoK9ADoAdD3Qd8H/QE0+6/Ol3cts5brzdUaWLHol7OnO4T4f5V+h7D2txjL1W/uFvWMu52YfAD+XkNjyV58OAZcyNv1vKWiswuxvBJvhzLSXP8jYkbj8DFicrhiy6ypy70zGgmK7dBwYpeJfLZi+yk0/BKZHOZoO3gyvWzHnjrG/3h4u/Ew62U7/slhvWzHPzlE+Hb8k0NOmKxYaPXV1YrtDehfQuRsQPNOpf33FTs7DUf79d/X2wahB0Dr2iyi7TDaFjGWjXCWwtnIituI5Uvxz0bsXErb8V5GtB1XbI+PzjUqmY3ktAg/rTK6Kp216kN3h6/VZpOSrpaeaicpzmLsWbUsPQ8qpwqcpXCqaF0tJ0fOX8q394EdJGcZrBxvP/Kz/HdldMXMWiFvC3m7WN/6XzGnR5Uv1e9iql/VfBQZT2Uk3+rbg7GfsuLIGHBK4GxVjuSuKdBkA+XbGxRbtHVyDUZ+l8p7673hxKryc+BvV75vKV+8OgWv6u6wkbdL6eUk/Z6MTaUq7iL0ajjFcDrDeZMa+y5ToSnf3qFYqq9J1Bhg5UgNI/J+jqc5qj389vAbwL/d+1T3QfSvQOcC6vYV9LVAZZyFnJvMaX0vcVUXTis4deHkcfqo5GcrDedGzvUW+fbG6EainvR4RexuoZ9Cwww0fMH9xtWGZo1/xnnkGGeTJwyNhrG63uUkq3vfWGLv75z+ihTbf0emCq0KaZVT0sbSewPtd5T2673G2b+i/3PBX0L3QM+lnJsqwblUOV4Lzk3PKo5NMjT8d805WjXLXqm9X87KWs4qns+4VjGW+djTkLZL0N+wRPesLVg4Fgu3mLsjWj1Cq5bYPBufNIAz25xA9Y7OWwzuiZ34zR0ALkIyy2CVj3GCq1CsOMb5JfYbXZsVLMWxx9nruVvwf8fcLWV0PXXlemaPPq15IIblWdw/xB5BT0N9G/tIsb9WZZyRnBn3c/Y/wMl3NufNt8zNBvRN5t6AUzaS9jpazTMnzTOv0NdCsfBVbjCWGJu9+Wqz95zS+GEbIyrCn/24r3ib+4qY+s0zdzJ3xzYT4Xo2BEsmUfqB6K5G6ceQ2R/dThha+ZdwZq8E/xr4lcCLzSk+ojcTe8b/bwrnJUY3FnuWYM9Y5jErOoMvFflv2SPu5kz9CrdY3Bd5qzlfH+XewDP3gf5+Im2/0npz6zwH549wnlOOnO6VM1CxfRSOybTsXPYYE1en9R7++tg24a+NPa80GWAQ/T6ADYMMp8QB5wm+HHwruAptC2m7EgvfwsJhaJiGhmFoGMatwkvcgQwzt3OqQTK26mmHTBOwZTD3hCPRZqmM24eZ7cstRx/VH3tI9bsDkB9Pj+/T43jDQfMl+HM3/GuUdrqSzT6BH8e3n8A5k9VB9/fYcc3zWXOVzkrhedVczcwCOgtLpoKVvoP94k/c89yhetyXVT7rSmx7GUuy0VADG7LxQ1NuRE8hM44IP4bkTVqneRUVOzex4qprpS01vObkG/wc9gjhODWpuxx2NKpi/xDZrzo1zDGNLvvjqD7UCjAPnTnUimRg2RGu1BOQv0Zpk7epoz6jFqpLfE5T2vsczjRkppkKB/0h54I5ir2bqSt6w1+ku7/bnhpgEbZt0qyS1YF6YxN6NmLPIM0Pfj1yxRZyy2Yyxi1URBWoHC7XmidW0a8iHDKVk039f0Kxk001ss6cL7JaUCG0YLe9jX32PnaudexiOqK2xgbNG1kdsHO61j9ytnqHs5XB5iTyDucXg6neqUI7KbY4lzkNqMR2IbOLVg8g8xU12API7I2qNeWsoMcMnllR0lpnBJs/w+YsTlvfKrZn4UnOIDKDWi/lQm/mdLCRanApoxvEuH7FHP2KVlMUux1Vj7+bGpgbZrcj1TI1v9sRv53wZOzuQsVyNtQsUYgG9i/7Kuq9GeCrkG/DjE/EwoOaPexTxG2M/JDDiqjAui4BL4l9K5x/Vyznr/s4i2kF28JEo/JlxX1LjZRHFdeKGWyFhknUUXpXcLNitwl7UxWdL6E1Zg5rDemavJGDf5YpR1bNOnp5mlOAnv5m4sO90L9hvRfCWQ+n0FQ4sWup+fW8Xxh7SWn9bZpU8ndZeso7LfT9SN7PSHPIAzEs30C1toRqbQP27MTC96lyN9GqCHuG0WMRNfNIauaN8Jci+Qmx+hry5DG7R6yB8N8D79Q6X3ROotUhWlGXktuHktubx7SWGx57Srz3Neulhd5aeNX0xsZpwdr/ltuMbdzhfBtxVMMrnn4NodhTb9/rjRD5Avw5GNtuQU9V9Dzt6T7Yz9BE1wtoW47mXENHN7F6e9bKe1Y4H3hbNWN7zyhtbqKQv17lrRIiuQ89MlPeVXpDaHEraH+ptG1uG76B3ssdzlpDY8MVyvHXK8e9gt47mJs9bhqLqQGeVkucD3WMfiPG+CGSVzC6yxgRbe3j2NaRsRzX2sxtCb0V/kxDIzmXe6G52J9Az0j0JNDcDhsaYNVXWLsEDfVoRSVjfwHnCTjrPM3bj3iaq9dR59TWW6as1dxr1YYzR+kKXeHMYafoRy8nwNXgrNe6wn+IvPoMeRhPxh7BS/weMPaoLztXVoyarRbW3s+9Vkbv5fxruZ0zu8MAcxPL27XmzpNqrS132g+Ye7Azk0UPEZK1WscSq2qs1VqoQlet0/wS7glvJCpuJirOlPxGNPSN7sz1DrAFN6VtuRv/nLvBydBj8G22uadFQz6z2VE12Hu8VSL5umJ7FZyT3Mv15FY8zg15Dnd0K7B5gfldg693jFeTA09STRX4deXtPhP/ZMV5/uVaiyIzD85kfr9QTWXse83vO6imHHocRo+VyQPmTFoL/i742VG1o3njY4N5ez1vn8Xn+VhbG04+8vncnWZzd5pvbvi1rZzpqMTMGRD8GqOrweiKqZ1c9Zg/gxtRVzX7M1Wz66K5I301pa+OhkOrV80dMra9gN++5SZ/ts99MpzZ9LiKau3mWHPlxPZBj8Nv2rYfkvOQnIe1LUsetvS8qWM/w/3wFZwrz1BB1ddWsbZYmEerfegpRs8+bmU3kqVXwJ8LfwmReQ02r6PVW4q9bFbcPFo9Ca6vd8ui/wQ5vxORoPTJ2O1Us4LtA+ySi6mmDjC/U7hHvcO7Umk4f4HzBzh/OXOp/qaG/TGHimgBu/mnaDiN/GmqqUHs1BXhvEEvITJvkMHu4O1VSNYyNJJ57MIfgvO469ujf2vhdPP0juISxU43JNfr7Z/LHY69nn18v/4ljGSeXkpHua4X+b+X0sjkUVesiW47ZwvdGm1Poucx9utcKsnH4E+Ccz2cSXB+D2cqVWhNX29dplKH3KgaYhW4QeKk794I3/z+Oocq6DrefksNeR0yeZr9/D8rds2NwYfcVfbz9Lckr1Anj+ak/wr2H6Vtf6x9AHv+hj39sfBvvH3RvFV5a6upcMDt8d5sxRa/HXB+orTkYa3WelGtrcNj0/BhJ6ru3tz+rWQu+sP5NZwvuONdwF68GczfM9gH2KM9OF5UP1eUVi+BC9Q22SPuZ5+VHr00N2m3YE99/PM1b+tHs6wcMzvrye3Pmrs+/ZsWqQQGsreqzC/g/+NMU6HR6T6CtRXQMwarmmPVWjx/j/lNAXvZKE6sszmxjkL+gKcyS73L9YaWuejG2eQLPZs4P6ZH7redH0dxolXWbURXTXMqwZPt8eTHcIppdYNbxNp5hKjQnfqvuoJiKbwxnDGysmID4axGhmo5NgTOt2fai55BekLxpnvzlGZENTgrtWLUMzgXbFEZ/3ZktrByb9G3/mB/sNLItCPG0qxQfufrHIbTg3k5bKom7ka4JxG6JzmqJ6PQHn3VZuMN9zFdlU6RtvVtNHCz6jajJq/GSr+I2VnK24uieVeZPyl2GsCpjcwOZGqbGyQvzepOK41Vq5G5kbhdDedt7yF8/pDS5vcCJTfpGlfbLPP7+jXY+TrRsgbbLmZGOM35nOYcTnNOS+9h/a2cd4XS5p4NO6dqVDg99C/WvOHuV0oj38P9UjhPubqzjPPuEPqA/v2VM45eWmm8xf5ILm2FtkVeb6HvVywxxm8TnFeUVmxvZnSjGN3mqHbK4GHlfBFxjM91LNPgm9PrTayyKsRnE89jFIKdzxX7Sw2NVU20KvCTiiVTyVhs8qf7n+AsxbEahqbHV7GhE329CudRPLYHzqNmrZHn93t6K9hTsT2fVpchw32gu4ycXA/+MTTUw/LfYfk/sPx3cLoisxCZX3HS/4aM9yuzW7Gu81jXA6nB6uHJNuwsrQyNnn5w7oPTj1PeF8T8w1j7BNp2wmkO50F+i7Gee4DXoqpb7d+jUeGuU2zv0axuj9C/i3P+qtgeEf3m7iKR+bWRZxfI09+PxK7gtsr8vnI3s5bBtkcY9f2MmttFpxecTnB6weliflNJjq0JLgT3YL2/gAc2wCkCj49+szlB6B2Mq7PmMdl5c9mRNfu9gcw88vkZWr2Lt3Ox/F3edmPVH+NGK5f7xtzYmyJTOboZ1pzZglvc5dRs/IbaaRurRPbWE816pZ33oY942/Ck1ldnOAWc5sb4Ov27RMnquhLn4JkPmCnuZGTd/Vz/zw5H6lUnofuIW997UHv3/ih4udLOYe8bS/9mRrB7xJtl6R2CSFo7Fdt9adVBsT9HsRcDN/KGsjYfZGf8UE8EaDilb2M9aFUAbsb+dQJcwdNdYIf7pM6sq79RLVDaGa7/95zzsGJ3gLsLbSJprVFs1zat4GxS7B1SLKNQPMN9SUeBnrbkjVVGD28Tiv0RaDgB3gUeBV7o6t17PcVufcVOkZthXWhknoBT3U9hrd74VVaOtUlpa6dikVd6jcr7+ejJQ+cy2jZ29d6vrjtRI8GdgZ1z9eactgvBLcF7IxuUTtB2qjtEYxh+qwjP1dog0jBDvYRVi5W2d2OJ69iK/WOCHWjHcZRjL+Ot/u1xU3sPf5WqvxPs5ozSOk0zp1PkvKxZ1/m1Wuv8SfBWpZ3nHb2/Hebo74kclbcLwQWK3YeQGe/wN3vOGME3uC8IfgO6ofsqesZoDYYkbZ07aPsy9KVoO6pRav+N3k86sueK4RoVCacmdlbTleJo9T7biWnN4FwsON+5Vs84Km93Bd+t2PqnYtdFQwe0xZ0rNKs4G9Cp9HHnc83G0HOR7IKGEtr+CHof+H1bPbwIGw7YPxbJRrbeIOn/2WPbp+x9mjEU26ftY5pnnMaCVzjDuZ3I1v3U3q1WKbZvc2oox1mie4f9d60HwLngRopFp2Drc+gx4Or2LiR3aWaA3mkP0WyDzg32TMHj7E+1wqTtP9UGy9ITt2V5XyuOZUP/B3QV/ka9EvRP4P8Zjmjw/hCbqbhEq6Y/ZEnGjl2pnNiVcFK8TUG3hW5raJX0DsE5BOcQnDNwzijH3a+0u9/Q+tadB2eecvzKSvuVDU3bU7Q9hbZTyvFbI9NaOY6ntOMZGvmxyI+F8xJvXzI0b+vxth6930O/9xgaS3oZDGcAbwfQ7720ulfp2Cf44RMsrI8l9Q2NbVlwsuB0ge5iaN7eBecu9HyFnq/QXxv9tZHshQw2eAn4CUMbX4H3Yds+7NyHZjT4RkNtRjqKtqOUk1VL6axahubttby9Fg3voe09Q6P/GJxjaMugOYMNeNvD2+5HyHwE/wH4D0A/Dv04MsORGQ7dDbobMiOQGQE9GHow9BToKUrbRJFtoojY84g9pxVz2gqdH6LzQ/i74e+Gxj8O/nG+hv4a+S3Ib8H/MfwfQ38h+guh+0D3gZ4DPQf6Heh30PMBej6A/wb8N+B/Cf9LaObaZa7dJHQSeWLSIybd0/BPYw/jiplxrYO/DvoZ6GegH4R+EPkbkL8Bnc3Q2QwZ4sd70WDe9oPux9v/RMN/4plf4plfwl8Jf6XRRoTcTqvbmYutzMVWJJcjuRz+AfgH4P8R/h+NvGqQakf158KhX9v0y6gdM+rejKI3/c6gxxnQLaBbQOdD5yOPZ2J4xlmLnrX0fjW9X01f39DXN8jMR2Y+NGN0GKNTBF1EW6LOJer8JUT7EvhEsmsieRr0NOjroK+DJju5ZCd/HG3HQa+CXoX907F/OvQm6E20PcZaG67YNnlyDphM5V+GhstMDMC/k7Z3oocc6JEDPTPjJmNMoe0w2g7Dkmugr0EPHnPxmF8Vyap4g7XpsDadutB1yRUXkTcuQvNeetmLntfR8zr8W+Hfik70+GaNt4HfBroqNH1VeF37rUDbCoyxAmOMucysi5726GmPDW9jw9vQ2dDZyF9p8jk+XIvO8WgbjyR5Pos8722m981oroPmOoyCDOySgV3mzmXuvBT73Sfoj3KpyZn09SaSbyLZGM2NsYf1EmO9OLfhw9vQvAj5RcizI3hmR2C9+2a990WmL5azK2WxK8XI27FaZn1hw1/Q8Bc4aHPR5rxAjy/Qy0FkDqLht2j4LTQ7Y8zsjMSPQ/y4j6LnUZMTGOPVrN/5ROY39Euu8EyuOIz8Yfr6K/y/Qs+EnokMu4/L7uMehT6K/ib02wR7oGPQPrb52OY1RU9T2qZpm4YmElwiwR0DPQaaMbqM0Z0IPRFPrseT64m0OLERpy+qF5/qxcefPv6MbcCeDbRlRrKYkRhtY7T16MszfZFjXXKsezP0zSbz48NX4LxCL+xfvqmdbkLDTdC3QN8CfTf03WjYSNuNeOwLPPYF9L+g/4X888g/j4U/w8Kfwe8Ovzv9Eqs+seo3h26OntHoGQ3NOnVYpw6z5jBr3iD0DILGAx4ecLHTNXYy+y6z75JRXZNR34V+l7YP0fYhaNa1x7p2r0DmCuz/Bfb/AprVGmO1ZiGThYxHFHlEkT+EsQxBnooxRsXoke09sr3HXumxV7rsXy77l38xbS9Gpjoy1aHZoz32aJec5pLTXGxzsc2hanJM1UTN4FIz+PTl05c3ED0DoV+Dfg16NvRs5MlOvqlC4bvwXSLQJQL91cishr8L/i7GSy6NkUtdagCXGsA5gm1H6Is87JGHfWR8UycwL56Zl2LoYvRURE9F9E9G/2RkyF2eyV3LoJchX4B8AXQOdA40vnXxrUut6FIrxkaicyR24ivH+IpV5rHKvE+hP4Vmp/ZMNUIO9MiBNrWcTS0XewqdT9HXk/T1JPpPov8kfCoHl8rBG4qeodDboLchT7ZxTLYh5l1i3jpinbDOfvE/7GL9ovSrXPo1rjJf4BpqvsEVPQWA+RaXec5+kav0C1z69a2yX92KvrjFE24FzL/jZ578RJuy392KvrPV0/yLfYkxQvFdLf2m1tmnD1/V4l/oi55NfE9rcmIvVopdyOkb7Vf6kVHaVeZYjtXl/8v3zu+0qlp3yXMJ3zuvzvfOL+V755dZ+r3zGlZfq591ufWwPDl89fxKvnp+FV89/xFfPc/jq+dX89XzH/PV8zp89fwavnp+LV89r8dXz6/jq+f1+ep5A7563tBaa62zGlnr5bmRr5434avnTfnq+U189by59YX1D+sn1kF5WvLt81v49vlP+fb5rXz7vDXfPr+Nb5+34dvnbe1adi3rDjvPzrPa8e3z9nz7vAPfPu/It8878e3zznz7vAvfPr+Tb5935dvnd9n/Zj9l3W0/bT9t9eDb53G+fR7w7fMEXz1P2m/Zb1spe6m91LqHr57fy1fPe/LV817eKO831s+833kTrQe8Jd5S6+feB94q60Fvv/cP6yHvn95x6xFL/zWQYediOGhoNQka6jcJg1ZBW/3+nn5vr/Q7e8FAniH6TTa+n8cX9M5+PU//NU591ui/xKn/DifPPrD+a5y7zb/HqY9GktNAIun6KJKq07/GkCOzdq3Ek0aPJzPSROJJoydG9GRJ7NwhUaVfy79I4iUlUaURU4mIqcwX8qtI1DwksaXxUU2io1AiTCOjusTFLIkwjYls6w15LiMmahATl0tErJRI1i/hXyFRsF1iTuPgSuIgl6/fXyWxcMCqxazn2dVkvq9mpmszuz9mXuvIvPa0rmFGr5UZHWDVswfJjNbna/YN7BdlFhsyi9czi434dv0N9tv2Equx1B/NK+Sfm4/4cO+S+PDvPc/HX4yPjU88+0yNz4yeOd97FsQXx4uiZ0V8jTzrhXP+szm+I75bnn3yHOI5Aj4RLyl9Ai+oWM5TTdvLzxrRkxs9tYN68jQSaFbO0zJoHbQ7+3RB1jwF0ZP43nNv0DvoFww4+wwKhkbPiO89I4PRZ/saF0ySp4twzn+mB7OCufJofwt5lgTLBK+khXnWlqN9RLCR9iNKPRtsjZ6dwR559gvMKuc5LOM7VvpIq5OlT2iZ5/ueCmNh5WBZWP3sUzOsxVOnjCeiJ6wfNpZYKH3ErrB5mH/e00agQ9iVp4c8qYjfM+wj+OGzsVIU1AgfDQeX8wwLnw1HhWPCCTyTwxnRMzucL/+9SJ53wkXn9Jx7wuXB1nDV2Wd+uK70iby/MJiu8R1uInIXh9vCXRpj4V48cUDjI/xaqOOMNj88lXDUooSDdqNJIiVRgTkanaiayFYqkaPeT+Th6TaJurJ2xoZ1ZN3MTDQMChJNRPuyRIt4UaJVoq1E875EJ4n2ioluwclEIJHcrMeuRCbsETRLtJU4yRXZXom+if7BscTAxJCErkeN/2aJ5xnlPpmxWJCbeDHRXzSOTUyUtaMyjAhJs1Z0dnPjaxJTw8HB2vjwxEzh1xO5ifFDQb3EHKHGhscTC8TGxYmixIrEmsT6xGbW8hrzJHYkWK+JfYlD8hxJnIibR9ZqoiTp0Zv0lKwY5Car6ZpM1hDNh5K5ydrJeslGyWZB62TLaP3pCixItk7K6PSROKslb9vJTPdIdglrJQuSieS94Yxkb5ldma1E22S/5IDkIJmL/HCwxErrsHJyaHKESI+UZ3TYNdlPI5BRmrnKJ3YkYtRLyXECk2TkoiE5XfjrkrOSc5OjkwuTS8LqyWXJlcm1yY3JreJrJ7lT4z25J7k/eTh5LHmSGC8yc56yJNbeCXukYsncVGV5qqdqhg/rI+9qJXem6sgIng0nyJv64YxUY41TwYtSzVP5qTapDonNqa7B1lSPcFUqJfE4X8eW6pnqI30ukghdp+NLPRz0Sz2aGix+GZoaFp8oUTpAYq5F0Cz1bGqUZIGC1BjJEyOS7VITUpPjDYMB8f7Jk6kZqdm6riVmxFup+alFqXeSidTy1CqJUMkcEpG98U6B5KqRRkI0rkttEl2a7YhgJMkyRHDbYFJqW9A6tStIpPbKm5MiN0Ds2ZM6IFS/VCz1dTA03CTjPp46lXbSFciCUSZLV5W8JJkuuSdRIVEhnZ3OkTy30uS6dF66rvamPaUbBlvTTTSbCd6TbpJukW6VbpvulO4W1EvFTObS3CVjy0sH6bxwRjqjlqR7Scxo7MxI90331/gxT6Kt2D0iPVBzUnpIcnR6eDhGenle4ipf8kF+SnJG/Ej6xfDh9Nj0RHkzNT1TImNlek66U7x/vH96Qfhs/Eg4QXJqxfTiYEm6KL0idTy9JlyUHK1+D/rJ2tyYXi+2bk7vSI5L707MEUsHp/eF86X/hfGJYfP0mkRGLBsTLgrqpQ+lj6RPhLXSJRkvUzFTTfKclamRyc3UDiZl6mUaZSQbZFrKTrMs0zrTLpgrmhem1qVnBsvi/TNdMgWZRObeTO9MP7FxtOi2xK5lmQGZQZmhQb2MzFZmpKzjojA/M1rGkS+x0iMzLqyVmpDReV0iMTIh0TY9PFiYHJGZnpmVmZTsEpzMzM0szCxJDs0sy6zMrM1szGzN7MwsC5+Vn3uS0zP7M4dF+limYrp/5uQ9Vrjuntg9le+pfk/NTMVgf3iKaur6//uGbOx/zzdk+1oD+HeL9BvCVkGJZXf3rOzuljwxeSrLU12emt1r3ln5zsrda3Wv1S3VLdW9jjz1u9eH11ie5vIoL1+eNvJIu85OZ6d7B3m6du+qvxeu2rXqXdJHNU43FqcbhxONS83rcaLxOcXEqHmzOMVU4BRzESeXSpxcKlPzVqXmvZiatxpnlks4rVxq2dV6V+vPmGrpiaBglGUXjJGfE+TnZO+SgjEFEy4IJgvMEJj9AzA/gkURvHOBsFxgVTmwLoJNAtsuEHYJ7I3gQARfR3A8+nmqYEJ3R6CCQNVyIFsg5wIgT6CuQMMImgi0+C4wtvOge6vzoO1/AzoJdCsHgnL0KmTOg14XCH0F+gsM/AEYEsHwCJ6/QHhRYGw5MDGCqQIzLxDmCCyIYHEERRGsiH6uEVgvsFlgRzmwW2DfBcChSMeRCE4IlHwXenjlQMXzoNp/A2oI5JYDtQXqlQONvguM+wKgRzOBltH6KAf0XY/WAu0iussFQoFAohxoGcG9Ar0vEPoJDCgDg8pAqczQ6OcIgZECo8v0VRbGRT8nXQBMF5h1Xvu558HCckDbLhFYJrAy+rn2B+z5IdgosLUc2CmwpxzYfx4cLpO7y+bbKFeW5rEex87llx4nz8sfpTFSdl5L/R35KG6dszke+65NZ/NJ2RxQun6jtaV7RmnMxysXfDeme5v38eoCNQVqmRyh+0u8juHrmOL1BRqb/BpvXkCejOcLtDF7QLxDgcntOl6J93jXgrP5Od5DIGXGG+9p/BDvY/Kl6gQeFnhUYLDAMIFnBUYJlPq31J9to32ydA87cM7P6JlgdOi7uMjFZxi7vjdP583R2T0lmifGKntjfHZk2/xz7ZFvFf33bLPnMbZFEW9GGZhfDpy/L68rB7aV2V/L7rERsLeWwvn7a+l++T/ZJzsVfHcvDArO7YFl9ruzOUtj853op875qogv+SOufpQaIy5jiu+K+AvN/sG6PWzWU1xqivgBk4viX0fronQdlObFZkYPeW5QmTXS2OQt2kc58Htr67x1dTa/lNrfOPp5PJrzU2XaTzLrLZC6Jqhg7A7E10F2lMMXmjEEEhtBXtTuv8o/5+fx8mRKbS4vH5fC6DLwQ339V/l02Xlwfp4smyt3lsmRZfNhy6jt1ig3qQ8kRwdSwwUNDWhto/OtNU3QJOJJzgokRgONrah+CSQGg05RHpO6I+gW1ROSzwKJwyBzriYIekW5rKKpGzTPBVJf6R4dSI0VSJ/BEAHtU/uSPgLtQ+qhYGqUP6N8qW2pzUrrpsXn8ii6Ih3YODPKlzvKycPn5eCzNUyUh1WX1mPBHFPvBAvKtN9nxsN/D4zWiYwtWBzx+peBIeXA+bXgxHIg8uv36rpS2FwGdpwHpTXa/6Q2q1Hw3fqrdsG5uqtsjTUxaptbxifnrS1df0HR99dVsOJcjRVInRqsN7moVC7YbOI62GHi6WweWGfWlcYfP6WGDfZFtNSpwREDZddbcMLkiKDExGfoFXy/jhEIKxogHodEa0/yVlgt+lnj3BrUNRHKuMPaZdafrKuwnllvofgnlHwYtjR7TynoeDljrTdjDqW2DNtFuiV/hF2icUbyoeSfUPJPKPVi2NvkolBycKj2qPxQs/8p0E5qglBqwFBrQO1/tIlT3QtDqf1C8UM43fgrlNoulHHrOSFcaPwULjHyoYwxlNotXFtADaj5vzQ3hzLecGsEymtnYjvcafweqh/2mzgLDxs/6jyGx6J3J42OhGVyeULqpoTUPgmxPSF1TkLWbULqm4TUNYnGxr+J5lEek/En8qOfbUw8JKS+SUhNk5BaJpEqEz8Fph5ISF2TkJom8XDEj3JuQmqaxGCjX9dJQmqbhNQ2iVHnYvXsOSDao5ROjDEyiQmGp//eUpUVVfQL8P93V/a/5q7Mq++t1N+oOmutP1tWu0AgI9BLoK9Af4GBZX4OERgu8LzAiwJjBSYKTBWYKTBHYIHAYoEigRUCawTWC2wW2CGwO4J9AocEjgicECixrPaeQEWBagI1BHJNn+1r/8DPetHPRpF8M4GWht++9f+j7mvAosrONE/dKpCmSXU1QUITYoghxPanREQaqm4V9XN/KsRxCTGG2C7tOMQYYhzaGNYhxjaMcRzXJca4xnFtw/A4hHYYYxjXMbZNjDGsa1iX8fFxDDGu8WEdQlzCGsK6BIt9z3suirY93bP77Myk63m/7zvf+c6555x7zrm3TtG+gKXaxvjDqg/2UqAaqFH+B7oWqFNttesf9tluABqBLUCzU99O53otwD7goONvBdqBTqfeLuAU0A2cBy4CfcBV4Dpwy9GD0/RU/DAw6uirTrnRafnjQiSwRBOpANZqIhPIeajluCRmAQXvXE+NRWIuUKTG8h+lsx/Vcp4kSlX9vE+On9ebDh2IPdQc22znXsq60dHEMue+yjqWP9SJlcBq8R2zwzxmnjBPm2fNHqLXvGxeM2+YA+aQOWKOmROWZqVZXivLyrXyrUJrvlWMT5kVtgyr0qqyVlirrDXWOmuDtclqIrZZO5jejc9e6wBw2DpiHbWOWyfNEesMajtnXbAuEVesfuumddu6Y9217llJ22On2z7rtp1t59mz7Tm23y6xA3bEtuyldrVdY9fadXa93WA32lvsZnun3WLvsw/arXa73cn8RrvLPmV32+fti3affdW+bt8iBu1he/SJGE9gLpi9iQznk4nPk+wcfGYlChJzYRc5n9KETsTwkf8tSyxPrEysTqwl1ic24pnwnGtEMuy4fuMaE5pr3PVb4XFNakKkailaqkjTntYyRLrm057FbjJTyxZeLVd7r/Bps7UPikxtjva8yNJe1V4V2e6E+yPiPSkbU74gnvPmexeJ93oXew2xwPsH3nWiwrve+7IwvZu8fyQ+6t3qfUV8zLvd+1Xxce/Xva+LT3jf8HaLbd4L3l+KZu+wd0y0/wtumfw/jhr49yqnxTwhzGsObgADDoYcjEyzJcaACcdGnKUp20pz4HWQBeQC+UAhMF/FWsVOvPSVTUuHHW04qHx4TatKpfEUmIe19HA1ybXUw8/lR9aU+hybWlvmgOU1h2BhhZk9zhqTq6zMvIZVVozraeKZFCvFFiLlByk/EJp3lneWcHuLvcXC4zW9lkjxfsT7e2KGt8q7SmR4X/KuwX34rPdz4n3ejd4viHxvk/fLYra32fvHotB7xntGzPF+3/t98bz3jveOmPv/uXaXKBZlD//6aOE+8YxZYM41ixa2mKWmDsTMxKIN5rIXzi06aS43V8pfHn3VaNWMlKdSnhLC91nfZ+F52fey0Hxf9H1RuH2bfZuFx/dl35dFiq/Ft1/I/yvvgnaDb18W3r7EQr/QpkGmXY9B+t3TIH1Vxgmjx+g1LhvXjBvGgDFkjBhjxoSpmWmm18wyc818s9CcbxabZWbYNMxKs8pcYa4y15jrzA3mJrNpkcfcZu4wd5t7zQPmYfPIg/yj5nHzpHnGPGdeMC+ZV0pKzH7zpnnbvGPeNe+ZSctjpS9qtHxWtpVnzbbmWH6rxApYEcuyllrVVo1Va9WZ/Va91WA1WlusZmun1WLtsw5arVa71Wl1WadQuts6X5SF9uFjXbT6jAHr6sIO6zoiby2utAatYWsUOeO2sFPfSk9dx86wM+0ce5ZdYM+1i+xSW184ZsfMdXbCXla81V4u67VX2qvttfZ6o8feaG+2t9rbzbRF9fYue4+93z5kt9kd9rGp8XvTOD4+no62T9inzaP22anxtXvsXv+ofXlqHO1r9g17wB6yR9C6MXviQf7U+Do6oSXSEt5E1tR4Pz7uidxEfqLQXDGlp677+LjLcUnMTxQnyhLhhJGofDDubzHeiarEisSqxJqpcZ/SU/4Hel1iA2reNHVfrPREE1p+G7Pe7Yv7PopZv8z3MfGU7yXfS+Jd8rdSZy2s9q3GWljj+zTWwmd89SLVt973eZHu+0OsjgzfF3xfEM9gjfyR8Pm+5PuSmIk18orI9n3F1yye8233bRfv9e3w7RR5vn+HVfN+30HfEfG8r933A1FCZrvTD9fpvDuiytxobja3mtvNXeYefKTcT33IbIMuBfj2ENvj7HgyrzcWY7T8nMC+J0up+F3IkfVdQ4034B+Az3nHQL0j8MjPIUsz2/COkIb6UbusOzZrqm6zF3slEMN/Zht3iqX/NKPj6U/JEjMwOvKvh8XcS8L1BKQ62uNoN6BNy59eLuUt6vhYfMI4bBwBjsI6Hj26oNY4uaA2uiF61DhjaMY54wJwCdYVI83oN24Ct2HdiXTMW7sgfd5a467hNe4ZWUbS9BhJf4+RZaYbuabPzAbyYM0250D6jdx4wsg1mswSM2BGzMC8E4i0jNxIhrkUqJaRRv6CRrMGqDXyzbpHyyG63mww6yMxXqEw2m82Rvvj641Cc4vZXHzE3Gm2GHfMfeZB1Jm5+Gok02yVdcbPmu1mJ9AF69Rjbemed8I8P+9EPMMoNi8aZWafedXsW3TDKIvVGWHzunkLiMAajF03h81RYDyaW3zE2GQJKxXIMIyo16i0Mv37rUwrx6hc6DWq/B3WLH/H/G1GVfSCkevvsQqAuexfllVkNlhFTh9WWKWWDsRgJSK9kQxrGbA80hvrNHKtldZqayXuhiz3zlOPtNpYZa211gMbYW3G1bda262t8/PVPbJ2WXuA/SxXaB2y2oAONZ7zYtYxs8U6ocbTOu0fsk5bZ2Wk1RM9Z/UCl2Ut0Vzr2oI+65p1g63W5hVYA8DQm+eLNWKNWRPWmHHb1ublPDp77DTba2fZ3li3nTv/7qNzKTJi59uFdr6/x54vW20XF3vtYruM97bHDtsGUGlXxdfbK4wme5XRFC00mmIee41dZa+zN9ib7CbTsrfZO+zd9o7oDmNH5DRml8/eCxyQ8+zRco/Ns8dS8VlWR3yWffjNc9A+Yh+1j9tHY+ftk5hZj8xI+4x9bsFB+0Kk1L5kX3k0FT87r8DuB25yfv4DMzJ23b5t3wHuqjlonLHvAUk5BxOeRHrCl0i3MhLZibw3z8HEbH/P/CtPnoOJOZiDqXIOMuVPlCQCMpWIyPmZsKxYYumCceZVJ2oStVN5iTnzJqxUmRfpTdQl6hN11mk5C2J9iQZrGbA80RjrNJuj2xJbzJZFA3IksHs+5fuQD98QfXN98/FWtdBXImb4gj5dvMsX9lVgx4z6YuJZ3yd8nxDv9q3y/WuR5dvt282/EnrW2XdrfbXYd+Xuq3H3dXP3ncHd92nuvu/i7uvj7vssd99s7r7v4e6by903j7vv+7j75nP3ncvdV/57QDtdZ/h3PHy7+1AV4XL0P4TpMVUVRnxOoYj74yXxQDwSt+JLoyvj1fGa8Nl4bbwuXh/oijfEG+NbmG6O7wx1xVvi+0K1gVPxg5Gl8dZ4ezAR74x3xU9Fd8W74+fjF+N98avx6/FbH75QsTd2Jz4Y2Rkfjo+GauPjFbsNERVG6nTEu40MI9PIia0wZhkFxtzoNaMoVGuURlcbuhEzEoUDxjJjubGS7Ztq41Q7gQ9dNFbHqyt2VOQba2Ubw3uM9cZGY3NF/odvyvZKGFuN7bLdU203dkWLJFB2T7zT2C/bjrYcMtqMDtl21W7jmGx3pM84IdsuIW0J47RxVvYlMtvowR1I8xX4CnDHn/c9jzu+wIf3aN8SXwDzJuQL4Ukb8UVwxz/u+ziety/6Xvwne3eJiBV8dwlIDuIPFgmhH3kImQ6WPgrph9Zip2KnHnnrWua8dcl/iUZDT17km9Egv1vE0B/X7MuEOzDwwHbFWqg12vuEq+yucMMWErC95YPYLeo/NAbdEKuPNT5Zz7vhpLe8jW529M630Fve4k6VPrhTT/FOpfNOPc07lfEW757y/+Zpefg3dB+4QrgcZEdPRE9Hz0Z7iBPR3ujl6LXojehAdAh6JDoWuBWdkP6YFkt7R/BGr0nttCaO1ti+BHpQ6asUbu5W0/vlfzAD3U6/ZA/SeR/fzX5lsR8z0Y8asYNzJCzP6D8ARC4pSPuF3UJEa1U6WgfUK3+0AWgUGdHKaBU+ldEV0VXQayAro+ui8q8LZ7xNi+QYp7MtT/8joyXz9Em2eQXeykV+Ddp396Euvazs0hG0/yR891Sa+bAjSWWXoS9R3Lvy1dDpIjMiIj14u7kcuRa5ERmIDEVGImOwRiITUS2aFjkU9UazONKFznNhHlq30LcQ37YX4emQyqdDOp8OGb4Yng5ePhee4XPh2f+Hki6RK2azv/wb1PevI1yReq7FT/pq5Bs/9hKXdkMbx2zI0K6KLvSz2oHsdy21K1LnpB9CQz1vZ0/3Pcn/aHzDA1te781oRN6WaWWbHyu/84lteSftfLu4t2q7iLQA+6alD07TrY9B1tUOdDrjWvsvdIynl318jLt+Z8bYFRoOjYbGMfM9malYpCLTzqwTwRwtRxefygnnvCj2Tc1/r/CWIC5DOyzwHAtVO8A1QrWOfhSuUP3b2tN9T/I/Gt8wzd4yLab5sbidT7zmO2nP28W9VRtFCOMf2jctfXCabn0Msq52oNMZu6nx++cYx+l4fBy7flfGUbsWLHvuWDAcNIKVwargiuCq4JrgOmBVcAOwiemm4DboHcBuYG/wQPAwcCR4FDgQPA6cZPoM4g4EzwEXgEvBK8H+4M3gbeAScAe4S/se/EndI209XfcpDWQj9gp0XrBfz9Nn63Ng+/US5vv1QPCKHtEtfalerdcAEaAWqKNdD3+D3kh7i95MvRNoQawFvQ/5+/SDeivsdr2T+V36KeR16+f1i0j3Ad3AVeA67VvwD+rDtEf1calDAkhF7HnoDP1iKCOUGcqBPStUwPy5oSL9fKg0pIdioURoGVAKLAdW0l4N/9rQemnreaGN9G0GtiJWh96O/O2hXaE9sPeHDjF/f6gNeR2hY8QJ4DRw1klL9EyzT4R6Q5enpSWuOVr6b4QGgKHQCDAGTAA3whqQFvbSzgJyQyPhrHA+04XAfKA4XMZ0GP6BsBGuDBuhoXAVsAJYBRjhNcC68Abam4D54SroJqa3ATuA3eG9TB8IN6GOw+EjxFHgOHDSSUucmWYfDZ8LX5iWlrjkaOm/Eu4P3wRuA1fCd4C7sO+G7zGdrPCE+yvSAR+QLeMq8sJXKmYDcyr8FSUVASAC+CssYCnspRXVTNdU1ELXAfVAA9BYsQX+ZmBnRUvFvoqDQCvQDrRUdAJdwCnqbvjOAxcf5O+r6AOuAteZvlUxCD1cMVoxXjEaEUAq7OFIBpAJ5EgdmQV/ATB3Kh+6CCgFdMbHIgnYyyLL3zFWRlZH1gLrIxthb4YtsTGyFb7twC5gD7AfOBRpi3QAx5B/CHEdxMbICfhOA2eBHqAXkG+r7xTL8Db7JKh33SHosciEtKNaZABvvPBHvcofzZK243+LeqK50fxoITDf0cXRsmgYMBxdjO8GYcCgLntTfBW/RazAtwil1wEbgE2AzGtCuW3ADurd0b3QB4DDQFP0SPRo9Hj0JHCG+lz0AvQl4ApwNNofvRm9Hb0D3HX0PSAZvR3zQCMvlo5Xb4VsIM+xZzt6DuAHSmKBWCRmEUthL41V066J1VLXAfXwLZXXjjVIxBqjl2KNsS20m2M7qVuAfbEt8B+MtTrIBvIce7aj5wB+oCTWHuuMdQGngG6gPXY+dtFpSx9wFbiI9lx3rnsLGASu4xrDsdHYeGw0LoBU2MPxjHhmPCc+CygAMuNzaWfGi+KlcR2IOXo6Ek/wLQOW014Zi8RXA2uBlfH18Y3Umx29nvmPxmxleruDXVLH9wD744dgt0Ur46uBtUBbvCO+kfqYozuY/2jMCaa3O9gldfw0cDZ+CHZPvDd+GbgG9MRv0O6JD8SH4iPAmKOnY+LNPkMD0qRteI0sI9fINwoBac83ih9D2QM7bBhGJVAFrADCxir6JNYA64ANwCamm+iT2GbseAy7H9h7jQPGYUDqI8BR47hxEpC/iJyDvmBcMq4AF3i+fcm4bdwx7gJS3wN4em2mmz7TY2bTzjNnU88x/fCVmB48x6sBi7qWdgOf+3i+mwG92sS7QSiTOC+1fKZDD8rnuHxemxZi8B5hVps1QK1ZB11Pu8FspN5iNkPvBFrkySvQyl9C9pld0ePmqehxPWJ2m+dhXzT7iKv87aDPHORvHeNSW8Ict1KtDCvTgbRzgFnIKwDmmu1WEeqVsfLXjBiQAJY5tsRyYCWw2rHXOvnrgY3AZidO/johf5PYDxwC2hxbogM4Bpxw7NPAWaAH6AUuO3HXrBvWgDU09WuDhK1BD0jI3xkcW/qz7Fwg3y6EPZ/5xXaZnWZN2Gl6xA7j3aoa71mteO9qxTtYK9/XInqrbSjNPPnehvtmV8JfJdP2CpRr5Xtat70K71LVoQK8X10E+uR7Ft+xcuw1SjNPvqfhvtrr4N8g0/amUBHycJ/tJueXi73AAeAw0ETI3xuUvZf6OHDSPgP7HNMXUO6Ifck+IvtrX4Gv375p3wbu2Hfte3Yy4bFvEul6a8IHZIdyEnnAbORJzFG/BeCbXxq+IabjG2JGZqFIyVyAb4v5/LZYgm+LqaI6Jy1ntvhkzvP45riR3xx3yG+Vz254doMQz7787MvClfnpmeVCk//MkvZ3wpWxO+Psw++TCzUHaYDX0Y/CtTD3be3pvif5H43Pn2bPnxZT/Fhc2ROv+U7a83Zxb9VGsTAMGNPSldN01WOQda0AVjljNzV+/xzjOB2Pj+Oa35Vx1L5UPrIgo3ysfGJBUflEQAPSAt5AFpAWyA3kQxcG5geKgcJAGdLz4Q8HjEBloApYEVgVWLN4dWAdsCGwKdAEbAvsCOwG9gIHgG2Bw8AR4ChwPHASvjPAuQf5OwIXgEvAFZledDfQD30zcDtwB7gL3HNsiWTgdtADpDu2D8gG8oDZwBwVV7Q96AdKivYHS4KBYATaQnopUL0kPVizJN1fpXSwdklJsA6oDzYEG4Etjm4O7gy2APuCB4M1wYP+KqWDtQs2BuuA+mAr4lqD7Y5uDnYGu4BTC0aC3cD5BRPBi9B9wFXguj+N/lvw3/JXBgdhD0v41wW7kZZgvJM36l8FPREcRDmZJuiTdSMuOB4cLBcyrQvUMSjLlZ8GztKXCmQsmNAzoXOAWUCBP43+ufDP9VfqRbBLAd2/Tk9FWoLxTl7Mvwp6Qi9COZlOAEX0yboRVzauF5ULppehjiJZrvw0cBb2Bn05sNLfpK+GXgusBzb6t9G/Gf7N/nP6VtjbgV3+m/CfI1S8ytvjvwLdBGxjej+wlT5ZN+LKc/St5bOYPoQ6tspy5T1Ar75Vb3thg962YEzv8Gv6MaANOAGcpp0Lf75+lvb80kzqMiCsH0OZNr+BfEPv8VfBXlHey/w1ei/yemD3OFrW14N6UAdjLyN9TcaWDesog3JVqKcK16/i9dugbyjNPNkOWXYA9pBMl6fq0i/rmvKN6GP6BOqSbR3xayENSJN2yKtPhLJCubTzQ4XU84Fi3IMx6DLkl4XCIQN2ZaiK+Sv8u/WxUBh1hB0t6wuHslgHYhfoSK9i7Br/bthVKD8RMsrPynroN5xrGsyT7ZBl1yG9gelN/t2wUdcDX1uwGzhf3hu8CN0HXAWu68fov6V3AD3BQdjDeluoSe+Fv4dQ8SpvFOUHETuIcjJN0Ie6ZVxoG+whmdaFLv2y3MADXyqQgbmRCZ0DzAIK9GP0z9U7gB69CHYpoOu98PcQKl7lxVC+CLFFKCfTCaCIPtTNuAHYQ0wv06VflpvyjejLgZX6hL4aei2wHtiI+yX9m+HfjPuyFfZ2YBfu1XKkJRjv5O0JVUFPYJ6fZXo/sJU+WbeMW4f0BqYPoY6tstyUL9iwZDS0A9gN7A0dCB1eMhpsCB1x9AGZPz0m2ODPZfqog+Pw7QydBM6EziF9AbgEXJF2qD90k/q2o/uZ/2jMHabvOkB9oXuhZOhe2BM6F04PHly8OuwDshevDh5ckhfOo57j6DyZ/1iMX6YXbFQIz5Z6SQSwwnOQ9hePh0uAAOBfUrPER13r6BrmPxpTx3REYYn0RZbUAw1hq3gw2LpkNLwUqMY4tIYOhGuojzj6gMx/NAbjJ32dChy/Toxfpxq/cC1QB9RLO9QfbqC+7eh+5j8ac0emH6svGeyU44f8xpI7wF1HT8e9J/iS4cYlHtpblrQC7Y6ejs4n+LqAU9Iu31W+p3w/cMLBofK2cDOwE2gpb1uQGd4HHFywHHo59Ei4FWhfMBHuhO7yV4ZPAXg+hvFsC+M5SLubMcgvGw93lwum+8pPwz4b7vZvCLcC7f6m8FXoLv856HP0XwS6HbTLvPIclJnFdF95D+zeMPaccCvQrneET0F36T3QPfRjHwljz6HdzRiZPwB7iOm+Bzb6AbTrE+Gr0F2hcPgqIP0XgW4H7cxbF+4ObWC6b8pe2BK+DtwCBoFhYBQYX9hSIRaOVqQuHEX+KPJHkT+K/FHkjyJ/VOUXba/IKNpfkQnkFN2omFU0UlEAzC3Oqygqrq0oWjxWUVqSX6FXxCoS/5ffbVJmfmZmvRAzX575mvDM/N7MbhGaef494yKe81LOS1qTcImfaj8RklFSsgEdTkkRkmsnS/6b3WQe0qRH+wX9LdKv2IYkVZqQXHHSv0rKlMtSevz03PVckow1rKeB/gIyDw1KO3UjY9ZSJlj/MGsbJQNQjcMGVCAku49kVTlMz1cdxiC/cHiGxG/IRVT5kElIjJNbKIs8Q52UayX/kOuIrE3rU+xEys/I/bQ11jBM2UjZ4W6Rf+uL/2QbYGvbyOuzXDIPaT3kBCqhXeL+G1kD4yfJBvRuh5cIUvxcxqQUs4Z7UrqrWdYg81BAelzv9hyS48BS2WQSmsOYww7zEGRy76RkhKqavCQ5EmjXyLZpfdJ2mbRXMteg/Qbta4zcQjuNdoC5P2Spcfr/jP4C+v+C/lLac5mbSvsztP9E1SBt108YOcTczcpmbqZqGz23kpKhZz5jMllDEeUa5l5Vkrm50k5WT45hnhRKj6cw+SrGoYK5XUKy1vXT3pZ8XY6M9Lif4d2JJr8tR552mDIplsoZyHp8UroWyRhtRNpinDEHWNt/Y+4R2c6Uy4x3MbdNXsWtSTv1ffR0Mj6N8W/IXNco7T1JMkgxpjr5XdlHaaeomdNCOZdyu/LIlni2srZG9msf7QD7tYaeDnrOsF+/ZKlvsEdNvOJs9uUw+3KBkevpX8eW7OLV09W8lXWmFDP3HOVBtvwI7UrG97M99fScUtdl2Wz6z9PDO+K6yjFJOFd8jvVLHimv6jvbc5uROWzh15JYuaJbSnc+Y947OQ5Ps7yu+A3buYG19Tt9l54G1nOdMbeldIdpX6e/lTPqGK+ylVcZUHeBspTxTdLvnqBnOftYlJwgJ9yEHDfKXVK6hihv0pPHmNu0M+k/Rc8v6VlGGaD/nJTuOEeghPerh23bzKuv5XVvcuZ42KM5av5MfkLOZLYnU3rSsqWcUaNmqRyl1BzG35Z2isWYDHpWqnkry3ryVA1yprl2cPRqkpJfbT1b2EE7PflJObuSkrHs3ZTLWKqHo2fSXiMjXaMsVUR7jJE9rGEP7d30X2Wve+kvpOfXzP06Pf2s7ev0VDDyV1JiR+NMYN8TbPlS9uLnbMNNecdTOQ+1fbK/njtSYnxeZ19e50r/Nlso45Oswe/czddZQxvZaOTKzeK9+AhzA5QDnDOXWWefM2JqHGSbDfbiJkcpm/53UdYwcr1zxQnOwwnO57ucGypSjtgsaWPfuMsdQMbUUu6h55OMzOW1chl5iaV6GHPQmV0y9x7nzzYpXUlnl3uOfq5W3n1drW61v3EWDYtnuE4hZ+RxFnHHcA8yvo6Su5znOMd8RF7L3ZH8GWf+Xc58OX+WOzvPXc5qNbaytX1sv5ppuzgaQ4z5Dv3r2fIE7Y/Sf4Q9ukq7k34reYV3to12A0f7ruRg4BWXOftMsXyX4J06wTv+X+hnj7Tvs+wZ3t8N6i7LGKwUcuyxd+rZdFjddzluYr+MwZ7zOuuUkdlqB3Z26efY09fZU1nnCY5VlrRTZ3NUG3mVQ2zbIdZQ7ax0Wc8qzroCytVswx1nx5ayhvX3qp0weYB3s5g7/362pJjxgs8IWed28tUNizqujjp5Byc/BnsF7/gQYxrUTs527lajp/2Y6/d1zkzZr7PqycjIV+hfzj7u445dTc9sPgvUOHdQpjE3n/2Nsac3KFsoJ1izwbsfoZwtZfLA5C3huv9XUqJV1XJ9seW/p55NbMmu5A/Jyiz/spTP3JRmti2fkdVJvv+wbJ6YhavnOu2fRcY7+a8HpFMKz07akIr9TggyTCjuMcV4p7juFL8dOe0cNjsy2CnuOsVXpzjqFDudYqRTXHSKf85hniNvk+KZUwxzilvOYZVTTHKKQ45cYooxTnHFKZY4xQ+n2OAUA5xifVN8b4rjzWF3I6Ob4nJTLG6Kv81hblNMV4qtTXGHKIY2xc1GfizFx6aY2BQHm2Jfc3jXFOMa+TkUy5riV3OY1RSnmmJTI4+aYlBT3GkOa5riS1MsLBwrxY6meNEcRjTFhUYGEcV/5jCfKbYz8pwphjPFbaZYzRSTmeIwU+xlirdMMZYpljLFT6aYyRQnmcNGpnjIyCOiuMcU65jiG1NMYw7HmGIXUyw4HDHFJeawiCn+MMUcpmaIYgsjT5jDEEZuMMX75XB9KZYvxQioOL3I5qV4vFLIBONwd5G1S/F1KaYuxdGl2LkUL5fDyMVSacxV/FuKeUtxbjlsW+TZUnxaiklLcWgp9iyHN0sxZpFhSPFgKQYsxX2lWK8U35ViulIcV4rdSvFaKS4rxWKl+KsUc5XDWaVWDUdAMVQpDirFPuXwTpFxyuGaIj+Q5nBK8bqKCZL8Lg6PlGKQUtxRijWKfFGKKUpxRDnsUGybYoRSXFCKBUrxPznMT4rziTxPiuHJ4XZSrE6KJ4lMTg6HE9mbFG+TYmxSXE0OSxP5mRxmJsXJpBgcFQ8Tr+5wLynWJTXTFKOP4ljiHVS8Sg6jEu+aYlFS/EmKOUlxJjlsSYpTkKtDcSM5rEiKs1AxIbE2xX6keI8U45HDdaRYjshjpJiNHE4jjp7iMVIMRoq7SLEWKb4ixVSkOIocdiLyEilGIsVF5LAQkX/IYR5SnEOKbYi7mWIYUtxCDquQ4hNSOwDnm2IPUrxBijFIcQUpliCHH4jMQIoTSLEBJV/0xCFXSrbm5NO002kvor2I9mJPArIkZRP9a+j/Ju3dkMUp36WdoK3KLqJdxbILIf30l0huadQjyxaz/lWexVKmvEhm1ibYWZI9PZmVInl8uxjzLXnd+7Tvv8E2NNP/OdqLaS+mXaJa68gmypcZgzrv/9wzD/Km06N5zH2RrWJPPeXs12fZ8nXSdl+jncZcwVKv0fN5lv0oPc/QrmDZf8PanmFLKihTGFPKmLWQRbSLaBd7AvTX0y5lDfRTLmZuMXNf8ASlTPkcWxJgpLQXy9MYxKhx2M3azrC2BO1vMVLKhZ4OxihZRlnNmDrWf5L1y5F5MaVXzofUX8r5QDud9iLai2gvTnlV9i71JP0N9B+l/ZK8eupO2j+iPUz7jrRn5LDsaTkf6C9J+Qrr+Uv24jecCbL9q1KvyPkwQ/YiKzUk5Qx5la7U9XI+zPiKnA/Svv+GtJPNqV+T82HGiKw/dUDKGb+i/VNZ/4xB2r+lrWI+RrmYkb9PWSdniGzb/ZuqzanfZHwbbVVqiG0epb+Afp+UMyLsnZ/yV+zvduaeoJxB/wuMjPFad+i/yDqL6VEzQXnGmfsi43fxihc5SuOUr/DqUUZyDs+QkUW0i2gXp16g/x7teaxH+QvZkhW0n6f9Kdbzd1KmzaDNOZ+WxtwX6flT1vY9OUNYwwusYRHtRbQXp/4rxv8t7WzKmSxlss3FbPMa3uVX2dPfMJdtS22n5yXKH1GOMvc9ct7O+A7t46yzm7aa539N+Q36T9C+TPvXnMk/ZmvlPFw8+ZrkBZ/8z7T/Sl6Rsnjy27Sfp5SRRU7ua5RtjG+irWQO5dfpV2WP0T7G2jopf0bPz2hfY4z0L07myzbcn6TNe5c8KHPv/0JG3ud8SK6nR67oxfffkO1RnuQrlPmULMUaFt0/z0iWvc+Rv/8q7QHW+UPaV2kPM5ez+v5P6Pl71oPZqH1afpPSqvitgd+VtCXSIz6ovh/Jq7t4mqfx7M6lTucW0v4mJU8Fxb+nzZMlF+sR/5WS34tdRyl5LipepeS3G9cHaP8HyiwpJ/+M1+JZh2sv/X9KP7+Du8Yo1bnWLyh56iX+gvL9jORp5KRqLU+NBE8IJ39CWUs/v0OJ31Lyu57rZ5SfpKeP8hOUv6L8NMvyfCn5+4z8OP38li14vjT5Y9qqzTPpUSe6PNNz7aTkiajgWZNLnUtspIc9muSZYZKno/e/JeUEzyIEzyIEz/Qmf0rJ78uamzV8mbkcGfEleljW9Rw976H9J7Tvsyy/RSb/N/1vUL7AXHW+sYSSpwqTMUbSc5+nwa6XmctTkUmOv6bG8xo9PId0dTOGJ58ufsvmAa5L8DTVxW/f4quUPFnVeBrjukX5Iv03OcfU2Ttrc/1HSp6daqrOVyjZBtcfsJS6L1HaXYxUZ2Kz6OdJiJttcHNWuHj3NTUPOQNd+ZQ8JXbxjosblKzfpU5BG+nh2YvrXbQ5tpPskeuj9PyIkrVNcma6fk7PFcpPUfLuC979SZ4YJ7/ASH73F/+JspKSJ+eTTzOXNbt4ki84W0SIvbDp/wElf5UQ36efc8D1DXq+TskzE/GXlOpOvUb5OiVPv8X/oGRtgit38o9pf5tyCyVPe4TqlxqTz1O2UnJeiQ+zrFojL1H+kO1RK4s9En9NyRk4SXtStZzj7+H+4OYZr4st1NSew9mrqXOkbbQ5M12XKNlT92fp53mv63uUH6HcTMlzZjfrd7FH2jx6uM9o++nnehGfoU2P4A7g4im0xh3A9Tzb+RQ9vNcern3tu8z9W0qesGmcb27+uuQ6zTvO+t3cqTSu+kn+CiP+nJ6TlBHWqc7xeMdd/J1CfJEeta9yPWrsHd68pc1V7+aO4eLvDq7/RQ9ngqZ27/9JD3ctTfWRu43rb+hXNfyauV+jn/dX44mchzPZrWbjcXq4V2hcLy716xLnsHaRueydmzu/S51MqlNHznaNMy2Fq9vN31Y07jke3lM3V5mHvdP+OyXnsJs7huD+4+FM0zi7NP5u4lG/2nA2apwPk3/uzA28J7jVHH5N2pNq7ZTSz90Aa+EyZ4j0qHm+XtqaGts2Z7bA4+FzSuOzD6sGHqFmYNKZOfJ0d7mTK8+9v+vYeBYLtUv/IWvgU8+jZoKaq1yVk2oWfYst4b6H9XiZK2UEfq5TjWsQnmGuL0iPenardSQ4DpyZGvdGt7o7as26nZkg61d73c/Zd650N/coD+NTudY0zh+Pesa1snc/dWxcN7WcMXz+erhONT5PPVW0qzg+fFq51Vrj3XSrNcVfGN3c8Vxq5aperKZUv0WqJ4Va0fwFxKV+qeSK1j5EmzuVi3fKzd1Y4x10sR433yXc/5YjpvaBIsaouc14198zhrX9H+6+Bjyq6lp7n79JxPB35kzmZP6YGSbJJHMCFBERERERYxoRMcUUESONQJFijIiIiICoFCmNGCMXkVJALsU0pkqRUow0Ui5FRMqlXKQpIlKa0hgopVxKk5m71ntmSORp1ed++PS5H5v9nnfWWvt/n733yczeR/oV+CfQYhZT7NEVc7p8O3A95E6UFGVX0GoyUlHsOcu+R/CtpdoTEtxBKr6vVI4CcXermOkU+/tTjPMqVibyVZCj1RTc+5I9UmHtIWMUUr4H+U3g94CjZypoLxkrJQVztIx7SsE9peDeV/EdqIw5VLF7DlY+cfTnBMarBO64OPpJHN9RxrEyUezawNpGtr8rQV3FUVftmFPiaOV2tFp7H0gw67VjzIljHmxHTuIYtdoxzrRj5G/H94BxjGDtmJ3j9kxhz0dYyyXQUgl7rYheGscsH8cdHce3xnHMle24j+Joi3gF7O1VFsbehL2SwfpBYKyOo2biqP842qsdPSqOO6Idlu34XimOHhsvAI4G2nKsQNqx/mzHPZt4HfELcQFYA9zF+Lft4K8DyyEZD05PPbQuh6V0O3JLPPFntiSswfqZJb8D/iEZ5wIe2/l3I/LkeAZjgp5bxV+VhTzn2khtKElFju8RTqDVhCSa0vgXKU6b818PRCL+GHN+yiZke2f8I/C3gd8GTgW+hbD9EU8EMbwP+4XQ/hRyGZKTkFQAH+K/tFN/l5Sn4/eD0zOgMirxMnPtMeD3gGWw0aHtDsl0SLqB3wEOSft5SDRIHiF8KD4CEgXo43TVCYzxkcjnOsbE95CfrpAgh1o7bBzQ9oRWhiQd2t+DZwC5vZraz0GOksbHAidCci/4k+D1jHTHswS1px6F/CXgDOCz0GYhXT8kSyDxgj8I3gtoW16BeP4MjvaKPw3JH8GXIdRgLjvN6lwnd6KeP0ZNPo06Qc1rw4HfQB2eYy2tU1gyDng95G2IYTz4CcRzBpJvoZ4HQfJr2FMtyar6XcLr2vlbKhWtqXK9ySr/ZYDwSv7rZVI7BUh9TM7hv3TJ1fFTjNwuco5WCFwE3A1tAng3JGvB7wHeB8k14F8HzmFsPwr5W5BUIZWRiL8L5GOBLwIPQe6B5UxIfgI+C/xm8EnAlxDz3yH/JSSvodRvotQPo0TPAM+gvDcATSr12aT2EeBfSTJA3UO4JrGRufYXRgf1H+nDeAvwdsiPsU38ZmhfBD4HnM9Px1x70pr2v8HmDg7VTjHL3bXr+EktsYN4Af9dSO7u+AEkOiO3nVyg8Xfr3eMPw+Z14KvAl4FRhHoTNuDcnwl7E96j8q/OtsS/j3q4E9gInM7y9lPQzuTRpt1uQe5pOnqCrr0N/A3wHdY67oM9WtbBvegG5Q5IYmi1xcC/AV9F/HugdSL+Ysi5p6XznS7rPJ5Qihng58CXw/5qcLSI8mPCShrXqQVpLSbJ76HXVWslkHBZ3ovPBvaC3AKOAO4DBmG5nlH5T8TwOORXQ47+qXUFZgPRozQJ2meRh3HIgwGkUIqs3kJYkZgEzqNiRfxt5lxjxH8MHAPtGcj5O+gslUYY5frEHOb8l3DCC5wfdRuXN1ku7pPVDhrZpFMskaL23dfO9Rzlv+MRbgHKwDog98wi9WVGbimaO7wcQ3wJJHWQ9AR2hfxrhPO5NqQtSGU++uF8/tsd1f/j4PnA7wKfhjzIz1yqhfxMZa4VAHcBc4BvA39BNj+i9QuPYxMxXtUBHwX+Avgs8HXY3MmzD/coaT7y49SizOOvQl4DXgS+APynwEGM6ivIWzVzRxb4teB2z18HzEV+cpEW36Hv81hNrfk6c3U1JPOAf2J5O9LV/o4UM4A/RD1MBz6J+Lsj7CrEw7/SfF/5NSSIU+MxKreNx8zl6ieMCR6v7tO4n9/nuJHwg3hP4FqMM8ORt3sxVvdk5L9MEh8L7I4UA8jJu4z8d1oqlwnJJ+BPAB2wrINNGSRPATMh2QOtB33ABD4BRH+D5Sm2pJniA8bEeK43HtnkHzn4V6lunmEJVyDPQ5HnbyKH6cjzOfDbgHwycz7/8lNt4D4vOVX+huvf7fZV+RcX96ppPBrHz2FMXoR5PI21yRl/HPBOrE/8WJ/cgBnzL5DfDSyBFjXDd5x0L8+kFOcdjG1cM2tVnkOf5LWNtFbj1lmLe6GMLaW9yE8Zf3Mk7Y2/Bf4ptDuhfQCSMLSPgNNqUO6p7EWcf2SuxYAvot15/Lwu0Q0lakN/eAzynyBXheAHoD3N3PE4JL9EWSpRugvgCvgjiGE0wqKu2vuhp30L8ncgqQQ/Bh5FbC9B8jH3NJV/nehI8JrzA/U1vjeVH7E2sY3l/Bd76s8Ktzv/nlm8yr8Zk07xmE+SR3GXPczjhoKRhOdr0mIs4tWRVMO1p7ym8q+AXmNL5RjXgPizxvdsRaKKuaOAkb8Lk2ocTuAE5PMG5LMRcdahly5EusMh+S5wL/AeRtyJp3huIpwCfAx4CPghWp9/EafGJ0OCOS6uIU4ZklsxszwH7gPuAb4Km9PgY4G2/UvAFeirMmIu4ThV9MP4d7CW+wvumj1ce+qPGfk7VjEdfalIrYL9TNgPRQ0/Chs/MAAJn/P2vIpeHbdX+M8DDwN/ixXsFGiHQDIIiJUtrw9JixLJn4KPQWw8Ypxq5zXtq0oDcBlyOI3z1s4zSJH837Dn2F5tnwHttcDBkLyFUGsR8yn0nO9grLuXucotcq9cgzphSZ7yHu4RWzsfefsEeBw4DUgxSI8pdL9Ldyu8XlqW+A/0roXoXc3o+f8G5FFuvv3MwuOeMkP5DfexxBPM1T+hvx1grn0L2p2MiQeh/QOjrY1HUBsSauMwo7IdLeLi1VG8DO1ut/Iq3CMzcL88xaOchvVMcoVzJywXA/8GtFc4H0MbBZ8BPgha7pm/Rh/7La8QKP4M8HPgy4HD2D7ZS7+BXMmQ3Artc+A+INZR6KVb0Eu3oJdu0Wz7l4DcSx+I/x5I62HJj1WrP86/wH8AK88BWHk+wCtDal/qq5KTv5miHngFOK91ndop9BDuq8+3/xCWVzHyt5yisL0G8uGw/B36cB1sYOngZ5xrYPMq29CTbDokaznORF9C0Z4HDAO/AXwB+F3GuA/2q9DuhSxpex5300igA/GkgacDM4DlyPM58LHAicAngdcDC2EzBfzbwCzEZsfjBfYCPgu8AvgY8GngMuAQ4AOI7TmMAHim0+x+az8JngeegKQH+EZgAyR26YZD0gpEz9fwVIh7sCmOp1qtL/AXwNdxt/JfJJoSvSH5EJLd4NvA9yIsQrXjSZb7GElCwAJIBoL3AbdHAPsO/QnwDUhuR1vsQz7HomXf5/KmGbDh0cDJ6wcxnb/XJv4ELFHbaV9D/JjBeS1BkrXoLZ8inl9B0h33uwnJu+BPAPFE75gH+TxIvgfk1UtRclWAMto5caA20vAsn8Z/Iy3S/sBpcSq02ukOXgG+H7nlmr/G8Xvgv6H3vou0VkP7e6C9ttGA3TCnvIc596/Ac7hTdOA9qKtHGNs+RrugTdsw7iVuhJb7xqttH4A7oR0KbTGeTx8B8pN+NcdA+AnwD5Dz72OzORRJPhK8J4VHgw85lLSG7ek5ke/EQ4inO2J4D9r5wC3As/y0Iv2AZ3YxQIzmsx5EvkgTou/hi17qe/Qzn+W+u/ru7XuAmVD1rnoPIfQsPYv4VfpVQjNdpovfvCHknt/vSTNcen368U5nSKxP+gXka5PXz3qp76Iv5J1l/0j+Wfs3OvEtnWwaLrHb8Q/T/DL5+SK7f5ZH0Xc3+X2dPh/sdG26xHNcNDP2bU7WXar+/hX12NlfWo+t/2fqca6IS+mSLvmkHKmfNFgaIY2SyqTp0jxpqbRaekPaJu2U9kmHpeNSq3ReluUMOVMOyvnyAHmoXCiPkcfLk+QKeba8UF4qL5fXyLXyZnm7vFs+IB+Rm+UzcpviUHooHiWi9FEGKcOVYmWsUqZMpTXJXGWRskxZqaxX6pWtyg5lr3JIOaa0KOdUoXZRDTWgRtX+6hB1pDpaHaeWq9PVWeoCdYlao65WN6qb1AZ1l7pfbVJPqKfVCxqNRpqphTVLG6gN04q0Em2CNkWr1OZoz2hV2gptnVanbdEatT3aQe2odlI7q8XpiVq2yq2pVoU1k9g4q8yqtKYRm27NsGZb8y5q5xAbYs2y5loLifUn/TxrNrGR1hxrgVUKbSXrhcrhrGesJdYya7m1ylonFPtqbbTqrc2k51QmWdOsumR8Cq5rrMXWBquG9Kut9Vat9Ya1xWqwdli7SYKrtc86aDVZx6xmIcf2xg7EDltNxHbELljC2k9sa2x7bKe1l1h97ESsxdpBbH2sNvZGrIHYXGuztc1qpJw2xJbHVsU2EttKqW6w6lgb28ThiY2NLePUSVsXW83hiW2k0FQGYsmcEdtEobdbO4k1Wrs4bmKcSzss6yhuYtugp1xRPS3iUhCrsmqsPZxn1FEjwi6yllKJU2F3WnuIUTjrgEVjbEfJrePWSeuQdYTYCauF9GeItVpnrQsFglhbAYdnbbxALehS0EPIBRkFOuV7N7FuBYZ1zmoj1qMgk9MmpheYnDYxo8BTELTWEPMVhLn9iQUKIgX50OYUdON2Ixam0FFoIwWOgoBVgZiDFHchwmYWdLGGEjOtZmqzMRyzdYRKVJhMdxu0ekEG1eSAZK42WPm2NtZmyXauYmdi51O5KshButHYkdhxTte6wO1vpxvbHdvH6VpnrPNWnNOlPJXGtiVjHhV7w46ZS5UsEcVOLEgxU6nsmLm+UKJ8rkuU16KaPk0sWtDHOmqdsMNySyBsjt2CFNbHLXxR23BRu+miduPFmlydjLmOejrHHKb7Ykky3RXWAmiD1D9mJXM1xZoObcCaYJVzzBRviTUO5W20iqzRdnkp5ZHJdAdaQ5JhLat/MuawFU2ma1qBZIm6WQax/IJ+1EpdkmGPWILDxk5STZ/jsLHzBfmxFrorzsZaYxdix6hfyVZ6bH/sELEeVmZsV4x7tm6ZsYbYDu51VrBAjW2lsMIKFzhi9cRkSrUttv6idiW0Uas5tox7rBWwjsQWEQtaObGa2FxiYcsXWxKbgd4esTbEphI7anmsVbEyYk2xXVZ1bCyxQ7EGa3GsmNgB0h6ODcedEiaLQcQCViQWjfVJxhyIRRBzNGbEPMQiVn6sS4zuDyvHsmLHYw777s4flbf6f73PfIxrghCu+1z3ia7uNndCdDO3mn8SuvlpVo4YwSstWe1YXVGL/WNfLCqtAdZgaxiNrsXWGKuU2x7jcDmNxLafmfSXyuaQX0B+UZJf+nlp0rOrTvoV5Fcn/fqkryX/Rqfrli/wDZf4VP5S+dqRzEfqmvK7ye9LXg928k1Jfyzpm5Oe42slf5b8Bauc+lF5gYN8RlJOadFoV05jT8c1cImPfNZfrL/O9ZrMO907tu+X9AOTnuMZkqyfWrssBcOTZUrFNYDvSSGbaSa1ttnbjPJ6WAzufNIaVseyfr/+bVo5P6g/LK7QH9PniG76Fv3nQtff1z8QmU7FqYksp8uZKXzOiDNbBJxXOQeIoPNm50gRdt7lLBUR5yznYyLH+ZRzoYg6X3TWiHzny86VwnL+u3OD6ON8zVkr+jnfde4Q/Z3vOd8XA5x/dP5JXOP8i/OvYrAhG6q43kgz0sQw4ybjJnGjcZdxlxhujDPuFjcZFUaFuNl41HhUjDSeMp4StxjPGs+KQmONsUbcarxmvCaKjLeMt8TXjZ8bPxfFxjvGdnGb8Utjp7jdOGj8l7jDaDaaxZ1Gi/GpKDFOGafEWJfX5RV3uXq5gqLUFXaFxTjXta5rxd2u0a47xHjXZNd3xARXheshcb/rEdcjYrJrtutxMcU137VATHW94KoW01y1rlox3f2y+2XxoPsV9yuigk+rE/yN9ACZ7rTUPRY99k98s7hBzKO7dolYJpYLfirZKOrFVtEo9ogD4og4Lk6K0+KcaJNkWht2kwzJIwVpfWhJ/aVB0lBaIxZJo6Wx0nhpojSF1oozpNm0XnxGWiItk5ZLq6R10kapXtpMa8dGaZe0VzpA68ej0gmpRTojnZfiPA7klefRuJY3ATg1r+KipDiP5sy8kXk03ueNyStNStS8UrJlCyVvUt60vDKSjCTNVLJQ8kp6R/JGkYQsevsQi5lHI32enkczXV5Gni7k6Nk8Gt3zRB6NdNHm6FmWRGmmizZRbbCklXBftAmhaDbOy8/rRxgBz8ij0TPPgTgD4JFONv3A+0GeD5t8pBvhdAkzEMoB5DyYnC6hnYfWi/k0YW+yfbQU9hlsHy2GvYPt8wTsBfJ8gdqSsRa4Hria0S5ptBq4FKksAlKonCNRWs1GW6MzUeqKf3CPqvZITmN4u+hKY/hO0d3cY7YK/lYyKPcTmsiQJvCvpKP15Dd/ZV76UnbbyDeS30WeZuPoAfjONkrS43PwmFCjhz/HH/0C/eXwJ4SaU23zYPNFebrQRVQMpZqdSndnjaB2ze6X3S93Efml5KvxaQVJPdme3MXkq3JrwFfm0ro1d1m2yi53IvkpYLR6yp0TaWWXW547FdeKXGr5yKHIodxp5AeSr8QnWj1EGiONuRPJD8qdAj49t4himBCpZZfbhfxIsEySjorUsMvNyB2C6/DcAPqSZErUlyabP0Nfkqj/4LeScrW8kd8SKI0RdwiRM+dzvfwF+s/zypeyo+fiHHqOzllKvvoL7aWc1f/Uq5+juxxeI+9IfQ7UXZR3EZligBgjKsRS6im7RbPkkGgEyt6W3Uh+V3ZjOJ69N/tA9uHso8ROZLdk07MSf8o+HD5KMnK2lK7ns+M5NCbTp8bslnAjhSWXfYbD05XDnLgYdh2FXUe4Mbs+ezNdOT1a/1OKe7N3hZ/J3ht+hnBJ9rLs5XRdlU2WpN1Mdps5Z+EpsDwQnpJyqTyHiyjdIkLWj6frAf4ELaUStrLXhWkBy6llD6XrZv5EWspFdn24G33uRkjp4rqckbSc/qrQ6ex1odOElGdcZzNS71Sony6j3lptviks86fUZ4vRZxtN/MZYmibN4bdbSWOpnkXvXV+Zl76U3V7yNLL1Pkz+6Bfbe2m+6N3yOf7MF+j/372S4t4LF2US1agcCUQikfxIv8jAYGlkSGQ4Ro7J1AoCrXAbWUnmHiFp27SdGDXGiTuFCI/8yrz8peyKyVNPCJeSnyCUcDl8Sq9eYq9FDCGFp36Or/gC/eXwM4WDruwlz6yL8t6iUEwSC8UasZ3We220vhtE67kZtH6rp/Vai9xFjsoj5XJ5gbxabpCb5AuKqQxUSpRKpUqpU/YoJ9V0NUcdQfW2MLw4XBVYyi5cE14ZXhPeAF4XoJWHLQlUsAtvCNeFN4W3gm8P0MojPCs8N7wwMIYdaavYGnxNgNaA/DkwIOXClYiJ2cLAANJyqpkpl0yH2YZAph3Wfz7lwgPDQ8KTwAr950lLqfoPpxzHRNbMVvoP2yXyb0u50IWwCOczC2f4t5G2MjzLvyrlwqPCJeFxYGX+VaQto3TmpVx4GqyJhfb550Fb6J+YcmEdYZlN8k8kLcXlH5FyoQWhRaRlVu3neh5OYXNSjsKa4VFg+f4c0lIJ/ekpx7akJRYq9afbWt/JlAutCDWFh4PV+k6SNj8sfHt8e8L9GENdYM3M59tD2kjomK/OVxfOZwy2ULoBsLivTsih1rDuq/JVhU3G4N5wgOIiFqr20ZNdqDl01lfpqww7GIP1YUFxEQvN9FVy2NAiXwlZlLALLQ1VU36IBdf5SkjbFJrqG0j2A9mFKkIzQ0uZBZ/xDSTt7tA+nxk66DPZhcZQbTUxC07x0Uo6tCP0hvdCaLf3ArvQgFB5qIFZsIjHodAboS3eppQLeoJB0jKzvLT6D60P1XobUo5tQ2DBbt4G1npXd7jgEqrLWma9Tntp5R2q9i7ocKRbTfbMar0LoC3vcMHRwbGhFcx6bfLSs05ogXdkhwv2Dw4KjWHWq8ZLo1Oo1BvtcEEj6AlNYNZrljdK2mJvlw4XCoeioT5gA7xdhOxp6ex6Hep1JDQAbIiHRmTP3s6u19Ze24P1YAEPraY99Z1dr5W91gSXgQlPPWmXdXaBfb3agpAFjnmWYR7lVaDA2P4+PT+IrJysHH6LXVp52mzhSD1F+Cq+Mi9/KbuZ5Gmd56M1oW+RUHxL4VN69RJ7yVf9OX7FF+gvh6c1IV3ZS8aaDnlwJT5fQyvCxfRE3yAOiTNSBj21D5PG0ci+VNpAT+NN0jm5h5wvj5AnyLPkZXKtvFM+SqO7ofRRCpWJyhylRqlXdivHlbhqqv3VYnWSOk9doW5S96rNmqz5tIHaaG2qtlBbpW3R9mvUgwJHAycCLeYSc0ngTOA8X21HmuOBk4HTZqVZGTgXaOOr7UjTHGg1S20XOJtiZqkdmznUdhTr0JQjzaHAETNiu8DxFDNpzRvYFzhodrFdYHeKmdT3A42BXe7TtgvUp5ib1n6BDYE690HbBWpSzH2QNCsCq93bbBdYn2JuGvsDywLPuNfYLrA8xdz07BVYGFjsXmS7QCTF3PTUHZjpP+GebrtAlxRz05NZYGJgirvEdoHpKeamsS8wLlDmHmy7QEmKuQeTpti/3B10BwNjyJcysx1pRvjnuh1uR6CI/FBmtiON6W/NbMlsCQTIR5jZjjQ9Ar7M/Zn7A5nkuzCzHWnS/XrmlkC3zC2ZW/yTGG0nZP8F3/nMVQGRuSpzlb+Y0XakafFvzFzoP5O5kLA/o+1Ic8RflTnVfzxzKqHJaDvS7POXZ462na8lxTJHk2abvzFzoO38wRTLpLHfX5fpSzn/pg5OmtWZcsr5V3Rw0ixxNaecf14HF7Jrr3+Wa6/t/HM7OGk2dTh/cQcnzYoO5+/fwSmdgd7D3qOuea55/iHeFr7ajjRR7xF/H9ck1yT/AO9pvtqO1sZN3mOuYtt5m1PMRU8i3hMUR3/bec+kmKs/aU5SHKbtvIdSzGXasRlx23mbU8yI01i4xXvCOG4777wUM46TZp13uLHbdt5JKWbsJk2Vd4dRbzvv7hQzaOz3zfFuM2ps561PMaOGNFM8Z405xhxvHflNzGxHmhLPYWOiMdG7nvwKZrajXM/wFhmFRqF3Nvl5zGxHmmnefkYfo4+3kvwkZraj2DI80w3Dpxv0z9NoXPxHYeKeEucFn+q84Lzg2cBoO9Kc9jqcR73nnEedRz1LGW1HmmOeFudOb7Nzp3OnZwaj7UhzwLPdWWs7T2GKOWtJs90bcC6znWdOijlp7vN2cc5KOW+PDk5zZptzQsp5znVw0jQ7R6Scp6mDC9mZ7zngzLed53CKOfNJ06PDUUkv8s882/5MWFnRrDx6huU5+VQW9gmKIjGL3xOLvxRLRstFL9h74vT8SM9pxDVPi16r13rOAM8z0jXuVfVaWmNwSmnmVHMqpTTDnEHxP2o+SvP9fHM+5eAp8ymhmk+bTwvN/L75fZrzZfo82ZxM1g+aD5L1Q+ZDZP2sSfOu4HfcBvHXa51/X0U9RvGs8Kz2rMfT4M9QphfNFynsK+YrJFlnruMSyeMVi0NJcd7nnVGY9BHyo5LXy+VLktdxnWRlnfiky5jWNPKVnT7P6nSde4lPlXVUJ/5VlLuz71zuqn9ZufuYi80qcjXmSnONucGsI9xkboVsu7nT3EO4n/CQecQ8bp40T5M7Z7YRI58lZ6Vndcsysjx0Tc8KkpMhk+HouUqEL34T2l1oek9dF1fohu4SV+pu3SO66n49JHrqvfWIyNRz9Bxh6gX610SWfpV+tQjo1+iDREi/Th8ieutD9RtEtn6LXihy9a/rxSJPH6XfLmL6GH2iKMD3qkPNdPNKcZPZ1ewmbjF7mD3FrabTzBRfN7NMv7jd7GUGRYlJD2BirJlnFoi7zL7m18R48ypzgLjXvMYcJO4zB5vXiW/ReukGcb853LxJTDZvNkeKb5u3mt8UD3zm77P8q1KJ/m/BHVcnokKkt14efwXdf1eMuuzxRd3DyI10F7vH0LWU/AR3uXuqu8I90z3HvYD8HFpzLXVXu1e4VxOud9fCv+He4m5w76Aru93k99FKr8lNT3vURj3w6z2n7hSSnqlnCln36j6h6PSITS2erWcLh95f7y/S9IH6QJGuX6sPpj5wvX499YFh+jCRod+qF1FPuE2/TXTXR+t3iB76t/RyoZsZZoYwzO5md+EydVMXmabbNIXbDJgBkWWGzJDwmH3MPsJr9jf7C595tTlQ+M1rzWtFL3OIOUQEzWHmjSJkjjBHiN7mLWahiJjjzLtFDtqRx3WBcT1HSIqq8K/hM+Qu4kkh0kYkfZB8UfJ6ufzo5HVsJ9n4TnziZU4v5aeQn97p84xO19mX+FS5izrxr6IOOvvOdbDkX1buOUaDsYPcbmOfcZBck3HMaCZZE/lW46xxwSVcDmJNrgyj2aWzzmUaZ10BV8SVT9p+roGuIa7hxApdo1wlZDOEQp11jUs5iqfBVeaaRDjNVema5Zpr7HYtdC12VdHnGtdK10pKkUOvcW2gPOwjSR3FQMw5m1bPW0m3naQ7mVHsNa49xPe7DpH2iOs4rWFPOmeT/LTrHEnHufaQ7X7Xfv4WnfAsxdbmGmgcI3+W0h1CFgNphZ/Oa1UaYy/vWH2jfhON1Txi52PEtjBi98GI3Q8j9o0YsUdixC7CiF2MEXsURuwxGLHvwoj9TYzY4zBi34sReyJG7HKM2JMwYk/BiD0VI/Y0jNjT/7+bgSQpQ9qNGWeriAkhz/kK/EHyTZc9vqi+Sd9Kfru+U99DuF3frx8if0Q/TvKT9Pk0uUP6Ob3NKZNPd3ZzGk6PM+jMIWfpm5z99a3OQSSXyQ3VD1Hb9roMs88IfST1Ap6DemAO0jEHOTEHuTAHuTEHmZiDsjAHeTAH+TAH+TEHBTAH9cIcFMQcFMYc1BtzUARzUA7moFzMQXn/Z+fOjtMreK/jBGUzo2girFJ4Z2wVc5E65wInXNinWvzvz7NQJjkGEu4W2J/m4N1Ecd7TLl53NJJ8IWtVB7TvarzbNo5d+jlso/bhs7YpFNnIE/HujbDjFJ/kC/l+tpcXszyt0SFwFnyAz3/XRvKZufykp3yQ9hDZ47wVaYq6TCTPWHFoWjHhBLZXtqfNS52SQza8q+RR5uqVWhaH5dhI/pSQujzG7zvp8jGn7ihhSdqdif9kG94bpv4u0YPzz1yOJX7KbzLgcxkcZ8XHhLnqD0nSwDbKp46b+azzRB9OS+X9Ws/YYdu7AnlV04w62YTTQNK5NpSFvFNImYT9QvtxVsI0LjvJGyBv4DzzaaHqLdgx3lW5C/vH+G0is3iHvPYu5IPltZCPYTnv9Cb54yhRHmEj712nEnE898M+loznuwhr7/ceSvwG+eLeby2KN8qUY8fs+8qL2JXKe4CreYetuob3MUpTFC/kGSTpoTxC9lcmeHfxOt6dKF/HJ4CoMyB/kOVaH95t6MBZYxRKhmQ0S7hupXVKEPJsrlve2+l4PfEO+GzwxxHzPsTcSi2Vzntd0q5OLAfvBU4ldfye99g7qjhO4tXgVAp1u/o7ji2Zloy8fcrnufMZlMoY9e/cglwnUjf5I+Kf8m5zZR/3VbFf/gXahWJQ6/FOjlfAI9z/1Qjvz1QP8X5ytQXvGjkESSHvOtby4p8QDlI+QLvQrKGuV1uI/wm5ekd7mfjziZeQq4WoAcqD403ekeuo5J08ahvv5nU8x3tu1TbuJ+r9vL86bSZa52O+C5SZfBqIWC/xLt8a5vIpHgHsU0Lkv3Dqopi1ygPcsuqVLFdf4Df3qL8Dr+fUtSzm1PpXEX6Dd3erc3nPpJoHm7nYX13Kpw8oCxHzYu5vihe8iOtQXqvOJWxHfso4RbkUuzqDvI9OOsv1RhJ+U9G1LJFjvI9LXuzgffutdpxce/JveO83IfO1ODPlWsQ5FXF+hF2gD8D+Pd4RrYzh2JTbcPLCGJyNspnPLFA2g1/Lu0CVD9r4HIrJfCK/egxhb+baE+dQM1dzjYljiH8Dl1EsA9/JZRRzwZ9BGT/iMoqNkGzj0snTUK5WuxScZ8XL+ScsR/3zjt+VSKUv51zsZe54jk/AcazDfq3k2UM4b+iaRJlIvrFJXIO3d+Cukc6y3H5bj1yN93DgRCTJPqmwCWN7E8I2QV6SGAQsA+7Azjrmo2yEjX2aFc50k6ogr7I53oThtOMBzrcRNvOhfQ5p7YLE2ektI19LrGTk90bYb+uhXGEnM+Q4LU7KRagi2BfxqR+k5Rw6IZ+X1HIMJXhLzSTEM4tjEDg7zH4LEUnKIInyrMES+30hygf2+M/pOuyzw7bbswBjl8cwa9jliiNvH/MuYs0+lawbp2u/7UbSsLvYrmeV3/9hv4eJSsp8BlLEiVoOlCstHRxnq6lIMfk+oV2wx/lTyj5oI0CceKUWIp5B4OuB7yRTOcCjASRtQPss1KnJGbkW/ElCWsGDP0HYA3PNWWUsbJYDn8WMz7v31yh8Xslm7i32W82kRnvegXwhelEN9/NEC3ZTV0E7BrPVdoXPudDxLrRa5gIng5BlMe44tnkB2MbvNlOvorWDpK4Ef0pSKayl3I3etRT9ls9b2ZfgU2ZKuUTSqQTdWVqTchOj4FOBauQ5sOcTHyxuZbk1cb3gN68EYD8c9tmwrKS6mqLwLLCC0yVeAf5nSt2DPNyB/GwF/yHyU4T81HF+tI+R7sfJdIsgz6eyZHCKpLVTGQZ5T4r5O0jrB0jrO0jrB3hnWI1cApsB/C4BzKQPA7vw6kK7UeLzOP4mt2J1NB73NfXAxCZeoSmrMMM+ifeynAH/VJ5GNobMe9TXYaZulX4rkiemqRk8b2pl/LYV7V2OUysTCdhPJstG3u2sNLONwGmkWhnVoqTN5b3xjht5vUc2XK7FHD/J6V5zRMVoxLAW2rug3YYUaQXleJhnDccS7ieOVxWqH8cmvC3GoDZhexn2pZwi10zaFTz7pF3H/ZP4K+DdKVQD3YuEuLMMtqewGdzTmDsalP9GDNx2n/CoTrl6AjHn8El/3Pe013g2l0slPpfncbahensBsT2Eusrmvs3lojk0QvY7YN/KMSh/xHz9E57pyJLP0KliS+Vp7r3qJM4bxUZ3lro7adMTcuJqNp/cod7G9wvxbzDnmlc/5DOkqC0cnCLupiBy+yFs2mDzE+T8Fm5xeRtrtT5cJ9o5rEwM+R7UQ0/UA7Tqr5DnUuZYuxocD9nwOSOtyZZ9GPXJs2ozQq3k+5GQZkZVhk057vd3MYO/Gf8B4Vvgz0nXkbZe4vN6Ygqv8dJZq3wEPk3injwSNTxNeQErCj6T7n62p5ipZVUvJL+SfsR1pfAK5xOWSM/LXVEP3D9dLNHKOAbtNebqTajh8Qj7d4S9CS3+d5p/qLZVPt9hMPL5NsacSm5f+SDs53Lq8pt4D+Ip2AzjmlcGc+tQ3vjMkSZtE5eFU6F4+A1GL+IMprf5HpfXcovI7+GeOoiwaZD/ESevpSl8Ass6bhclnZ+qlGmokxA/I1BdVXE9oCfI3Dq0muqJ8oYoVC5q9RTXqnIn16HaEzW5imtSjnO5aG32P9VdeTiU3fufzTayjiVjjywxPDNoqJTIGmONkpLs6zBZWxkRlZKIIrtSIaLotVVUtlRSlCRblkRpEZHf8xwt3n59v9/3+8f7e6/fNZfPnHOf+7mf+5xzn89zn2eu60B6VARyFS7Qi3jEB7gXZUgr4idWGvgzB/xRBZEpBvx0QuRYLSC3A35+BX76IH7Ca2kBs8HO7g3AEoCVyDnCYK+3Efk/SfNeaB1kZ4dkm/AqiwCYBrAV6McjO0H0MIKYYkQTDY/hfOtCGWArRgXIm0B5P7JbxCQg+E0TKbeiZ4G1FNBqCiRNQDIMdEyBNVNEgliDMQEgkCCnccGacF46n4Z2Q56hyJlBsBw5EYBnHjAMcoocigegDECBb+VbQOcw0GkBOi1ADsrziUATKQvMQ0ACgb5DQP4B6COIAndBAX3UNwn4Re+rB0Dk1zrKXD4ot4DWnQAh0It0gFUAx0FfngD/3UCZAeTAPoYdSIB9zCpQzkVOw0RaYVywIwbKV0A5GCAN4AZgUwoZJbDSUcjuBpY/AHMHrCHxA1+7DrQeBBIfUAbRgqxZGMG8IJwPl0HOgMQtjMcQxLEC5AU6YAQw4P3Dgj/IioPRBrkLehTca6EXOgCLAN4COAquCgdzutDfnSDSnoCrwDhgnoH7CgFUB2gFRhVEJsjWUAjHohSQ7AieOyAB/30NhWRZcCsSyQpArvBNDtbCHLAM3jag5r0ABgJNW2CnHkj2A9QFV7WDMhHomAIkAjk4Lxd8kG8UETkVWgBk7CjiDYhJrGLlWBFtFD3FhWbDZDKJhbDoAgZOiTkhDlYWJW4shsiCgpxY8UqsaByaScWgcZnWkCWkvEgili0RLgYncsjHHLUTpng6ygfligqE/9YiH0h6kTGcQMzr+6s3jV+FDraPcrq42+LYokWeZjIFIyEmrg5iYi9lYjFoDIaAnKR6JzR8JTqI6MkADt+BuH54i2aB/QoBbmI34VgJmE3WZALEh1TYCXg7p10enn7ugXQ/Mi/EjQjZCGxWri6+dD8XsgQkhkjwBEEzT2cGfRfdLVBKj87wpzOcAj3hK6QhSaQdS1j6s93G09eVZB3o5OsvZaG3HpIQ5iKvhLQgKpmqoamhZg9XNRdVoYjSv8UzLogTaeck4MzMLazI8tDyhaqEn56nv4crQ2qDtb6UvjVtlYEGRZOkRqVSSZrrqSvJyyGZhR6J/bZH1q6MYE9nV4iJXrZ4hNEsKCwTzYOC5XgME41GFXLKiOY3xSgIrOyv89jGelAhaP0h/vy0C+qYHVmFBtfwXAV5j7gM9Icvp4u937V9nj57LYWU9ElUJuaTZelQqp3tnFlztsb1QadmdwGM8IbPsYKGmST8cdTl5kM3TFwaNWt6jyqN1kWrXVO6QSyelj/DCvlr9lQR6sPvm+xICejvraOXx68y7OPlvMSIcdgvq8f95OJ5afWYZwUh8YO9PHtPCkfLxIk8uhtwJ+9TsYVyhn2LfTH6biKzHv1FEOM65lcjjCIdYjlxeHsc9ShHRo3bSz/fxy8zTbpeJKbv3vdUyO0GeoWqufyM/eDnd+KvuXGfvPUlBPbdcDnV9eD6vEGrV+0uSQwWXkc5TDQHPCIskDg8pOLcOCGcQHvtJ0pxDJnnlUjiu7W15JmtGB4OEEPiMrilkFC4gIz656dWBv74Nzpfgr+UKhXXaZTyQDaIgiTODNoIGWcaZupH63kEBvqvUlV1Zvio+H6fJxVnuq+qv7cnIlX1Z9BdgpwDd6n+mEZkFsEkwlGpAqtAm1nZ4YXJwsIGbwJNIRPI6HsdwkSv+XaDkJCQ393AlfFvLAdCBMTf5bglEP67SSz7LwsSi0RJylbU84kcoyMDFlruibI36MdrdHq0zimbxSrnb1lLwXu1zDoI41Ig87b5JdlRL5bfwq1in6INoEtf+Om50l5qq+j7Kwa1mXuaC4WWtu5ZOyFSYFZSFESxkmVJju80eja84Uu8k9CW7fdKlDYlZVg53LwBybONPzGVDyutmzLR4BIxyyHffv6IuCxOnkNdh9qabiR2OOiw3tlORZuyfKqPQHpDqE+5yMVDoTlUlxp0wli3zgFHPl6bRBb7ZwdKFTbyp6szj6gq7KDyvnMntjN3dfVQvvSo5fTraEhXUbdSPOjNnUrDaCfnE8kxr0bfFmMuT085zPZE1KnvL7PsFpUcsxqbgWnsDUxjj3/SGFrn1IVxf9uvLWwLj5pfaSzsbyELGUh6YdETF7e7uEpZe7r7wVYXEZkmWZMCkWH2QoiMSiZDlG9VKCLy/4LIvqlj/4X6fySmro1HRrBejg2i2/AsWgOPuRMe1PceGc7lYhHZfGNNh2J3bLmH38aM/VVnqm2itS6809QQeiVe8KXI+zkHNFEh0ePz2eTMpmSjBpnY0i3y6tVJZMM0nlYdDQr168h781xibmlYVXjqOtmU+of0xweG9OIGnk+2vSpye4NbJZ14zu45tkv5jui8klb+ttpNX7uNe2xYEi+p9eTuI58zq7a9L0T2WHfQW8z3/fhj6PC4q2h6ObuY4v6T1ZP7dIM1l7Xv2fuh4npAel3iB2a0BvNcYDVGbcYmOipnec3F2O19Wo5y61OIL66/MogKrbSkYAzHBqYlq3GWQa/4U4NfRyULLMNnEaacvhOTEzwi2363ULGL2CptcNiXaVdElX0xuv1CvWO8eOvTPZAV0syHg6ko1xDS/3V+1CEKUmUhKFEoWpqQmpIbVVNjJ9kZImm4aLmR1NXIK0maLiudSFR1J9eV6hQXF1e4cTEDNvMNN7WVCW1GN1JV1ISErpuewUtCtgsMaA7BHJgJc2C0/n/FgHAww6EMR7EjBD/syCQ4ZiHAgfaLOJAGwSy4iAPX/jUO/Be2A39HeN4Dtv0dBHEpnWnfkRe0rm0Sd3zkcqYGOcKXzNv1lrU/nXYw6mU9cCvXpuLU7o9xjZGEJQG1n2crVVoEd71HedOWX/xQj2ckWmWEmCmeVGAnCz3t8Qu8VD9MEyw5zbKBRjQ2Vi4IG6+NMj/oZzhR09l2xNiTWzHyY151jqh0YXbe2niptI8Z/Nq7twS5TDzLiTpI4cdgvFxC0Oe0UkrHsxWMfQpkKQpr84+4KX/BdEaqyiScmLJznc99PGLJnvjpydyNxzek9Of0jM3Dxl1EDuyg9dU3WdMkv9if4Np6TzZy767hRt0QfkeyXGNxq/VhJ5upW3GM0+9uXxPffzH+IG5VcljhDojJUgUTXu4C4eGd1OSIIF0j/8pzjoA+8BwJcrEnJ5Vd0CJCWHjgySKQ8J+EHD/mhUyClBaIQfYnMVjR6TA7wBPl6ebp7BToKrU+KNCDzvAMDANsBkGaamQKhaylRoHZjPKtSkGq/yTR/icKu8LY4iACudSKn9khJaV7OtjaZ63oE3pL87tR76/JQrwve1YFRhLLVTMpY/MvbunSZB4zUF0advjYpiIp4w9vPQrMNsblVYdtDEg1ZHs2t7znbFDM/Yu7NhzoiOh6Xz25MrfRQf/55ULtlwoeycTzeYxdtu+EEwfmNBIZmU+CHSVC9COjNIUe7NrK8oe7VVzeFU/VZyKcXxMCFfuCVW26BaAtn9vids41NzoakC2uyxMGdKD7DEVehWV3qTTtTIp2/L0sTdYoB5otU2EFC6V8Y4e581Abaec7fe2hAnbUJ4Os9Idbj8pZD+++aDJpcJ+6RjO9LMQhTzg9rpnvuO2amwUcjthH3ylsOzwi9hAPwgwENHoexwJh4a9F9PVbJkHYSpwHh4MjMBriZ+X4tjcRRONYgGE4//0hwyBW5h6SaY/kDif1puxYnU+mn1tT1UmCRH4oCWBwSyTwKGtUELyf0UOt/xOXcRcwd+jYyicPLifMrujFWydtGciFLBa4zBiC6TNTL3N99Lq/zmU/mhlwaCMUBFjMZhGLGUEG0IZFLKb532RyyILRW7D6v/kLg0Zt0Vp7QM7g8mu6TgnlqtdrblW/fOOp145Bb0xXkzr0Cjm/No+QyDkyLXstUsKltxVoq5r+kZ1vm9bvX1lR9jnsqjFjau3o+gNNvUuEPZvz0qRIM5wW9bb3SP0mbVX+Q/lc2dg825cVhzfaTSbppr17PzHeHy2pvqbC9sxba5moFblMsZN9iWzik320z0ezmoYJeSdoDaJtxxlJKwJ8U4mfxd5aP3FvWTbvIH4v+2i1/JUwZ9sN2Zb3pkdyNtt2p2L0N6g6fnhW1M6k+M3mJhEGXnsOXchWrmlQ4uV2PXa662P2DL8ch6tm4rvdkiaVD3tthx+Enlrq0Kgh5Nh9Utz4GKmmUH2D2DivIBG1rVtjq3Rryl2O8Sjuo+a+3ASa9l5FozTGw/c+TTfH/HPsEuz2JcZlihph7afu57jjA/NWviGpCje8YlD5P9BL1rgzp62uxKkJuUpwH+7mfeHygd5q0P5IeCSsHlf26Ityj+Th9AL8F4K8TuHAdO+FAwaVbDsMXXfo0Ip1x2hvSoPDOvHqHL5i4WTJPm6b7sGsL4OGvIUuKfMWQip7a1mkd/clrZf3rDt5PKkxrjNVuojLIe1tdlG0R+QSL1JlsDdK/FThpNCeT0KRstdj7nvlG5JVzzzvD9DuQO3fafiwNaaxYukMNyPuZo72ZYyO17xn6qk+3nzeMqoF+5M6bYjJygbz98R3/hbyUAf8LfZP8DdEhdQhmLE11CAthL/JoKoGIdV/br//n9g7I8unpKfLKGHFXm8Vkd7qvv7bpy1lLApbu5fSZHnGH55/aFoYCEnxvWZ7bJMkaJwoqptQlOIAyT1DeQ/vqR6LZeOZ4salvI1tkWxWkz10dvKDu5jy7J6hGPHRIVpO1k0Z66a4Gf37HA+2X35QrIvLnj7nc9K9Q+G5gXVx9INBBQMV+YJo801WSwawyl+84uMhv0Pvt0BnZ/Y/SS4dlk7e/7mN8J693NrXqkw/PsMIZWLoxiev6JafPPCINcIke/rgeT5DAQ5mxsE3m0K/os+IW7BHoXghgzflL2QMKutJNhmXJULXk0NaUntWR57McsJcFecqmZ1KvYJuXbbRZn6ape6WFOd39r4Ej8j5f8fev90J/4m9eRezNyxBQREpC+QbEQ9FxP2efrOcc53+9vBk8oYVCmWZZOYVmu7a/IGNoOL6/4b1/9LeHR5r3uTDdQ7YDSu7R8oKQ7pawyzN0CUqgQFbfZcQLrXW7DleodLOn33Ud2eFHaaZJkWwON29W6fPrvLy5jNiveLo6ILK0MkjD8ZWo8f7ao7jWRrijPreWgt2m19KGBiK83ocfvNV4iSrahR25MQK2WX+Xz7NDoSeVuGaYuvzr1pKO3vMG89IqsjSSnMn3bbkHt3psE4o5YjUuj42ImW6hWwSTNZWYnA2jPprz0fhCT238E7H3nZUCL+mHTlwW0Npe07t66p9nLp72q0Z0uNQU2Woq8NWtDBegLvtmUDKxzXX3TaXklSHpqOiWyxth8/6J/oUaJm2fwqrvbh0907FiexURXXWEOLORm0JX0nmW867ypX39UoHp8f2Xe3PzQ/UqKDdDpDhlwvmXGN1NMDeQE+gqrS02My9IUN3PjxMOjxdEHIb1uXfTmxIXyb9QG9EaaTyg1GLcnsnJdxUboWRrKP9qO3EuRenzzatoldHyAey8o0HS9emMm/K21wr8dKOzQp2KvPLIpyrvWj4lp8+d5jic+Vrj2XDUZlGt+qz4of4XTDapMtbjlcMSA9eLW5yLgu1YWlfr2JRkFicF3qpNPNUEPFpwiFC0DJVSj67X+bWo8trMycONkk/eS1h3nhm3PjlFNqVHsu5r8Gz4ZXf6PnkVrLiPPftrQ6dZqJZnTOq6etUNgl5NxJy5shMHLyEcecxaDQEL7d/Ll/+/XuTn2+RMyPqkXTtW/xyYMlLFr+ihh34WeMkc0OLWwWRZPD7hTgyTErE2rJC59EzA+0H9F+Jhd9OrtJTsoZcFl2yhGwL2WSuCFdAmaE8Uc4oBooO3nK7oQJRUigbVBjKH665w3InuOSBCsuSC5f9l4vVJsyf7s5w8vcIU/3loYJjwrtJ1nAVnp2s5fPnghgWHUtT73dfYKql+odxK0UWpZeXvnFW4mkusQni8uko39c8BfFS/bnTGYpKnBL30jZO9FyoMQ9ARV6y5z8rlNVfOXvea8VsUc5o77G5ldKU2dbNdSk3pNomiqcV4jxEVvmacfcH8I1R5FsssoPxNL6QINm+rKPjdYHQQMPk9pyQi1z6Rt6cOrakj9XLzz7v4hNMk7kvyKHdFxf3bGX+24fXIjrL2MLUr+xeIf66j0/nvNy0wYlwDa4z67wj/BnO+wfCL9jyfkwv30GVUJS85k4bjbE4VxAjMRd77GXD5SrdodUHSBl3bQ51zj3uVTR7kVi1I7nlVslg/pEsJkYBYmJkf84RK5mJEYRFfCAqj/1jWcDvf5JYFJPboKWLQ5Lz508raPjmP1pYyDzIazaIAic2murqyGu2XyMyows9886qb1uNo+7eWxxEtRhzvl+zMSRWmKsESjpEDvmoiTFPxybwjMoVRqS/2tQn1G9ZG5CgHR3+pkW7yvqu4ugfpiiR2plG52WbD4ZhE+8QXMOJL8KK0n1x25S6pe4wKtKUJdSJn02OXy+qyS9+Y80pmnL1mFxHwH6u61vlr92tFBPOG3zfVH6280ibwHXf4j8OVZyfTWmv6phMeLR8qtzYhD38kdmQ/fo2u2Tc7eMnWOwtNUltbVTRrydiBm7FjQoWSSnGQu88eKqbAo95yY4+NTs39h67RaOvLWjkqV3qakV3L8bgyGrr/KM8E5bPtZP7uM5/Tmgw1ztkxW63ulIq+KtJ1JBEn79hOW/S0j1NS8K8T86OzVwkOWraMf8HJf0ykg0KZW5kc3RyZWFtDQplbmRvYmoNCjE5IDAgb2JqDQo8PC9UeXBlL1hSZWYvU2l6ZSAxOS9XWyAxIDQgMl0gL1Jvb3QgMSAwIFIvSW5mbyA5IDAgUi9JRFs8NUQyNDU1Njg4M0VDQUE0MUIwMzQ3QTZGMDMyMUE0MEM+PDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPl0gL0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNzg+Pg0Kc3RyZWFtDQp4nGNgAIL//xmBpCADA4iqhVBbwRTjYTDF9AhMMXeBKZZKCLUOQj0GygM1CDAwQShmCMUCoRghFFQJK1AD6wmwPnYPMMWpycAAABqrCWINCmVuZHN0cmVhbQ0KZW5kb2JqDQp4cmVmDQowIDIwDQowMDAwMDAwMDEwIDY1NTM1IGYNCjAwMDAwMDAwMTcgMDAwMDAgbg0KMDAwMDAwMDEyNSAwMDAwMCBuDQowMDAwMDAwMTgxIDAwMDAwIG4NCjAwMDAwMDA0NTEgMDAwMDAgbg0KMDAwMDAwMDczOCAwMDAwMCBuDQowMDAwMDAwOTA2IDAwMDAwIG4NCjAwMDAwMDExNDUgMDAwMDAgbg0KMDAwMDAwMTE5OCAwMDAwMCBuDQowMDAwMDAxMjUxIDAwMDAwIG4NCjAwMDAwMDAwMTEgNjU1MzUgZg0KMDAwMDAwMDAxMiA2NTUzNSBmDQowMDAwMDAwMDEzIDY1NTM1IGYNCjAwMDAwMDAwMTQgNjU1MzUgZg0KMDAwMDAwMDAxNSA2NTUzNSBmDQowMDAwMDAwMDE2IDY1NTM1IGYNCjAwMDAwMDAwMDAgNjU1MzUgZg0KMDAwMDAwMTg2NCAwMDAwMCBuDQowMDAwMDAyMzQ1IDAwMDAwIG4NCjAwMDAxNDkxMTMgMDAwMDAgbg0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dID4+DQpzdGFydHhyZWYNCjE0OTM5MA0KJSVFT0YNCnhyZWYNCjAgMA0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dIC9QcmV2IDE0OTM5MC9YUmVmU3RtIDE0OTExMz4+DQpzdGFydHhyZWYNCjE0OTk0Nw0KJSVFT0Y= + + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 0 + 0 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 33 + 4743.75 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Anforderungmanagament + Beratung + + 1034 + + + 0721-880X + + + S + 19 + + VAT + + + + + 143.75 + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/02.02a-INVOICE_ubl.xml b/tests/inputs/ubl/02.02a-INVOICE_ubl.xml new file mode 100644 index 0000000..bf13f27 --- /dev/null +++ b/tests/inputs/ubl/02.02a-INVOICE_ubl.xml @@ -0,0 +1,285 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + 2018-04-13 + EUR + GBP + 90000000-03083-72 + + 2016-01-01 + 2016-12-31 + + + 65002278 + ABC123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + PR12345678 + + + + seller@email.de + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + buyer@info.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 0 + + 10781.25 + 0 + + E + 0 + VATEX-EU-132-1A + + VAT + + + + + + 0 + + + 10781.25 + 10781.25 + 10781.25 + 0 + 0 + 0 + 10781.25 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 33 + 4743.75 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Anforderungmanagament + Beratung + + 1034 + + + 0721-880X + + + E + 0 + + VAT + + + + + 143.75 + + + + 2 + 42 + 6037.5 + + Beratung + + E + 0 + + VAT + + + + + 143.75 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/02.03a-INVOICE_ubl.xml b/tests/inputs/ubl/02.03a-INVOICE_ubl.xml new file mode 100644 index 0000000..dcd5efb --- /dev/null +++ b/tests/inputs/ubl/02.03a-INVOICE_ubl.xml @@ -0,0 +1,296 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + 2018-04-13 + EUR + GBP + 90000000-03083-72 + + 2016-01-01 + 2016-12-31 + + + 65002278 + ABC123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + JVBERi0xLjUNCiW1tbW1DQoxIDAgb2JqDQo8PC9UeXBlL0NhdGFsb2cvUGFnZXMgMiAwIFIvTGFuZyhkZS1ERSkgL1N0cnVjdFRyZWVSb290IDEwIDAgUi9NYXJrSW5mbzw8L01hcmtlZCB0cnVlPj4+Pg0KZW5kb2JqDQoyIDAgb2JqDQo8PC9UeXBlL1BhZ2VzL0NvdW50IDEvS2lkc1sgMyAwIFJdID4+DQplbmRvYmoNCjMgMCBvYmoNCjw8L1R5cGUvUGFnZS9QYXJlbnQgMiAwIFIvUmVzb3VyY2VzPDwvRm9udDw8L0YxIDUgMCBSPj4vRXh0R1N0YXRlPDwvR1M3IDcgMCBSL0dTOCA4IDAgUj4+L1Byb2NTZXRbL1BERi9UZXh0L0ltYWdlQi9JbWFnZUMvSW1hZ2VJXSA+Pi9NZWRpYUJveFsgMCAwIDU5NS4zMiA4NDEuOTJdIC9Db250ZW50cyA0IDAgUi9Hcm91cDw8L1R5cGUvR3JvdXAvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCPj4vVGFicy9TL1N0cnVjdFBhcmVudHMgMD4+DQplbmRvYmoNCjQgMCBvYmoNCjw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMjEzPj4NCnN0cmVhbQ0KeJytj0FrwkAQhe8L+x/ecaaQzWyycTcgQk2sWBAsDXgQDx7WINpAm/72npsED8VzB+bwmDcz70O6w3yebqtNDVkssKwrfGolRsYKwVsIirIweYbgrCkzfEWt9k/otFo2WqUvFtYacWjOWo1ugYUXEzIHPxPjA5qPwbd+92j74TTaSYW7Wmt1oJoTR6ceVw70w0lBHedTf0f2hMhJTpeOC4pcEp47dnQ7tTyjiHHUxwtbmRYM+IjmVavVEO5Nq3+AycSaUP6FmRju0R/+YbWt8AtH80VUDQplbmRzdHJlYW0NCmVuZG9iag0KNSAwIG9iag0KPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvTmFtZS9GMS9CYXNlRm9udC9BQkNERUUrQ2FsaWJyaS9FbmNvZGluZy9XaW5BbnNpRW5jb2RpbmcvRm9udERlc2NyaXB0b3IgNiAwIFIvRmlyc3RDaGFyIDMyL0xhc3RDaGFyIDI0Ni9XaWR0aHMgMTcgMCBSPj4NCmVuZG9iag0KNiAwIG9iag0KPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250TmFtZS9BQkNERUUrQ2FsaWJyaS9GbGFncyAzMi9JdGFsaWNBbmdsZSAwL0FzY2VudCA3NTAvRGVzY2VudCAtMjUwL0NhcEhlaWdodCA3NTAvQXZnV2lkdGggNTIxL01heFdpZHRoIDE3NDMvRm9udFdlaWdodCA0MDAvWEhlaWdodCAyNTAvU3RlbVYgNTIvRm9udEJCb3hbIC01MDMgLTI1MCAxMjQwIDc1MF0gL0ZvbnRGaWxlMiAxOCAwIFI+Pg0KZW5kb2JqDQo3IDAgb2JqDQo8PC9UeXBlL0V4dEdTdGF0ZS9CTS9Ob3JtYWwvY2EgMT4+DQplbmRvYmoNCjggMCBvYmoNCjw8L1R5cGUvRXh0R1N0YXRlL0JNL05vcm1hbC9DQSAxPj4NCmVuZG9iag0KOSAwIG9iag0KPDwvQXV0aG9yKFdFSVNTTUFOTiBNYXJjZWwpIC9DcmVhdG9yKP7/AE0AaQBjAHIAbwBzAG8AZgB0AK4AIABXAG8AcgBkACAAMgAwADEANikgL0NyZWF0aW9uRGF0ZShEOjIwMTgwNzI1MTI1OTQyKzAyJzAwJykgL01vZERhdGUoRDoyMDE4MDcyNTEyNTk0MiswMicwMCcpIC9Qcm9kdWNlcij+/wBNAGkAYwByAG8AcwBvAGYAdACuACAAVwBvAHIAZAAgADIAMAAxADYpID4+DQplbmRvYmoNCjE2IDAgb2JqDQo8PC9UeXBlL09ialN0bS9OIDYvRmlyc3QgMzkvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAyODQ+Pg0Kc3RyZWFtDQp4nG1RwYqDMBC9F/oP8wdjrMIulMKybdmlVESFPZQeUp3VUE1KGqH9+03UYg4LIZk3897LZMIiCICtIGbAbBDYw673EFgIUfgGLIbI1tZrTB0tgAxzTLF43ghzo/vS7Frq8HCC4AyY1jBwNpvlYpQELwnX5j8Vc/dnZ5gUHqPQRJlSBjPV0pHfXGPOyzqRHKquR5dxNqvRxqsm9DAHegKbrPfWSypDmLhtJ6sZFJZ6UQ/MqTT4RbwiPcZO84q/ZSsk5Q13HbrEh7QO3AglJ6yN+OU2GNCP0teLUlfcqrLvbE9D5t4QmXEYR15q5eHPxu4e3greqtpL5K2oyOOO91harXmHe1H3mqa3Jn13P7mPjefpzrNeLv4ATdCbvw0KZW5kc3RyZWFtDQplbmRvYmoNCjE3IDAgb2JqDQpbIDIyNiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDI1MiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1NzkgMCAwIDYxNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDQ3OSAwIDAgMCA0OTggMCA0NzEgMCAyMzAgMCA0NTUgMjMwIDAgNTI1IDAgMCAwIDAgMzkxIDMzNSAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1MjddIA0KZW5kb2JqDQoxOCAwIG9iag0KPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAxNDY2NzUvTGVuZ3RoMSAzNDE5MzI+Pg0Kc3RyZWFtDQp4nOxcB3hUxdqeOWdbtiS7ySYk2SS7YUkoSwidgEiWNHoJsJhQE1KBUAQiiJRYAI2g2Lti94pls6AG7L1cxYa9cvVarmIFCyX7v3O+nVAE9bm/3vv7/Pvtvud9v2/KmZkzM2eCMYwzxpJw0bGKookjht2b9Gwd06e9xFjqu8UFRZPm5tj3MZ57NWOG1cUFowsT9lz1HOPddYyplw8rKi6Z/MMcD1N8dqTbh40fN7Gx6v0SpvRC7IvgsImBAuOn5yUz3n8FY3suHDcxt/cVj06/hzH+Ge5aUTWvcmH2ntxzGBsHV/2u6pQlnm0L3+zH2BorY/oHahfWzVv1vjqAsQl7GLP56ioXL2QZzMu4Dz6z1zWcWusbkNbIWPMzjA0J1ddUVu99yGhE/Q1I71+PgO1O+2L4N8HvVD9vybKvp6X0ZUwZztjo1rk1i+b3vXvg3Yzt34n0Aw0Lqip3zX35TsaeRXt7T55XuWxh97jsLiiP+plnXs2SyndvTBuH/qSJ9s+vnFfTedP63iiK8cpVFy5YvCTsYmvRPlGfZ+GimoUJdR1TkNWD23/BxFgbet50UeIN22fGDd7LUkxM2P1frHhe8M7tsR/t33ewKeZLU3+4MUxhZChnYG2MP2HetH/fvk0xX2o1HWa23iKS0o1dxOxsGdOjpJ3lsnWMxffHfRWkqjof34gUk/4KfR9UmUGsvsTWKszElDi9oig6VdF9yLqFH2GdTtNaABsz0eNhfsaynqc2GK9Vsj2Mh0Waep8+VvSUOXWxh1rDX8R0uh7P6Q803Zfsjj+yvj/bDG/8tdr7R5q6B7PvDzRdDbv+iPqbjvR/tewZrOHX0vmXv14X0h1Hx9RnqYzy4bHLGgzset0Fx07T3c5qf0/sWKbuPmocxrERx8xXztJ+T31/hqmvsWl/Zv26vqziiPvtZ9P/zPv9p0x9gvU7OnZ0X482/jpb81v1Is8Vx7zfjYfix8sTacPx0/LYlN8TO5Ypzx1Zr5rJSo+VT3/XkXHlLpb5i3s2/jJ2rDz6BMpneOu38/+ePH+WKXewonb9TzZcaWXDNH0Z6yaYV7HKiN/AZ9D+pnzCGoBiWY7/AL8nK+Af/bHv4X/H1E4RLvnP3hfzmvEd/9l7Ri1qUYva8Uy5ipuPm1bBdh83Tc8u+3Na9H/f1H7s3P92G6IWtahFLWr/vuke/X3/zvFrpuw99G8b6ih23m/ec95v54la1KIWtahFLWpRi1rUoha1qP3/tMN/xhQW/TkzalGLWtSiFrWoRS1qUYta1KIWtahF7a9v/Li/5R61qEUtalGLWtSiFrWoRS1qUYta1KIWtahFLWpRi1rU/oKmRpBGf1WNW+FBqQrTsW8Q6M08UPFQNtaR9WBDWREbwypZDatjs1kDW8CWsE3sNvYD75XePb1n+kBPjGd11vNh7S+koYznsDLVWpm5bD5bdJwyPLwX9+4Wfjy8M/yj9veePmd7qKHhKj6TrWf9vlgnPrs776r84MTIX4LrcVh/umjXbHC34/VYHalexlN5Bm/gC/gpfCVfzzfyK5mB/6Cl/3D035eDr0T+Gp3Cft34oTsc5+Zlv1EDmU67Jv8iXvSLyLGbobVT9BHX8cB08VcB+QJc0V8tjfr8hxk/47fzKMb/xQ3U/0XZ4xqv/X83y5l/yto1SxYvOnnhgvnzGubOmV1fV1tTPWvmjOnTpk4pLwtMmjihdPy4sWNGjxo5YviwkuKiwoKh/vwhJw4+YdDAvAH9++X2yOneJTurk7ejO9npsMfZLOYYk9Gg16kKZ92LvSUVnmB2RVCX7R0+PEf43koEKg8LVAQ9CJUcmSfoqdCyeY7M6UfO2qNy+imnvz0nt3sGs8E53T3FXk/whSKvp5VPKS2D3lDkLfcEd2t6jKZ12Zpjg5OZiRKe4uT6Ik+QV3iKgyWn1DcXVxShvhaLudBbWGPO6c5azBZIC1Swi3dhC+8yhGtC6VI8qEVhJpu4bVDNKq6sDo4vLSsucmVmlmsxVqjVFTQUBo1aXZ7Zos3sXE9L90ea17fa2awKn7XaW105rSyoVqJQs1rc3Lwu6PAFu3qLgl2Xf5yMLtcEu3uLioM+LyobNaH9Bjyoz7J7Pc17GRrv3f3lkZHKSMSQZd/LhBRdbB8mpEvN0Da0EP3LzBRtObfVz2bBCTaVlpHvYbNcIebP9ZUHlQqR8ohMSQyIlCaZ0l68wpspHlVxReR7Sn1ysGmWJ6c7Rl/7ZuGLdE9Qza6YVVUvuLKm2VtUROM2qSzoL4LwV0b6WtzSMxf5KyvQidliGErLgrnehUGnt4AyIOARz2D2xDKtSKRY0FkYZBVVkVLB3OIi0S5PcXNFETVQ1OUtLdvG+oQ/bOnrcW3pw/qyctGOYFIhHkp2cXNZdW3QXeGqxvys9ZS5MoP+cgxfubesplw8Ja892PVD3C5Tu6NWCn07KrfMLHpuzDJ5yhSXWi6eFgKeEly8BYORYMfj0lzxRAsGe8q4i8lsuEskh1BH1ANHzSocLpJUUbRwuCuzPJPsV5rkirRJnxU0HVaXHYH2NtF9jts0yi0a1NVTXFN0WAOPqFQfaWCktmO3UxFjEbkxSpjE4xwuk9QsrFzEFFSjhcRTTPYE2XhPmbfGW+7FHPKPLxN9E2OtPd9RE72jSqeUaU87MksmHeFReh55QZaJZOkohZiDJT6XfKyaP0zz293hRyWPkMle0a7m5uoWpmaJqexq4ZrQF55bHhznK/cGZ/m8maKdOd1bTMyaOamiEGu1BNudt6TS67F7SporW8NNs5pb/P7mhcUV9YOwLpq9I6qbvRPLBru0xk8oW+laLu4dz0bxUZMKUJXCClq8/OzSFj8/e+KUsm12xjxnTyoLKVwprCgob+mEtLJtHrwAtKgioiIoHI9wRE0T4Ji0/K5tfsaatFSdFtD8qlbOtJhJxjiralUoZqcbZWs38uOsVNWqoxS/zK1DzESxJsrdJZLbhBS7SNnO8CJhWiJZCxMD7Dfr/SZ/jN+q2BQMqQiFENmOvDGcbbFyG3e1oM4JWriVN7XE+F3btJomRHI2IaeINbXH0HKR7bCKcD/qeOBQDwJTyrZYGerXrshRIAyzMLkecwjvk2JPtZh/K8rrmyvKxe7BkjBX8eVB7h3Cgop3CFpssAbN3pqCoMVbIOL5Ip5PcYOIGzHzeRLHwxabbnOFFxsxVkwZc3Faa6qo0tMaDk8qy3zBtbs8E2tpGjClLBjjw8tNnzUS+YYJVCA8LNhUVSnawQJloqwxa0RVOdalrBBZRgRjUENMpAbkKNHKiPWGQlWYa5VeTSKMraOpPFjuEzctm12urVd7kA33DgoasqlOfba4UW55c7y3t7b5YK2bs9YJikHb2MQyirjg4mblNEhGK1pe5UVSVYWH5shErGV6WZhdFKnBnq/LrtFgdkUSmeiWmmWxmYMxPVAhvkJbeog9R59lLC+nxmveukgG3NsetKBF2YcNZaQARgdJI0Rb8F2Hpoqsj4pqSlvZBO8ybJ2i0VpNRiQHbVkjKvF2o/IWRLx5srBJbIKWSB1PUNQoem7FuGNLaA3f6j018zDD3iHefmL+Mdc2LFRW3nx0IDjVl9PddHTUpoWbm022Yxeg8TLZ2lkLKllV4q0AFhNOm2+eYvGq9I5sUcb6NOYaN4/04g2iZAngoKNi+WR6qstFLjR5vLaXHTcTPyyTeE1rlTfbT5Aej3j0MJuDdUe69e1uiQAOg1k96AyBroi9FnNljivYgJkps4gn4mn22L2DvOKiFR4mUIGH1L4sMP0x68SiaarylM3CZEeFJRXNJc3iiFpVGRm2yJ2C831HVIl1wTF5UJHoTrBpvKei3FOBoykvLcvMdGE1gj21OKd6K8WrYDz1Z/wU7ahS2SymOMNJpdwVNOLFVFtZ483EGyQodiAafdFGXWTZMFdzs7c5qK3bEmRG9dlYdiME4bvQ562sEUfoWnGCrtHKlqC52uiI2lzFXqzlGoS1scTAYeubJS5VzeKAPr3Ch5FwNMc3ewY2YwuejreHLrtqcgVeVeKN5NEedaULHgZhhPDKURFljMkSGWkJiNbM87VMN2YdimjfBT7KbNJqRcsmlAXHyyzaehLiZF9Q6ZCHRNF5PmFKmdynVJE8AsPrx6xyidKeoDKpLPJ4tPIjRFGXfGBUDBHtHRJZX+1vG/kemubCmB43jpeDOnSi8ozyFMtjbuXpCL/H8pS3WUB5C/wG+M0Ivw5+DbwT/Cr4FfDL4IfBD4EfBD/AAkynvMP6ApMAtV1VAzcBOwE9m4uaOLOgPGdO5TFWBFQDS4CLAT3yPoS0m1AjZx7lrK0xyXwkHuiZUpwhxelSNEmxWopVUqyUYoUUp0mxXIpTpVgmxVIpTpGiUYolUiyW4mQpFkqxQIr5UsyTokGKuVLMkWK2FPVS1ElRK0WNFNVSVEkxS4pKKSqkmCnFDCmmSzFNiqlSTJGiXIoyKU6SYrIUASkmSTFRiglSlEoxXopxUoyVYowUo6UYJcVIKUZIMVyKYVKUSFEsRZEUhVIUSDFUCr8U+VIMkeJEKQZLcYIUg6QYKEWeFAOk6C9FPyn6StFHit5S9JKipxS5UvSQIkeK7lL4pOgmRVcpukjRWYpsKbKk6CSFV4qOUmRK4ZHCLUWGFOlSpEnhkiJVihQpkqXoIEWSFIlSOKVIkCJeCocUdinipIiVwiaFVQqLFGYpYqQwSWGUwiCFXgqdFKoUihRcChYRPCxFmxQHpTggxX4p9knxsxQ/SfGjFD9IsVeKPVJ8L8V3UnwrxTdSfC3FV1LsluJLKb6Q4l9SfC7FZ1J8KsUnUvxTio+l+EiKf0ixS4oPpfhAiveleE+Kd6V4R4q3pXhLijeleEOK16V4TYqdUrwqxStSvCzFS1K8KMUOKV6Q4nkp/i7Fc1I8K8UzUjwtxVNSPCnFE1I8LsVjUjwqxSNSPCzFQ1I8KMUDUtwvxXYptknRKsV9UtwrxT1SbJViixQhKVqkCEpxtxR3SXGnFHdIsVmK26X4mxS3SXGrFLdIcbMUN0lxoxQ3SHG9FJukuE6Ka6W4RoqrpbhKiiuluEKKy6W4TIpLpbhEiouluEiKC6W4QIqNUpwvxXlSbJBivRTnStEsxTlSnC3FOinWSrFGCnns4fLYw+Wxh8tjD5fHHi6PPVwee7g89nB57OHy2MPlsYfLYw+Xxx4ujz1cHnu4PPZweezh8tjDF0khzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLs8/XJ5/uDz/cHn+4fL8w+X5h8vzD5fnHy7PP1yef7g8/3B5/uHy/MPl+YfL8w+X5x8uzz9cnn+4PP9wef7h8vzD5fmHy/MPl+cfLo89XB57uDz2cHna4fK0w+Vph8vTDpenHS5PO1yedrg87XB52uGFW4RoVc4KZQxx48wcykgEnUHe6aGMQaAm8lYTrQplWEEryVtBdBrRcqJTQ+lDQctC6YWgpUSnEDVS2hLyFhMtouDJofQC0EKiBUTzKcs8ogaiuaG0YtAcotlE9UR1RLWhtCJQDXnVRFVEs4gqiSqIZhLNoHLTyZtGNJVoClE5URnRSUSTiQJEk4gmEk0gKiUaTzSOaCzRGKLRRKOIRoZcI0AjiIaHXCNBw4hKQq5RoOKQazSoiKiQqIDShlI5P1E+lRtCdCLRYMp5AtEgKj6QKI9oAFF/on5UWV+iPlRLb6JeRD2pslyiHlQuh6g7kY+oG1FXoi5EnanqbKIsqrMTkZeoI1WdSeShcm6iDKJ0ojQiF1FqKHUsKIUoOZQ6DtSBKImCiUROCiYQxRM5KM1OFEfBWCIbkZXSLERmohhKMxEZiQyhlPEgfSilFKQjUimokMeJmEY8TNSmZeEHyTtAtJ9oH6X9TN5PRD8S/UC0N5Q8CbQnlDwR9D153xF9S/QNpX1N3ldEu4m+pLQviP5Fwc+JPiP6lOgTyvJP8j4m7yPy/kG0i+hDSvuA6H0Kvkf0LtE7RG9TlrfIe5PojVCHk0CvhzpMBr1GtJOCrxK9QvQy0UuU5UWiHRR8geh5or8TPUdZniV6hoJPEz1F9CTRE0SPU87HyHuU6BGihyntIaIHKfgA0f1E24m2EbVSzvvIu5foHqKtRFtCSfmgUChpKqiFKEh0N9FdRHcS3UG0mej2UBL2a/43quU2olsp7Raim4luIrqR6Aai64k2EV1HlV1LtVxDdDWlXUV0JdEVRJdTgcvIu5ToEqKLKe0iquVCogsobSPR+UTnEW0gWk85zyWvmegcorOJ1hGtDSVWgtaEEmeBziI6M5RYCzqD6PRQYgDUFErEZsxXhxL7g1YRraTiK6jcaUTLQ4nVoFOp+DKipUSnEDUSLSFaTFUvouInEy0MJVaBFlBl8ynnPKIGorlEc4hmU7l6ojpqWS0VryGqppxVRLOIKokqiGYSzaBOT6eWTSOaSp2eQlWX043KiE6i5k6mGwWolklEE4kmEJWGnH7Q+JBT3GFcyCmm99iQ80zQmJAzBzSasowiGhly4lzAR5A3nGgYBUtCzlWg4pBzHago5FwNKgw5m0AFofgS0FAiP1E+0ZBQPN7v/ETyBocc5aATiAaFHGJqDCTKCzmGgQaEHGWg/iHHFFA/SutL1Cfk6A7qTTl7hRyiYz1DDrE2c4l6UPEcukN3Ih9V1o2oK1XWhagzUTZRVsghRqkTkZfq7Eh1ZlJlHqrFTZRB5dKJ0ohcRKlEKSH7dFByyD4D1CFknwlKIkokchIlEMVTAQcVsFMwjiiWyEZkpZwWymmmYAyRichIZKCcesqpo6BKpBBxIuYPx81yC7TFVbkPxlW7D0DvB/YBPyP2E2I/Aj8Ae4E9iH8PfIe0b+F/A3wNfAXsRvxL4Auk/Qv+58BnwKfAJ7F17n/G1rs/Bj4C/gHsQuxD8AfA+8B78N8FvwO8DbwFvGmb637D1sv9Ovg1W4N7py3b/SrwCvTLNp/7JeBFYAfSX0Dseds899+hn4N+FvoZ2xz307bZ7qds9e4nbXXuJ1D2cdT3GPAo4A8/guvDwEPAg9aT3Q9YF7nvty52b7cucW8DWoH7EL8XuAdpW5G2BbEQ0AIEgbstp7rvsix332lZ4b7DstK92bLKfTvwN+A24FbgFuBmS477JvCNwA0ocz14k2Wu+zroa6GvAa6Gvgp1XYm6rkBdlyN2GXApcAlwMXARcCHKXYD6NprHus83j3OfZ65zbzDf7F5vvtW9Rs1yn6Xmuc/kee4zAk2B0zc3BVYHVgZWbV4ZsKzklpWulaNWnrZy88p3VvrjDeYVgeWB0zYvD5waWBpYtnlpYLuyltUqa/yDA6dsbgzoGp2NSxrVPY18cyMvauQ9G7nCGu2NnkbVuiSwKLB486IAWzR+UdOi4CLdCcFFHy5S2CJubg0/smWRK6ME7F+xyGYvOTmwILBw84LA/Np5gTlo4Oy8ukD95rpAbV51oGZzdaAqb1agMq8iMDNvemDG5umBaXlTAlM3TwmU55UFTkL+yXmTAoHNkwIT80oDEzaXBsbljQ2MRXxM3qjA6M2jAiPzhgdGbB4eGJZXEihG51maPc2TptpFA8amoSXMxQt6uvyuD13fuHTMFXQ94lLj41LdqUrXuBReOC6FL0hZnXJ+ihqX/GKy4k/u2r0krsOLHT7o8HUHXYK/Q9ceJSzJnuRJUhNF35LGTCrROL+IuFc/ra/uJG92SVwij0t0JyrFXyfytUzlHs4Zt4NUE/Js5YnuEvVBLn7pTs8438gm+Ua1mtiEUUHT+KlBfnYwa6K4+kunBA1nB1lgytSyFs7PK9d+JyHoFL9UovlrNmxg6QWjgukTy0Lqpk3pBeWjgk1C+/2aDgvNkKXcN2Nx42Jfmf9E5vjQ8Y1DTXzY/qJdiYvjcXHhOMUfh8bHxbpjFXEJx6r+2F4DSuJsbpsiLmGbmuS3ISL619k6flJJnMVtUQL5lnEWxW/JLyzxW3J6lvyin1tEP+nOviUzcJmxeIlP+8Ir543C9Ymo+C5eAl98GjWf+X7VKBto5mLYEhlc8uul/q8b/2834K9v9Js8Q8PKWaxaORM4AzgdaAJWA6uAlcAK4DRgOXAqsAxYCpwCNAJLgMXAycBCYAEwH5gHNABzgTnAbKAeqANqgRqgGqgCZgGVQAUwE5gBTAemAVOBKUA5UAacBEwGAsAkYCIwASgFxgPjgLHAGGA0MAoYCYwAhgPDgBKgGCgCCoECYCjgB/KBIcCJwGDgBGAQMBDIAwYA/YF+QF+gD9Ab6AX0BHKBHkAO0B3wAd2ArkAXoDOQDWQBnQAv0BHIBDyAG8gA0oE0wAWkAilAMtABSAISASeQAMQDDsAOxAGxgA2wAhbADMQAJsAIGAA9oBsaxlUFFIADjFVzxHgbcBA4AOwH9gE/Az8BPwI/AHuBPcD3wHfAt8A3wNfAV8Bu4EvgC+BfwOfAZ8CnwCfAP4GPgY+AfwC7gA+BD4D3gfeAd4F3gLeBt4A3gTeA14HXgJ3Aq8ArwMvAS8CLwA7gBeB54O/Ac8CzwDPA08BTwJPAE8DjwGPAo8AjwMPAQ8CDwAPA/cB2YBvQCtwH3AvcA2wFtgAhoAUIAncDdwF3AncAm4Hbgb8BtwG3ArcANwM3ATcCNwDXA5uA64BrgWuAq4GrgCuBK4DLgcuAS4FLgIuBi4ALgQuAjcD5wHnABmA9cC7QDJwDnA2sA9YCa1j10CaO9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/jnWP8f651j/HOufY/1zrH+O9c+x/vkiAHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARx7AMcewLEHcOwBHHsAxx7AsQdw7AEcewDHHsCxB3DsARzrn2P9c6x/jrXPsfY51j7H2udY+xxrn2Ptc6x9jrXPsfb/2/vwX9zK/9sN+IsbW7z4sIOZsOSZMxhjxmsZa7voiP+LZDybwxazJnzWsg3sIvYwe4fNYmdCXcE2sVvY31iQPcqeZW/83v/j5vdY26n6ecyq3scMLIGx8L7w7rZbgFZ97GGRi+Al6DyHImF7+KujYl+1XRS2t7Ua4plZK2tTXkH0e34wvA+vXPjh/sJX1kHHaSW+NV7bdnfbrUeNQSmbwqayaWw6q2CV6H81q2ezMTJzWQObx+Zr3nyk1eFaC28mcmF70fShXAvYQmARW8Ia2Sn4LIReHPFE2sma38iW4rOMncqWs9PYCrYycl2qRVYgZbnmLwNWsdV4MqezMzQlmSJnsrPYGjy1dexsds6veue0q2Z2LluP53weO/+4esMR3kZ8LmAXYj5czC5hl7LLMS+uYlcfFb1Mi1/JrmXXYc6ItEsQuU5TIvUB9hS7h93F7mb3amNZhVGjEZHjUquN4UKMwQr08MzDWkzjt7R9tFah76JvzZGeLkP8jMNKnBIZR5HzTOSkWug5iFpWHjUSG9EH0od6RN4lWv8PRQ8flV+LyvG4+rCRuUrzhDo6ejx9KbsGK/B6XMWoCnUDNKnrNH14/Nr2vJs0/0Z2E7sZz+JWTUmmyC3Qt7LbsLZvZ5vZHfgc0ocr4rvYndqTC7IWFmJb2FY8yXvZfaxVi/9a2rHiWyLxUHtkG9vO7scMeYg9gp3mMXxk5EHEHo5En9Bi5D/GHocvcpH3FHsaO9Rz7O/sefYiexLeDu36DLyX2CvsVfYGt0G9zD7H9SB7Sf8xi2VD8eP/dozz1WwGm/FH7m5Hmz6VJbJN4Z/CS8M/qcNZLZ+EA+QdeEpb2Xr8xD7/UE7uZmbdP5iTbQ3/oE4Ddzn4tr6+7Ybw10yPXXOx+gp2OZUZ2UA2ho1llwXX+MoeYDacUpLYIH7PPYlFRaYc40M4gSjMgzOMiXFe6I/TKbb7UlPzvff1M2xQHSNaec7WfOMGnM7zD75/cEfuwfd3xw/M3c1z39v1/i77tzscA3P77Nq5q1dPl9+ZaruvAUX7ee9r6KcaNjSojnxR3h/TkO9XjBsaUElyvi91h29Hrm+HD9X4evYq545MhwZnrGI0Og3ejj2Ufp2z+/fp03uI0q9vtrdjrKLF+vYfMETt0ztDUZ0yMkQRPldfOTBFHXfQoKzy5k/uo89IjXPaDHolLTk+Z3CWfeLUrME90o2q0aDqTcYuAwo6jmoo7vi20ZGemJQebzLFpyclpjuMB9/Rx+77Th+7v1DXsP9i1XDCtPxO6uVmk6IzGFozklO6nZA5YnJcgl1nSbA7kkzGeIe1S9G0g2sT00QdaYmJVNfBMRhOb3ifbpXeyTqybPauGPdtrFP4s61WOx/tbY2I7NbwN1stEBYpzBD+VKGy7OJq065W7ervwrNEcncLH9PJm521x2qxJndM95ptPElnZVa7Vbnb+7D3Ra/qtXqt8ekT4gP6AMvPz48fODA3d/p0R4eBDkhHH/vu3o4+vXpy3/TI29/nc/kzUKU1a0/D4XUeXk+yrKi9Gh9qwcPLSkoyaE+ss5qpxqrejtnZ/QdwekwdjF41U9do4vYstzsrIUa34OAnc1RzgjctPSuOm3hIZ0vpnOHplhqrO41/wB87MckVq1ON1hh+QtuzMbYYnT7WlaQLWWJNqmqKs2w4eBpG9g7GdOdjXsczN7tcjKw/PT+TJyTb+ZgEexwuThsu8VZckjFUCffjB2PGUsOfbUGOVIzglrgI2zT+YYtV48+2IHfq/fgRNoYlc2sottTVyrNb9JNY/u58zPZd2mDtJOrVc7qrJTa5lVu3NsSW6kXOUAOyYnLna1NaTNDMjtn9HH3798nEUBj79lC8XoeY0brzJ9/8zS1tX3Xo2rUDz7rts2tK7+m74Pa1d7esuH3RQOXK2/bfPMHdWXdGZ/dJN352xex7zhp5wDGk6VHG2R3hfQYfej6Yva71214xZOEQxdazZ4fcXHOP5GStE7+nk62KAw+8l9VqFqNmFqNmtiOj2YxcZjFq5u0YBxZ+xJ8Ch3XqX2pJ7mDLTe7Vw+DuUuoOyKmVH4/Z0Cef5+700bhgTtjblWPgibl9+oi5Nh1bwzHrSD5UiZhLclk7vFxMJUwq7nW0B/uKHQGzivcR80vIRIPP5HSndMhMMCltfVRLYrozMcNpUdqGcZPTk5LsSTB2d9V7enZKjuFL9XytJdWdnTIvzpVgTTVZjXq90WrS1e2/2Gg2qjqj2YBlf0V7/JZunaypXVwHTlJvyeiWYolJSE/E7LOH96kf67JZJ9aFnSyewj3JHTpbs22tCvfHdMj2IG7JNrcqJ/jtLDsrvVvnn6xYQzXx9fp6Wou5u7F8eEpu8s5djoED4wem2t8jIfZPO0pYO//UcKgMrbtcHwodsdg6ZxqPXGw6bbGpbxtVe3ZmZpbTpJ7U5p+gMyd0Skv3xiomPltnTe6ckeJNjreY1JXK3bxucBIWnmqwxuz+IsZqUvWxaYnqk5ZYo8qxTVpNTW1m8fcNrmdMPYAztFhvQ+gNkqAMFEtKcfpjYpJ/jq12/ayvk6uEXgTW2OSfG2Kr9a6fG5B0xKrwHntVqAdGND+zYb+zUycndzQ/emZRsEtgXcMFG2vXlndX3OufXzs0PVO9KTO9+KyHV01YXzfowFe9ai4Tf19BtC8W7evOykTrWlI7t6JhzhhPgieBxaT+mJ1tSPnJVt35JwO1kd5dL4i9zL6rt2hsQnbqjw3IZkv5qcFWbcD4GyJtjrygso5ezYlawHGURDOMFsPBT0UflHijxaiDb2yr4HVGi9jBoK/gtxoQL4pPdRipP0a7Kz4+Jc7U9rzRnprgSLEb22422lNEzxrCX6lf6XozP1soerYlIyMuWfwuDusS16rk+c39vHtT9Pj0NIv/GDmo1tnK41t6zo70UvRPeyBPYH7lin5aUrx7G7QCg0SJrQ2DanuKMqEGFIr0F6XanxTmmXj1Jjoz8JLtP8DR/sbN7J2U6HAajLRGIy9hnfqV3hiji+s1et7oyc2VfQdUnVPao7Lzl3Ic+Mwkj92ROX7S5K6rn10/YtzGZ08rXBQY4DSr6xNcdlN6VvrgOZeUz7q0rl9SIs/AEIhhMaa726qc6cb41ATL6PVPLV+9Y+O4RLc7wa09+fA+PgprMZF1ojcsU5xbzfYabamh5+jzFs3DIjpid4mcGhL5KG2XyHSaYpye5BSP09RBtlb93kDKwMJh5sCdpunXKNk4jTJmULIdkfurG3D/PDaD7u9VKrbm5CTl9XlIORFvfovixEHLrFT5bSypS01HiyOtxtG+EQwU2ybOT7135WKaaavGcnimyBv38JZ35o5f9MERedeKeWjkPENVN5gSvClpnTrY9G2rZP9Mzkytf3yBIS7Jk5zaMSFGNVhi2m7lSw0mg5pstBrFi9ekOA5+bfrFELT1488hqoqowRLrsLQtbosxxdrMkfWnvIVRSGZ9aRQS8BSY0VaDqRXbotMWHdab9jRsNToRDTXoaIFpfTNElpbskFhKylv2uDa3s9OhdostubhTJhbN87JZB043Olz0HPQ12AHy2BzRgq3dE3M649Uc9sd0tOWac3I69jULz8E69qvOSbKo6dnV6fX2yIMQbx/tSfSOx+sKA45NAfuxeBxxR2eXb6uj31WRPfl/2PsS6Diqq81XVb3vi3rfqtXqTS11q1ut3ZZasiy1NsuWd2zZli3ZyJQ2S7bBGJKYJeEnCwYcfkjOTDgnk2TOTAI2BhzIxhmRdUyWn2EGAgST/IQlSkJyfkjmx9Lc9+qVuiUvccjk/OfkyNd69arq1Vu+e9+999163X01W2W3yUeUVt7h4i1Kdv5uWSgGXqOam3+QVVp4lytgUUacQqAiCIYqLmMyOlcw7t3vKivI49EPbtfpOIVawR3/4K7Fq98r5bGRuphlv+8vd2v5Ukkufw8caUK9RCMGLXhDl1dWdY75EYiit3ZEW+7ghx3XcweKRTFD1aG2+P4SKVRg5R1lIpFoqARz6pLRWu12R3WSKzCT+32pezoQMc2/GeuPMgzLKM1eu9OHR3vc7Ckxq+YTm+MsA/8UFq/D6TMr2kr5QJDV9jzUW9rd01168VvFY1UZnab5sg0PD8Q2b94SY/4NrJRMBgm2U/sXfitrB21pRVGUx+P+Niphm2C6+iHVIBdjPGPcHzrHGE/LR5cYq9NGF1w9Kxj3y/Ft8ONGl1qsooUGMViLOhF8ufbWj3zj2LEnb17V9tFvHDv8+PHcmWD3jdu23dQT4nvgeKw3yPpP/PjkuvaP//DOW8/fs679zu9+Ztt9wqrcxH0bdnx2rKlt8hToF9J3+W2gX34IHVayalgHE9sLnPw8SHY12IBhcXZpWNvZtClhzuJNq5EmMzZ2Rm/C/EZTk6PhPcw1Ua6JnWuAMWaevwAMfIEoGEuiyfyGACX5hvcEWhZzmBi6hmJNE01yoaXiLBk7pZ9zOOx2rsh0f15lC3s9QZuG22Isq2rNHpDUDthy9547dlT5anrTnspw0LRdo/yNraond+rTzesyLqsSxJlTG7R/KG9Puef7F1n9o6Av0nGgNbtlbcakDVblYm+5XeyroVUJ1/zXXCn8HQNdC79lPwBu96DbRVzaWMvjkWwka/DhPbrIAMKuz6kbmv/sWyNP7AcFYH6Ct1ZZWStoBj0RgYvPD85h2b74/BwWf2L7iDw0kGf1QkOi+c8CedyKn39MsMrxw5KAzCbw03AoyIlCkhNx5bp4rrAttacK9oOm/Z/eWL27t8aklLMs+Afayo6hVZW9dYFEx3WD13WWZ3cez5cPrEkbyH21Uh1fPVAdzVU4Kzqv23VdZwUT7Z7pr7B4vLA4tJlKfCVqX8hnjzdF4qtT4fLqtUOtudHuuMnuMmrNTpPVbVa5fW5buNqXaE5GY5n2XVhTeEG+mkG+eNRINAWSgTg9ZjfKTKClH/MMa7AozWWY1Oy7zwIyZ2QefOOsQO6A4CQyZOygwQuiEix4CeASNRsN8xfUlqDLHShRzV+QHCH2Tcxr7ufh4AcnFrl+q8oMvpDHrMRqHaR/58Ic18L9kEj/e2TFwxvbAm2pNk6rdmR1sFbJ4lVLFi9YsiYjrJGz55j3cwYUjRrx95bhdQ1qxIsgKNqIFz96etSKx7P4mcZzrCpXYnY8i7KmLNv0nSyDskw2m2wtP8eADfhJKVNaKvO9nexe/bKuT4ZS1IccxH58anBq16C0NpxN7BpsSInLnwwYkF2w6tFrHUzW8ayA6yslFdoFVAqLa6gz6XtbSHbrVr8s4HqdKepw7t41iL39VGJQ1LkK7OXX1Ig2hgBbXUO1EL0iI6pWKcqWHbtqXIvJ63EHDE0nN3ROb6hsnvnK6HF7el3D6qGutE6lU8uUnrYt+7NDn9gU+eKn2ofbAtvXt06sdup0CoVOd11LR7hjf2vvZHe4I7u+xgNypTK5jC6fO+SzVmy+ddOso7Il3rGxrR14tAd49Hn5GIqgBvQNwqNASxOj9TRgzjTg9WSDyYQT4EUDZlTD08yfQbelFl7D3EjRJWuKLllTlFspyqXUOVaT01iDHdqGqEdmKMcb5ZzdwGbZY4Y+eS+WTuAGseBL1ucYf4BfIz3oxE+eFZzdBvwsrNnxw1iAAfJl9rwY6YzdUTBlkUix5q/jPg+2rATHfjof3LHvk1tjmb0nd/ffllOWBMBlsai/tOaW9pZtdS5bdktrcHWuI+qCpSUIuk51tG9L322n9848fXvn2jWsVqnHK0698uLajVtX7T2eaz8xstpSviYN6A4Cug/CDEigLHqboFueqm2pnajlrDyOcvA43mENVpgAsgqMbgWGvYLMhYpzzJ8fb098McEmANTHoWQiKzsnwg7H32KYybmWHMXJIMN4B4MV3/uo7B4Z+x0Z8xMZI5N5Uy9Hup1v7zFMGliD+m1vH1WeZB5MHZImQOaVxCDJYOklIZJcqazie8IRUkck9bIQ6TY43xaQwWRgjZzBq35bgLqwKsVCT6R/MCFpFIoz9W0VxVbYFq0lvFByD0ZdF8/4OyY35Ia7UjrwCTmWU2prt0zlJr58qHHV1Bf2HTy1p/JL3E1HV+9sLmVZNhrsuXFL0ua2KQ0ui95q1GldTmvzsXPHZr7+sbXt05/bZj1xf7J3pA5/v1zN/H3cXdz3UTNah3YzdoK/zVLZiWW5UwXwdfImK9PbWd1ybuFPGM4WKsVwfO0JfKtF2Q/ZnN5oYXr7PTJjFVetVGLMQeQ9eH+WHjKV1UqPR1ldKUO4bBYHXLbhJrbxJnhsW3k4p4Vj2Fil5Oq7X9JtfNNm21PPvbUqX863vVjfveNFvp8u+VqITpp7Ac8IJpWoPo+VkgPMGizqQKc4GkznE/A/ISXYJYiSenXdLwk6m23jmwKufBX3loCrr297Uajv5ne8KEATdIHYIion03fxxKG8CtntooGLRBVg6uwOh5+zFXlOdaDAsrUkFScVLCCZbGRRYTWz1mwkGjVw9Iy7y2r8WMibGfzourp9HoujtfadNZMDyewNX5oae3BvhSmY5tOpTDhQlt35sd54Z4Axmc3z8yODVZ0px8iOdD7l2Lh7w1t83Km+/UjPSLOHmwkFyram1t24scJntyT9oSSrYYOrtzc1T25Oh3Pbs8Hm+mqXq7di9Z5IeLCt79imSrUqOP/uzgN8fVds+/5AXf7irsYWVuWqjMdsrWt8Vc3YPu0B+fg8zM7VaD36OJaOMxn/evz5ZGQwoA48k/QxHxqo78o0r/fLQq14X29ldw8cHg/1Ot+Ri2wT9Ze5uhpm0Sy2Hxmy+NAXPVmJHz0rVHaH8MM5tRDqlTvfEeSUKaIOgxoKamypI1KzZKHOOmqurNPqhIeF9L6NtSUqjpXBakNd2TXanhtq4+PdnZ1RSc3FO9d2xlUWrP7MyksUXXjswT0VWotNbzSV6EqghNVlda8e6R2JN5QZ+257ZO/0U7d1msNN8TG16A6o598nqq9l7YnhVZY4qD5A9w5Yc2+Qp2B1H0Rfxug+2RLqD02EODu15HYa1iTnVnIkE8tOZ6Gd2hD70+wU8iKbGAy10ads9K4Nx96x6rOdY/70hCaQgyfx9vizLlMXMTAvzCWofqO2RQz+unChxwWxFFiS7yYuG2Kw4tcZWPpB7JlmlUUMSsJKENsIlbWiqTGB/1wqLV7JABy3K8U1jZKpaiyPN8Af+GkPAhbN3DeKIh3Mn85qaAelSAftyOUjHZc0XdQiMAC8cK0KiS1xx+VTYG8eI/pO11LLxNNMOmdh+tLnFn5CoEpTMwLHtzGWaWpG0k+zUVSKdBRRHY0/6yjkOgq5DpDOue2VlQiDjXJwC9lLtfJYl7fD3EvGRBad4HYmEjAj3iXG5TUJezAr2uLSTlr8mgMlCiXDwALmuMpa6vaEnEbF/O3L0WE2qSyuUqer1KbWG+efYsb1WjdebHJKvZr5w7xeAk9eLy1BP/gZc0SjByCVWrUOVqlPzYfNNiTxDhC1oQ2iFDv6HRMODlFwEAUHUXCQJI/oHOFxh8RjSfIeI5c+BKMLfaV8/gLorgw6R/hstJjwyxKctGSZcivuHX6jQueSlfbWSntrpb21YlZ6/Frs42mx76HFlkuL/T4t9ke0cP9JkcN+WDoocprK7nJXWZeLshnbLAaskziz6KsD7Lvhl1KnK8kjWqHoGTEe0bJssmF3WKG8lOe22lpRz30BUCFoOJNdVc3H2yWQcNTB7jMpex/ou+7m3uAiVqyxb1d72bbNF+++dJoc3dy/ev9de7COug78s1cBRRxz+AHB0dsSZ2IWJm5mInomomMiKiaiZMo5Js4yfurs+imofjqN/NQb81NQ/dh0+FMaRlOC38+UYEhLsL9Xgt9qlWBcS55iNfj9zJNG1DcJ7HThT4kYu0PnGPa0vI+GNwYprKnBxZdW0j8x6MGcFYzdOOjBwpq275qDHtyrjdNfPTTxX8ZrG6b/+zQc677maT7YD4Yi6Gk52J8/2M4z/zr+9Tt72m49ewiO3XA83nVib0N294m+7hNDDdldJ3BUlaAn97MR8g3ESlaJ7kZ0xrBfJuu+O0k8b7KGiRip4BkpRkZpmhipZBqxJFpQzoo1ihkSDBhyw8I9nFMnuiNGG99lwzKHo1lzRLWI8JCVwukEKagRCiWdYtHl0fDLSRlRLAr2y6xCrVI5fGU2V1VNY2i5jIVbGxt8+mCZTyfjGG6v3W9Wq9WqkmRv3cVHL5Wy22rbo0ZOpdGoDTjGuWFhjn0OMOliTKJeTvW09PT3fKTnkR55K4WglWLUSuWrFe/qt9JzEz1q8ZF5ORcoy5RldB48Zz14unrwFPbg+e/B8uZ5Cn/5NXioGqyidTmituE0AvW16B7RsbrkK3Wad8zrzXvMk2auzlxntq/6eatHHu+2vylKIKA3Zybvnk1zJiKOCek1oRhrKVjTXLgu+Ypg1rwjILPJzJs5g1hjfNXPBVKn3P6mJKE45kKqxWuGIu7Irjn28lz1rhPrqraurbJrZAqtUpto2VJf3p7xRHPrN2/IReMDNw+U5RvjNiUH2lyjUJfWdqXKc3FbLDeweWMuyhjWCiAlDldJWcDqNik9vMcSqg1HsrFAaaJ5y6qaoa4KncVm0hntJvw+x+6yW0NV3mhNjC8tX7UJidyUj8kn0L3oj2Kksp55GY2gnYB5K5pkXjtbFrfefAe4krlGo8s41jrSajUara0jsr6Pob6b84G5wx31Ow929LwzsH5gz8DkAJccSA5srf5B5GD31jc7+u4wzrnyd8FC97Ra1AUZSKoXmWEmUwDHfGct4urAgrcFXMiYXn3+ggkI+5/Zm/OHA3OC2NBAD3BmwDTADwBnSFsHq38gQGsdW98UoD2XcU5w5dW4yTOCmmqSDCTVBVaRVmnIny7nzMQ1Ko5oYBWznF+2q/LX7pCWFXgmUgOPQ5d2afUoH2Nh1R2Ipeydwzn/zUaLXKVXHXMl2+KxNVXukE/F4fBaaU13MZOvLiKV629odiUsdkfVzts2DRzfVP6GSq+WWYy/rs3bw94SpUKlkO0w281arVGtCPdMr2MNfJnVbVZ2r9pa5/GmO+K5bi/vv4x0NF5dthqH1kYUCmc+0jaxIZnc8rHNu5Rmt7WMn9cM7lZr1HKDE6QruPA7dkz2VdSI7iL6M47MoUqqEyqprqikuqKS2qRKqlcrsRrVOfSVc6G8Tz/nyKexGClFMTqPFWc1jbCcnyVvC6DqOQHKOnIO/ZzgyCvTRAiUVAjcpvOSsZZdwvOrcY0dU5n4eNLRMZzz3Sry7BbJpfk1DmEB2nWdjjJviUqulst2+EpNhqVYv6CEUjK1DjLLMALbAxhxv5OnwPZ8hdieMPufiO3B118G7FrR9WRFl2o1YT8s4fcnjHg+6riaRGvelJhrqsmX4DBUuE8thqHOwyxjUplXLljIIo68cdVD0ZrEnNCUq8mHS0jkiZQnkSf3eZgiWH+Rt6mL4dMiDGxXA437it+uIm+UrKr5VBEUV8aNe9Lj/uCBRVtjKyBi8QXNV4SP4iL7qez/gJL6EsXFgL9ZIbFuG0YloG/Te4FQTWITWpdvzTc18fmqPJvfZkjM1eQtWCTCfTuLRAl0UmZ2sCGFXdvZVLW4tYjoIAqdS6wG5U15Vsvla7YZMJAAo4XCqNy5RNBA32RMOI6E61wicMsQvVT1SIgGC2uFy0mk7Kcqsz+OtUiLf761CHCWUxr9sctDznwbeOQEN0D1BhFaw69rO0FF2EBFYKENmgwainoRM8wlZr1efyV2MIy0R2V+4fKSrdhIJPusKNlyVpJsRStw8KC4sjsTaO4nAn0wc9BwcHDwoIHzrMPfmdGWxiuPM2HPRsA35xjuy/c259P5RIKvr6pn6/uRZy6cl2FW2qhxoYxsEbUDngHEqhB2Yl6eHiZV+YVCXajeVA9srQ/3o7BnTgjnbTLCTZtkOwq8bBFdsGudFsHiF8l/eWIxI8Uzxxy4wswpsJFd43NA3uXgS5TzqSJmFoSDSxZPrKvopWJOXnlmFlWA1xzt7LNsTu5BlaDfP0k4qbQ14q9WQqEQyp5jtud8xvApnvfYTvJJpiqZS7LJpMZzKjZVd59mhpumMXMcuQWPAO+FKQ47hfnwKQEeTtpOCihpSv4+yek4eD7mOSXEpjR19wmkDho6p28r6DZOMdRxhTcVBSNd/KKChcVj0B0ebKzoqQ3EeoQ1m/SB6kh4VaVfpbcYmoZXtw82uO8ciDVFLJmKipYy9pc6nVZfFY7bK1rKk2sr7SFPuVdvsZlDXmuJ3+mr7Ut9VGfn7dFoWRSwygNWxxRmVIZq0HUEK7Wr5mkG/+RKJXNXzmQOjLnUXOxR+1Tmc7oibMj7hOcpJFZSyB57VLBP6TKfE3TFAJB3Bwzds3pNrw5g0MdcQbPdqEgNrWrb0eDmW3e3pAdiSqO7pMRtUnwi1hkrywaMOn8mUtaVZH+l0+NAXGsqneofXdUx3Z+IRJikXCXjOJlKPr8xmeSza0JlHTXBRA2Wj04Y8zjIRxgl0XHyVi8pw1+Z5jGbPZFzzNacA3ms9xsM6uRJHgfmnfF7+Sn1KeeMtDtqanF7r2jJMAYBg/V+AZ6RJUEsZIyHg+f4+L0CP+VUnxLgWWeRPFgK8lCI4tvFORe5JIbPjrut8yct8bZ0pCUT1GhUhtJEuo4/dSrafUN7B0ynj8vWtoeyZVZWhtyu6Opyu9aos7q9LoNOLb/3VMfUuvJYx65ac0ePI5b147h9OfM+OyJ3oVWoF+1Ab4ge9gamHcWQhRlACbSW2fhkOgEU9qzGX86hRH1PM1uRB21ituRiYdn9DROxDffnbOttrC1/0phUcrW8jtHp+NzJ2il+K7P1ZI5nePzZcJU2zx9BLYnBuSkRO1B9cy8MzjXQ7QXPv3zBLG7FArf6FeJYpxtk9wvQgG3D/QKymaAJnS5/UiCtvEZaqc2dFHA7ADXP6LmihgDlwpsSaCph+u5gQlqj/qU4fO0lYXj4U14ahieP4jN2RK/usRiCzVtqAvUWjT7C35fszXpDXRM9+f2t/oqolw+57a7S5q3V3pTtCa32m411nrhH35j1Jjz6ZE3q4yFnT3uiMWSU/Ry83IQzmc+49TqNw2RxsgrWFqkvja3J+uyRGj7W6ten3KEmh70hkcpXexRy53+uqjP7oiVVWZOvbP6gH+yvJ2oP8UYnj6V8iP0Rw8r/nUSHcyKH7cxLyAuWbivSoADjPusyTcrxjH61sNMDB23dTwiuHLkFc9j9HMbOesmSvq4obPtvcqPbhmemwuQusbmNcn1pVTJYmqwKsr+CiSnDs5N1gsvPspA8We73x8sDfrx/j/0RO6Sw4p8QwT1s1aI0czfeFwZdtKMQ8zjocA1zDu8Ow/HMSe+YeZr0mEY/QXzI/jCyKae4RFHEUwpNRLnLRDzrChFPpdVuZ4eUFq/d7jWr5T+Tm0RtoxCP8rMyjQVG57Eo1YYv/kirKgyNqZz/FynPeeV4OwIk86UvKjQKDo9YVWJ5dP4di1EcMfojjLgoTr31rMY0RkYlxanHxBFcFvc/Lu9XoR+FthHF9mbQchVoHdFxZWY8g72A7bacAXkNj0anyhz8pIMCKsYZ8eqWqHRD1PCoUFSiKKrIFPoUWRZUxMKwGFJkb8ZdtHqMytr6UGcMTqy4365Q0JXZU900kLYXQVjf1ZmqnL+/IC06+NdWnSxbPVCPpXkt6OyHYTRW0Np0j20JcxfeuwRWSq1xfdY4Ffpn+cyyPbZG12cF45Q89M+CfOYag3e17MPx/kP5/smu0mjv4XXd413hTxnDq5Plq2Ml+LhuM/f+msmBymjvWOeaiQ0V8Z6xrlhnjd+b7awo78j6dlHsmZ8SD6SD7EstdSMjNiw6t2Y2OlVqtPknbdOFSNu7s+LmZn1UMysU7l9DfE0EXNzezPwUVvFyldZoMxtB79glQXGFQg5neSRkNQTtSrBnPzM7DUq5Qq51xnzzX1mKeGcg5lDJVAqDA0bRxj7LzMEoWtAnRFltYDY9zlfwFTrXOWZzzod05SdfS/8+zaZr73U1yMNTmpPfMf/EzJrt92JOFHYPDS7dPpQLp8tPCny6Cp4M194rkGfNmpMktAW+gFluv5cyTHztTTYRDV4+klULDpR0KisERkBDAyJzZS3ba/imZECn4ORKmcYXqw1XNpc3d7XE+YYNGX911K2Vwx25wl6WCmQSiZbulnLuaKKt0qk1GnUOm96qk5ssxtKoN+hwxHI10VUJu1qn18Ads06uN+njbn/IaQ83Y66HAK9H5A+jDNpCuI5CgSjmuslq1AYmog+4tA9YJxIPKkUpPU82fc6+++z/msWY2AIT1ugDgsuas2ofEKwTysSDgnJmMUSQEL0o0UEwU827JEBgL6zGyPxjHlFo7P6gcc+mdVqtVtenoN7T3XCmvZsvd0cUMoWc5Ux2p1alkO3cxUScPq/zFjl46jJIbnF6fc7536YzRpnWgn9LjnuS/YLcj7TIgZyoTZyDOrYXWZCC7T2DbOpzzOrHjJwzj1pezeAtURfIlrozNg7feVwwcjm45wSLklncFSVZEHnxS0CmOVZbG4mCHWb2SrmLe2TP1MWiNfWxWA09zj+DeyXj2Wfkty3v1RDp1ZDYq1bcq+HL9apV7NXwNfWqLV5XF43V1cWYj8TramPx2vroxRZ5uC4eq62PRevocX4W/+Ih9yR5M6tFOhSTdl5PnVWoOR1G57yo6M+quZyOIPLq+WUtM8wG6cXn/COy8/Q95/xpXLeMZ3rkdyyt+yipe3hZ3cNXqLunoqG+PNFQn5h/HPqfiNfVQ93Qb0az8B7zsnwXWKc4CpPPbsjDnj5TB6iqV56DWp+Qh3PkHDsGrzxXrEy5yOL73GWfPPumEn/yy2tRmhmVLeT1hGwqg9oVCwTiTrXaGQ8EYi41c1h688Y9pbPo5AqdWffvDcGER6v1JILBSpdW66rEdmBuYY55RLab9LBe5LadHUY8srENT2hN5dDfUQSdNc1KVuAJfDHnwRsS3fj6Epcge6VOn1IaPTa7x6RgzAprmddTalWq1fYynzfiUKsdEa+vzK5mavDHYjhI2AWdSSOXg9v9Ae+LOrVaZ9Tni7k0GlcM9MIDC+8z4+g14Fhc3EOoAH/1CR3TBzzrRS3AscQz2O6rcxwOfLnP063EiwwbTzWvSuK/sc5Uci38YSTu5vazD8kPF/PKE+k0dQKvzmcIrzw5co55dT6zhFeS5Vt2xW5jb1OYHBaL06hwaEqCDmewRM3Mf3zJtaoId6fELObHUm4+vfSayYSQCe1H18l2yNYhJTLC/AygKEqhOrAnnagfbUW70QE0gY6ijzBkF3ZufP31wiah/sbjq47HJmcqZvg9w2XDqnyvrhfl2mXtpqpsSVY4PjPc257NtvcOzxwXlN5tO53e7kNH1h1pO3Zrx62Zg+O14+7rdvl3WQa22Lewjc2KZk150pA8cuv4ri3NyWTzll3jtx5RRvbvLY2g1PnUebMY3heDMeczV08Y/ITlr3kCa/b6D9e/XAQ5U+6/touEzaHSmmx1JkqPVnp00KN0X7nsfPlx+X2lfel5eFn9Unvc81XZbNX9OHm/Ol2dLsO5+boM/PtqdTpdzQ7g9KIbX2BvWyx78WtV2UymjElns2nme/jm/E6cvo9L349z3GchqYKz+f9dXZ3+BZwwD0BmC67tZkiYb2ZSNRfzkDtVVZVleVpoXgmZN/FjL2arsknILCwgL3uefV7+FnjnjyH8pvXT7E/Zd+W/gvMn6fmPuV/I34Tz75B95rQ8rE3CqJ3sUiibDfnwp9DOsXc8Zll0olOWhjnMdI2ubFZYVsAplSCezJU/qMY6lFw1+5yc0fqdTq9JIWubf2MVqzJ7nc6AlpEzGlZtBuXkN2vYTfufY98zmNQsI1cqHjsthyUWpzLr2VeUahnLyjSKh+Z/DL2noyOfUKM20sr8E/6EGrP9MbVrVo/76J5VHKL+89zzeBBn9a5ZAd96XOGeFeDmZT+ltuhCi1vd2Xez++8b+YrB4zGc3f+ZPelPexq3te/Y0bq1yS87sP/BkYzVyX7Taa0Z/tTOun352MULpWuvBx1J8UZNaA/RkZUu/LWhIfzBrW1nUKgG9yLp0HL+GM75pwvrQPHDKXMZ0xyebV9HNZcrWfy5lML6haMfoeRC1mKXWvygRrVV+ggl9wulyWWzegzKtxi10W402Q1q5mWGUZqcNry88Vs7HLzLpPgB9y9Ki81l6dZYdWr2l+Bwwj9YkeUufoPDnpZMIYP8/1i8/oLbBlWYL/6B1VvcRoVcZ9Yv+R1lHUbCQ5Lt26vEa98WiRGukd76+xD73/4jiSu7RpqhdOFyJJtaRl9aRqclkmeBDhfRRcWNRfTCIr1+KSknRFJZimjobyF19V9Jr4ukefjvT9rTEun2LKM3lpPeU0SzmAzGJXSmmIwbFmnwMvRrkUzPFch8USTLZxbpc8vJGrV+YP2gRHUJ/eZvIdsJQh/Yb7Hf4pgAesbxjLPROQH0gquS0D3umPuBv5led7/uqfyQtMNz1wqt0P8HeqmYvNkltPs/lE6v0Ar9Y5Nv/i+RX0HIcAnZV2iFVmiFVmiFVqiIDlP67nIK9KzQCq3QCq3QCq3QCv2D0fYVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEVWqEV+kcg8YcS4e9PkEbRd5AclSMZ89DC/0QybhvSISeSLbyOnNy2hZ8wLFyfY/yQ/huznmEXXoLUDVfWM/6F30G6HlkhvWXhD5CeIOlDCxcYAUq+Aql74fuQ+he+BektC09DeoKk90ANApR8jzlC6v8klH8BUvfCryD1L/wrpOtJ/paFX0B6gqT3QJ2fhF5lmHvgqbeYh+CpX0PqJnn/wtuQ3rLwG0hPkPShhV/CeGRIx22DftohfWjhefxFN2wpwt+Kgj/oZSJocAQRAznjyOe/DLJHaZ5DZbJv0bysqIwcOWWv07yi6LoSHZH9X5pXAbIGmlcjXj5J8xr2C4vltWiL/B6a16Fy+Rs0rzcoFFIZAxJK7NJnhRhVyQmaZ5DS9k80zyKl/SWa55DTfoHmZUVl5Ehn/zPNK4quK1GTQ07zKmQruYvm1cjkyNG8hlm/WF6LEo71NK9DNsfNNK9Xco57aN6Aav33QU8YmRrOhkmvcF7EWcyLOIt5EWcxLysqI+Is5hVF10WcxbyIs5gXcRbzIs5iXsRZzIs4i3m9wen/Ac2LOP9XxKMMqkJpVAe5PvJru4fQBJqGv/1oBq6tIb9SLP5W8RBcGYXcOErCnVYkAPFoAK4dQNfDvWlyNgLHESh9BNJhKKlHecjthSsj6CiU6IfaRqCOTegmkuNRL9R8E9R7mLQoQO4A6QkPfxPkd34PLbbBL/a5ClVDLrJ4VocqSPtDUMMklOWh3SFoB9exD91Ay3bD2fVwFd89DP2bXhzPJvJrw9OkB1fqz36CA4/a4Hwv3MFXhwgKS8co1jNBR8qTVg7D3X1kvBK6R+HZQ+TKYSg1TFDj4fr15Fof6oI+YXRGyXPjBNcm8vwIKTGCxqBNjPIwSXnaI6ksT65PE56OQl8k7hXGge/PQC9G4clpQGENGc0oGcno4jiG4G8MnhB7KI5niLTBU16PQo241iEoh+u6Cc6OQm6G8AH/jvVeyAukT4cIFni8+HeyD1CkxFpnyJjENsfJiPaRno6TVqYJn7oIV/bDlSHyO82HyBh5chR5MUrGJGIxTaRiGmodovKKOTZJr0utjEE9AsFnkvZyHK6MkVbFOqcJUoUe4BYnyVik3/EWsRX7LhCpwZJwPZVc3Cv8m9X4t8BnyNk44bUk1yJmYisiH8fpuCYItntJyUKPi0eEUbuRPCeO+gY4T5K5W8zNKKltjNRwE8HhMJ2lxXhL0jdOJRmPX+TLISINkoyOEF5jyZ1cHI3YxwO0zDScHaO1z8AoRA4dWeTSEJERPAPGloxL0jz7oCdDpP19tP0k0S4HCK/wnUv1VeMlo95CJUeS/FqoJY0ariLpM6TNYSKJuJUbFnlQmJmX6skDVK4nF0tjyRU5Pg7lR4js9EKJfShGMI3T+cejTvLsBKl/BmgSxpECOkooSebU0vaStPYU5G8iEniA9BrrvZvgKkZsPxkxltSltQqkD7gHhRJSfZcb2TQZ1SRBS9Qy0nNYxraTUYtydRORB1HzzCxqU6m0JAX76EzFPK0gGOByk1TrFs/KScKbcSoNYi0j9HyIzsARIj+jZIRi7/aSfki8Wq4RZ+gT4sw6dMmV/YtjqLgmvos6YJhgOkN1jWj9xHYrFttZPgJxzhylv3F//RUwO0pHOkosmUBslmhXL8UePyPqkRiUjy+xEJevXezDh8W22P6Iupyn2niGcG7fEq24fAQFHbi8X01FMoBHIo5FtA2SJ3Jo0c4ME007TjTu0BVHKsre0BKpEvXUBE3FUYn5w2S+iPZ/mGitUWq7xXpwSYHM9SvLqOgjjVPOFGqXZshokQ25nmiiUYoz9pn0xB8ZoWOQ7ImE8lKpriCcGSL5YSRZ0+V+xPKZEFumF0aIH3SU2I9Rwn3M1SG4hhE6QPSReC9F69y9zDeJ09lb0BYF3S/15q/x/q7R2+K9y+rolergfYvSfBCuiXySpEa0RQL10grSfTUPUpLKK3uRmHPrF2fOdJHlEfktSsEIbUvU2uOU7xVkzIeodydZEdEKHqB8luRYlKtJat3EFiaIlzVExilJyhAqeNHL9dnfgReLCA2RsWPcRqmuH6ZzdR/1rMZJX4t90lHie00T2aR9vDJvIb9xqR8N3I4XYTRc5A8Wz4drrg8VfFip9OW1W8Uy7SZhv/xpgfiAo8vGLfWrsMYpzJqCJZJ4WIEkXxz73NL5SJGETBJvWyDydn2RhRV7vZf0ZYRaqsOLvCzWJSIPU5Tj02SWCIt9kOb1Ulm6dlSLLbw4ymJLs1SmC0gcJTiOfUg+StbgMFlLiMiMFPVgmKS4zQIuB6HEviLbMXMVfSxq/mEyAsniNS7R4kNQ4wTROJdf1Y4TGyFZmWJvXLITl9MpS5+aJrpC5NVeOu7L29yhK3D00OLop4mUjpPaxVl06Trnw0qAZN/yaC2524864GwrWMsBcqULrvGgRQfgzhY4a4er7XAlCiU20vtRwqmtxA7lodz/Y+9boKMosv5vd/VMZiaTIk9ERLZFxKAxICIiskggCQmGJCbhoQKbyWRCBiczcWbygMUwsgEjIiIiIGIMLiIqi4iIiIoRMKIisoiK6CLrg1VURHx8fKyL3607FUi36EF395z//xx64Hf7dj1u1a9u3aqaTmA0rXHROooQ81G/jmJcNuikC+0azJ+PdYmyWTCObGRhbcWUs4jqHoVP81BmyXyixHB8Mhp1cT+ComDUXj6Wip7Rc+WaGG1pCT7XT/TQ2KpcstjeslGoFWH9OTI1A+vOpfpE+4X9bLrPP9HObNnSDOJI1CzqHI4tyiNNPB2NshDzFZP9DOpztLX51IdsTI/2JYtaICyny75G8wl+xsgUMUaifXn4OdmrDOIgh1pzkr/hKAux5aL+EZhaQitEAZbMpJ4WE3tZkjPR2zzSTvYqOlLDqTeCVcFBJt6Pwr8jTnBXRBhtS1GH2ozcjaX0k7mi/cuQOJyYKyAtOhrDSSuhsRKpaXIsi6gfZqtjyROzKFcG9bj4hIdkk/dGW9/unVEbBR1aErUnxrZjW9q9Wv+FORKtpT19tBzpn/IiWM8gTkS7ik9Y/rmaxdz8T51CT54v+1D8Ed8PRb9nSaf9QTXUP6L363vpFfoorzsYCAUqwvrwQLA6EHSFvQF/up7h8+lF3kmV4ZBe5Al5grWe8vS4HE9Z0FOnF1R7/CVTqj16nmtKoCas+wKTvG7dHaieEhQldFFz38v0XkJckaYXuXzVlXqOy+8OuG/EpyMDlX49p6Y8JOyUVHpDuq9jPRWBoD7MW+bzul0+XVrEPAE0qocCNUG3RxfNrXMFPXqNv9wT1MOVHn1Ubome53V7/CHPVXrI49E9VWWe8nJPue6LPtXLPSF30Fstukc2yj1hl9cXSh/u8nnLgl5hw6VXBbBCtOPyh7CWoLdCr3BVeX1T9DpvuFIP1ZSFfR49GEC7Xv8kbBRmDXuqsKS/HAkI+j3BULqeG9YrPK5wTdAT0oMe7IU3jDbcoTQ9VOVCXt2uarwXRapqfGFvNVbpr6nyBDFnyBOmCkJ6dTCAoyFai7X7fIE6vRLJ1b1V1S53WPf69bDgGluGRbCPfrQVqNDLvJOo4qihsKc+jIW9N3rSddnNC0N6lcs/RXfX4JBG2y3o8yPJQRf2JegNCUY9riq9plqYwRon4ZOQdypmDwewQ7WiSy4dB6Aqaks4j7vSFcSGeYLpRZ5JNT5X8IRfDWo3PUj4w+VjkCIxBAPSL73SQH046Cr3VLmCN4p+0JCe8MxJyHi1eOwOYPf9Xk8oPa/GneoK9cZR1EcEA4FwZThcPahPn7q6uvSq9nLpmL1PeEp1YFLQVV05pY87XBHwh0Myq6/G7QrRA5HvpLFQTXW1z4uOI9LS9esCNcjYFL0GXSgsnFU8FkS4cWjDnjS93BuqRgeODmh10IupbsziQenCYfQEq7zhMFZXNoV61e6OSBX6TSDYflMhLKT9tO/oB+U17nCacMdaLJsmyrQbwPGpq/S6Kzu0rA6Nev1uXw36/snWB/zoKane3tFp0SE71vBLrY3OIvR1HPdQOOh1Rx2y3QD5YXtdVxEDqV60gnNChJKgmDnlgTq/L+AqN7LnilKFnoXdweETNzXhaowC5R7RTZGn0uOrNjKKcQl9N5pdDIiX5kmlt8wbFvEprgSbXBEQs0U0WVKdppe5QtjWgP9EpGgfhFTpCx5/ep33Rm+1p9zrSg8EJ/URWh/M+QcZU3rj8JJb0BwQ1Zw6CJ4qeO2SOfJEjjcFzZMD2CdBDc4lHwY2otsYJgWVhkAZF1coBidEkwf7jRR4sBS6NjJTnqZXBDHoiSmCE3ES9llwjFzhiGJxPVCGwc4vSHFRoG73s9PvhWiQKxQKuL0u4R/lATeGLH/YFY2nXh8ykypqNPRWL5aR+s3e1KJyiobRcThlPoqz4nEHd0uT7iZa357s86KfRm2LuoLRlQot0CQSPUwTsdxbIaSHCKmuwQ6FKmnCYtVlNWLyhsRD6SXYwz7Y8ZBHhOhAtTcaUX+2qdEJjyajk0YyTY2oqwxU/UIfxTSoCfqxMR6qoDyAMZTaMtnjDrc72Ek/Rucv99LEGxR1cVdZoNbTYcH1B8JiykSDuVdO46inyKRQpVgPyjyGmevq0NGgMB8KozN5cYhOrDy/RICYbzlZenFBdsnYjKIsPbdYLywqGJObmZWpX5hRjPqFafrY3JKcgtElOuYoysgvuU4vyNYz8q/Tr8nNz0zTs8YVFmUVF+sFRXruqMK83Cx8lps/PG90Zm7+CH0YlssvwHU9F2ciVlpSoAuDsqrcrGJR2aisouE5qGYMy83LLbkuTc/OLckXdWZjpRl6YUZRSe7w0XkZRXrh6KLCguIsNJ+J1ebn5mcXoZWsUVn5Jbjk5uMzPWsMKnpxTkZeHpnKGI2tL6L2DS8ovK4od0ROiZ5TkJeZhQ+HZWHLMoblZUVNYaeG52XkjkrTMzNGZYzIolIFWEsRZZOtG5uTRY/QXgb+GV6SW5AvujG8IL+kCNU07GVRyYmiY3OLs9L0jKLcYkFIdlEBVi/oxBIFVAmWy8+K1iKo1g0jglmEPro462RbMrMy8rCuYlG4Y+b0uNNZQmm97FPuqXDhziXdFaquP/Pi4syLi1/B7ZkXF/+9FxcO+nvm5cX/ny8voqN35gXGmRcYZ15gnHmBYY7mZ15iGF9itLNz5kXGmRcZZ15k/L/3IsMhf/Yd4McuMAtOdSmYw44ZUyDmxx+hk/hfqOgnxkFJRVkpf3/g5y+NLXI6FcyjzDvd/HFxlP/o6ebv1EnkV0tPN398POXfdrr5ExJEftb3dPMnJWF+lCB+gl6j/Br+TSbsgrRnQldFhQuVrtBP6Q5XK4UwUpkAYxUflCsBuEmphQblZrhNmQELlDmwDJlbpSyBp9UY2MJGwitsHLyNtb+PtX1ssvPpKez0QTuD0E4O2ilGO6Vopwrt/BHt3IZ2FqCdB9DOKrTzNNrZjHbeQDtvoZ2PsPbPsLavjXaUdzvYOQvtXIB2BqOdHLQzFu240U4Q7UTQzp1opxntPIp21qOdrWhnJ9p5H+0cRDuH0c6PbJEifKqT0Y7asT9no51UtJOBdkahnQlox4t26tHOLLSzEO2sQDtr0c4mtPM62nkX7XyCdr5BO8fYOMWBdhLQTlejHU3tYOcctHMx2snGXMVopxzt3IR2bkE789DOMrSzFu28gHa2o5330c5naOd7NUaxsJGK+B2Tc9FOT7RzidGOpU8HO+einUFoZyza8aCdOrQzE+0sRDsr0c5GtLMd7exFO5+inWPKPMWmLFE6o51eaOcStHM12slGO4ViXtpi8E98fGpq5rQZM2xWxWY73NSIV9Nhm02xObZseQive++1WhRrzGFbfVNTvc2i2GJs4hYVel7ddDQSEc+t1vp580oj1VhYUWxaBCJ02TTFZo1E5rW0trTMi6bIi4qv2SaqkjXhVU0WCiGqWJli1fZHc2tooTrS2jd+f4wGMdrQw0Px6qswxWZp6VAvehBeLMIooaXlF/poV2yxL0ZejDyInwX4acJPh77aLYod+9reWWG/dN7hSKT65ztr1xQ7dlb21q4o9hO9Pa3uog3LmlZTd20a2LShhv52rLlDh+2iw3Y72O02dJpk6IGfDJhOjbPHKHb70cYZ4mo8ancodmcrXsuGLhs6nz5z8BNjUWKwYdjlxZUOq+KwaZoWnoNszQnHWJUYW31j4w+RyDRMiomZJlocwSf10dZICiIOi+KIQdkkSJjX5FAUx0kSIlTNhq1iBBrbq2wUdVgVuy0VpBajKTGSiIi4RyYipfHx++0a2C2SCuLCbm1xKKrDcoKLiKooKtrTNMVhnYeXA9cipOMkIdOREmqnTXE4fphxC10zfnDEKo641tLWUqSw5S79Ln02fhrxI1upTUMSYq2K+E/lT01KDN43iNZH0NOmGUmJtSixgpR2VmIVJbYDKz9LCw1C6ql5EWNVL9zRdtjIi8qw7y0tsYoa206MkZlYYibWAbEOJyTS5zzxPz9HpkeGRvDP0FibEus4OitKzoxZR2PjlNhOrV1au7SktqTOy5mXI9x1pm2mbYaNphTRg3w4YxSnXcVrULbws+xBlDowUxCUOTA2BpUTDM2YFnWNdooiTqvitHXgqBF3Ac6OJEVsWIF9w1by4RmkDMwUt1R1rB15atcp6kiiIjTHqpvQg2xN1cI9rUOHHiWqhg5UmRob09LiVFSn9YQdA1nOGEGWMxacsRw4BnvxuTRyaaS0dTr6i3AZp0NxOo/DFowlrR2uFyNbIsfByRVn/P5u+7sdHrwzbY9vj29b3vbtW+e8PGeLc4uTZuW0Nqu1oa1tR22cTYlzMLyumrRFXJOustswfXBFW9vx1taywU6hTW/Da1prA6Y3xKlKnNbaCnDCZlyMEmcXN23b9xw+vGf79jaZp8MlKnW8f2BL9CJtcAXdVwymJlRUAJx4QmFwz/72smKe1m9t3V/fzTmnXri1tbT0aGn0GqhalbiY7dvjVDXOetIetk74hKW11YLptu3igg77IrEvVMt9/knyvlsoep8p7jOCrrI0ffiUoC9NHxH03JhGby7T9DxX2P9LaVS7Q10ffwgsLswHuhvzwYFJmE+ZVYn5lI0+zKfsh26gZWcU6TBkVN51OpQW52fqMGN0EeKD9P/7ceiJu1lxEKuABrgd5sFIWAVPwxbcTQ2QOS6AztjeG/BwOx3mwF14nPwLbICt8AlcIXP0wn1PFozHHWEE7oD5uPFeDc/AS3AABlKOODy4dsEN9wQ8Ht8Cc+FuPCJshDb4B1xJ6Z2Qm7Nxo54LE2EyzIA7YQFu1x+HZ+Fl3MUNgqGgDiso1iG+uGiYOJaLMiloNwY37lcB7kzgD3AjHtD/BM3wEHKzCN6Gv8EaeA62wRtiz0b5O2Gk7AOD0cVLoJR+sqgRHoAVyOZieAf2wRPwPLwCO+GgzB+Pe/2+8HvkcDS46Le+ZkILPIy7i3thD3wAa2ETvAp/hc9pDxMtk4Cng0thCO5nxkAZ+KEWTxLLYCWeG5bAu7AfnoQX4DXYBV9gPiV3LI5MFyqpQW/oDm64R2oXwe+gHBYi8yy3sDAHRhYVjNKhrKToGh1bK/KchZEtFvrBxXA1HZ7EFzR/hFtxXB/B8gVwH+yFv8M6aIXt8CZ8SWXscBlyeR6MEz9NBU14ZD1Ez7tAEjihPx7bMnAVuQ48cBNMgWlwG/wZHgULXAtL4T34EJ6CF+F12A1fyRYk48heDpfgAfR8uB6CMBVuhtmwHB7DM1ER3I+78o9gPWyGHfAWHIav3f1CbstKwjWEGwhbCbcR7iTc43b5wpb9hAcJvyU8LtBqI0wk7OZ2hTzWXoRphP0IBxIOIcwkHOl2V1VbCwnLCH2EtYQRwvmELYSrCZ8jfJXwmMCYiwgHEmYTlpT7vJNiSgknE4YJGwibCOcTLiZsJlxO+Gi5P1AVs4ZwPeFzhJsJtxHuINxNuLfC63fF7Cc8QPgF4RHCoxVBlzvmuECbjTCRsBthL8K+hIMIM71+b9iWT1hCeD1hKWGFNxTw2XyEQWysy1ZP+CBhG+FBgXZOOJBwCGEm4Uifv6bKXkg4hnA8YRlhJaGfMEw41Rdw++wRwlmEcwjnEy4mbCFcQbiacB3hRsLWKk+5195GuJ1wN+Fewv1oJGg/QPgF4RHCo4THBTo0QgdhfACFozNhN8IehKmE6YT9CQcRDg0Ey/2ObMI8wqJq8Xwc4UTCcsLJhNWEtYTTCGcQNhHOJVxAuISwJej2hR0rCN8XGKsRphGWiEGKbSJcQNhCuIpwA+FWwldDOHdidxLuIdxHeIDwC8IjhMdCXn+FEwithE7CRMIuhN0Je4aq3NXOiwj7Ew4hzCEsIhxPWBEK9b3UWU1YSziNcAZhE+E8wsWELYQrCdcQbkDs52wlbCPcTriLcA/hPsIDhIcIvyc8LjDOSsgRL4vrTNiNsAdhKmE6YX/CwYSZhHmEJYTjCcsR+8f5CIOE9YQNhI2EswnniZ9ZiVtIuJTwQcKVhKsJ1xFuDNVUh+JaCdsItxPuItxDuI/w4zD6RtxBwsOE3xP+IJCrhDZCTphM2JVQJ+xFmEbYT+xYcD1I/g2S4Vp8Dq6X/96dAvbTxBj68nM4fd2XjfsHUUv0yanvfprfgmulRfybD7g3+DVaZ1x303DlS8cdhfgXEfrhytof18IBuCcaiLuaQbgvGYx7hyG4Og/9DflPvyUaadF7hvuvGbgLOv07BfcdJ/F3P8G4X4nX/AIy3PPgUeM/dqfgHvGXcOQJTKLXRtW4qwnSa54a3JfV4Q5oCu5Y/oj7nJtx7zud+Ig35DyZ77+R5/RbpeDe8NSY+CuxgLCQ8FrCIpq/qvy3XlSDphCmdsDo2SaPcuXhLr5dM6LjV2LCr8Rzf4I5v4jxvwrPxt30ONwFX49nnvF4ZpmIp4tSep3plr+ZMIleUk7GM4cPzwVT8UwDyG97qZ/mb8/738jX5Ve1NtpWDU9MJXiqGfMb7hU8m7Sj8BOdNP0nWvszMDzjp4kMz1KdxdnoN96dRXcKnvBOhSqegXr8BqngCfDnUcVTUM/fIBU5j06NKp6/e/0GKf4Nq9PF0x0VBefG6WLuL2KnX4EfKK3KTmW/chgDU7yqq33VoWqhWqpWqxF1ntqirlFb1Z3qfvUwAxbPdNaXDWWFrJRNZSvZ2+wA+16zap21XtoALVsbo1VotdosbaG2QluvfWx1WrtZ06yDrXnW8VafdZp1jnWpdZX1Oet26/sxu2I+jDlia7XttR20T7T77Q32B+077QftxxzJjp6O/o5MR4mj3BF2NDoWOJY71jm2OnY7PnZ8G6vFJsf2jO0fOzt2eeym2B2xnzo7O3s5Rzr9zqXOVufeuL5xwbgZcfPjVsU9F7c/7hh38K68P8/nq/kmvoPv44f48U68U/dO6Z2GdJrdaUmnXfEQ3zX+ovgF8avjN8XviN8Xfyj+eAJP6J6QnjAkIT9hYoI/oSFhbkJzwuqETQk7EvYlHEo4nsgTuyemJw5JzE+cmOhPbEicm9icuDpxU+KOxH2JhxKPJ/Gk7knpSUOS8pMmJvmTGpLmJjUnrU7alLQjaV/SoaTjyTy5e3J68pDk/OSJyf7khuS5yc3Jq5M3Je9I3pd8KPl4Ck/pnpKeMiQlP2Viij+lIWVuSnPK6pRNKTtS9qUcSjnemXfu3jm985DO+bg3EeNoi64nyQtN+qMmfbdJf7uDrpnSrbix0iFG6aCfM82on3vQWF4fYqz/ggeNeq8cY/29xpt0vyn/PJO+3KSb+nNhD5NebdIXm/RWY/sv+dSY3kcz6gOmmfSGDjpG4wERU/ou0lVciROjPRzYEpVXllOKhjO/M+42ekWfDtKlvEjK/lIOPVXuqxqlnCvlYilNLF2119jLwbOM+lCTFw1dadSHmVgbPsOkNxr1TN2km0Ylc7BJN3lNZhnqysn2Zc436UtIN7GR2SzlSinXSdlKuc/FnX8O7s3G4fpdSd/QRaAJ5sFiaIGVsAY2QCtsg52wB/bDp3AYjqJBmxKvdFHkmGTJEcxq1/tKOVTKIiknSumTcqqUs6VcIuUqKZ+TcoeUe6X8VMqjUZkt50h2Zyllv7MHSjlSynFSVkpZL2WTlNJ+trSf3SrlLuMo5HQxsp7T2aT3MOnZJr26g471j7QZ00cOMen5Rv26rib9OaN+wziT3tBBx/bfMIv0LngKHILn0XzcX03E/Zr41rgBZsFcWAjNsAJWw3rYBG2wA96GfXAADkVbe8MYKcukrJYyIuV8KeV8vmGNlJulfFvKD6U8HJXjQUrpTeOlN41Pl3KIlPlSlkoZlHKWlHIUx6+QUnr7+FYj6xM2G1masJ/0ZDwrnx4v0VpelVL65gTpmxOkb060Sil9c2JPKWX8mjhMSjlHJspeTZSsTmyQUkayiUullD46caOUsh0T90j5KfWmQ3z9w/dRWQrGfpfOJT0WuuGuMA36w2DIxPNUCQ5IOciZWiqtl8pIUrpaSjlDS6X1Umm99ICU30alS5UyXsruxjaUjUHdftJD3X7SGZ63k7FdVMY9TUo5zu75lMcU69ybpNwm5W4pPzTzUd5dylSjX5SXUb0dcy6Xcq0xDpSb1liP09gLz0CTnmnUJ80w6l7VpINRnxwx6XNM+lyTvqeDjixPPthBx/7cONSkjzfmv7HRlL7fqPuyjcz51pFuk+Nxch5FU6WP+OSI+N6X8mMpZXzxy6jrl/n9u83jUR2WssGccpOcRTeNN7Y0iHNfNYx+SHpVKJVSTF4UPiLl8aiskf5c862x3rrtP/XTehkH6+WqUj/3p3mmyPkzZV9UTk0+lS9PHSCljHx/zJQy76c1TsuWMk/K5WZupkk+p+2kHv/MKN0s49PNcp91s4xTN8u1vEFG1wYZ3RselXI9xDBxlwhd8cx6EfSDQdGUyE4p5XhHJJcRyXFEcnyL08ht4yCTPt7co8YFUi415pyZ+VN+Zsod4EwZwWauMMeDWTLizlpvjE1NecZZ0bTA3I4mucI17TOn3JYqZTml2HHNFb920RcGnthzRdOlr9wmo9dsuWrMlqvDbLlTmS39ZrZcM2+XnnK7yd9vj5j0FpO+waR/YdTnaCb9OSMHd2CM1DrM/HkbjZHgLiv5WAzxf3JViaY5pEyWUq7z8/tJKXdt82Xf5+Pux9Kh7rvfJ0+zQPwJNqPPpV/dLf3q7h+icoEst+CUc2yR3B0skswvkrNk0dtm/2iWntScauSmeSrldHTw+2EwEorgepA7pGbpe81yHWmWLW2We4QHyqWUq2yLZKBFekeL7NGybuY2LZN7qmXbjJF/2W6TfsS4Ui37tsNpFW+Wf2/UH+pizP9QV5NuTk8z6ekmva/xNLgyzbgjfSTepHOT7jTOyUccJl3voGP9j6Sa9FVG/dE8Iz+r3zfqj6cb8z8eMepr5nfIj/oTy036ZqO+NtVY/9pa43xaGzb2d+00kz7VqD9p2i89ucuk7zTq69JpPp5oz7qcDrpIzzPpI03lc0x6mbF/T60y6fuN+tM+Y/kN6436M4NM+iaT/qFR36ga27ux1qg/25NixEl9nbH8s5tNuomv5zca9U21Rv2FfkZ/eOGQUW8FY/9b+5r0YUZ9s2rS1xn1Ldykh436S/2Nets4kz7XqL9sM+rbTPZfyTHpDSZ9hkmfZ9IXGPVXu5t0v1F/TeuwniC/r3U8QQvdNL6vhU16bYc1QuhNxvF/bbZx/F77whg/tvcwpm9PN6WnmfSBJn2kSW826fuM/vF6P/Fv7WOKW7kHKpSl9A6jDD+gLFBwV2OJtyTQ+7BEsDpzeZszh2/lrXwzPrEqXypfYr7DCu4BlCPKEVCV75TvgPEMngEaH86H49oo1giVZbEcYU9NVFPwCdpmXLSCxWHJdNoB9oUgLMWz7H44piRjG2zYqmTntaA6c5xFiLnOYkTRu5Or7QAYzD8FpsZjmz4j2cYPokxB/XOSbfxtUFHbg9jG9yJuw746ontDvh/b2oqpfyfZxj9EuRn1j0i2dcj5scz5icx5QOb8h8zZ3t5rqL151N5R1N72lHxKKaCUwo4p/FVq4XZq4Q5qYXvKTkrZRSm7KUVEG/wAqLFqLChqvBqPrKYgq8yZ7RyBrLfyVrBim0RcYSDeeios+uYGN5RYfgb2agaqnZROMF3pqpwLESVVSYVG5XplPMxUfEoVNCkBJQCzlZuUMNyuzFZmw53KYuVemKd8rXwN85Xvle/hbuWfyj9hgXANuEe1qlZYqDpVJyxSE9QEWKx2VjvDveo56jmwRD1fPR/uU3urvWGp2lcthPvVsFoDm9Q6tQ5a1anqVHhRvVltwODTqDbCVvVW9VZ4SV2gLoA2dZG6CF5Wl6vvwDYWh17zA+vP+sNxNoxlwo8sl+UqKruf3a8wLawtUzSL2+JW+lk8Fo9ymWWSZZLS3+K1eJXLLSFLSBlgqbHUKFdY6ix1ykDLm9Ym5UpHscOlfOW4NVZRjjvjnVnqFOcNzmb18bjyuMnqN3HT4+aox7jKbczGz+PnsU78fH4+i+cX8AtYAr+QX8gSeW/emyXxi/nFLJlfwi9hKbwP78M680v5pews3p/3Z134AD6Anc0H8oGsKx/EB7Fz+GA+mHXjQ/gQdi4fyoey7nwYH8Z+xzN5JtN5Ds9h5/GJfCLrwct5OTufV/AK1pNX8kp2Aa/iVawXD/AAu5DfxG9iqbyG17DevI7XsYv4FD6FXcyn8+ksjd/Cb2GX8Jl8JkvnTbyJ9eGz+WzWl9/B72CX8jv5nawfn8/ns8v4Ar6A9ecL+UJ2OV/MF7MBfAlfwq7gS/lSNpA382Z2JW/hLWwQf5A/yK7iy/lyNpiv4CvY7/lKvpIN4Y/yR9nVfBVfxYby1Xw1y+BP8CfYMP4kf5IN50/xp1gmf5o/zbL4M/wZls2f5c+yEXwT38Ry+Iv8RZbLt/AtbCR/ib/EruEv85dZHn+Fv8JG8df4ayyfv85fZwX8Df4GK+R/5X9l1/I3+ZusiL/F32LF/B3+Divh7/J32Wj+Hn+PjeEf8A/YWP4l/5KN44f5YXYdP8KPsOv5t/xbdgP/nv8PG4/O66L4BRS5FOWYcgyj2I/Kjxg9LKoFNJpnFppnVppnMWpXtSvY1B5qD7CrqWoqOFgORrdYS5mlDJyWcks5xFkqLBXALZWWSuhkCVqCEG8JW8KQYKm11EIi17kOSbwH74FzvCfvCSm8F+8FnXkqT4Wz+EX8IujC03ganM3TeTp05X15XziHX8Yvg278cn45nMuv4FdAd34lvxJ+x6/iV4HOf89/D+fxq/nVGK1E/D2f4m9PPoKPgAv4BD4BenE3d8OF3MM9kMon8UnQm/u4Dy7ifu6Hi3k1r4Y0HuZhuITX8lpI5/W8HvrwBt4AfXmER+BS3sgboR+/ld8Kl/Hb+G3Qn8/hc+ByPpfPhQH8Ln4XXMHv5nfDQH4Pvweu5Iv4IhjE7+X3wlX8Pn4fxuv7+f3we/4AfwCG8GV8GVzN/8z/DEP5Q/whyOAP84dhGH+EPwLD+WP8Mcjkf+F/gSy+hq+BbL6Wr4URfB1fBzl8PV8PuXwD3wAj+Ua+Ea7hz/PnIY/i3yiKf/kYO7dCAcbONijk2zB6XstfxWhbxLdjtC3mOzDalvCdGGVH810YZcfw3Rhlx/K3cc0Yx/fgmnEd34trxvV8H98HN/Av+Bcwnn/Fv4IJ/Gv+NUzk3/Bv4A/8O/4dlMqfFxGnof4Ua29F37IoE5QJ+NijeEDRntaeBtX6L+u/gNmG2IZgHP7PeB/GwDPed8b7pPd1Je8T3+Koitf63hkfO+Nj/yEfUyyTxXddSg+1P8vWxkE3w/dLk+m3H2bAbJgPS+BBeBTWwkbYDK/CLtgLH8JBOII7e1CsitNeD8wesoftU0jW2KeSrLX/kWSd/WaUYbxrIBm2TydZY4+QrLXfQrLO/ieUNZivkWTYPpNkjX0WyVr7rSTr7LehrMV8s0mG7beTrLHPIVlrv4Nknf1OlHWYbx7JsP0ukjX2+SRr7XeTrLNPAxVTZyDW2JsQa+1zEev+DUbuoZ6H7AslM4skM4slM/dKZpZIZu6TjCyVjNwvGXlAMtIiGVkmGXlQMvJnychDkpEVkpGHJSMrJSOPSEYek4yskoz8RTKyWjLyuGRkAfY/ZG8mRpYTI4/+m4w8IRlZKxl5UjKyTjLylGTkacnIBukrz0hmNkpmnpXMPCeZeV4ys0ky8oJk5EXJyGbJyBbJyFbJyEuSkZclI9skI69IRl6VjLwmGVlDjKwnT2klRtr+TUZel4zskIy8IRnZKRn5q2TkTcnIbsnIW5KRtyUj70hG3pWM7JWMvCd95X3JzN8kM/skMx9IZvZLZv4uGflIMvKxZOQTycgBycg/JCPbiZFdxMge8pQP/01GPpOMHJSMfC4Z+UIy8qVk5CvJyGHJyNeSkSOSkW8kI99JRr6XjPyPZOSoZOR/JSP/lIz8IBn5l2TkuPSVH6PMiH9PQzDjUKLMONQoMw4mmfmUGDlEjHxLjBwTnoJrtiLaTT+VNA56K7vUB1geK2AVbBKbzG5kIVbD6tgUdjNrYrex2ex2NofdgafgD9lH7GP2CTvA/sE+ZZ+xg+xz9gX7kh1iX7HD7Gt2hH3DvmXfxQ3AejspO5WdaKBZbQaFXcOuAZXls3xgrJx5QGOVzAtWFmRBsLEwC4Od1bJa3AnUs3qIZdPYNHCyBvYniGP3sfsgiW1kr0Ny3OVxl0Mq1t4VHFp37Xearp2n9dDO13pqF2i9tAtFz7BF3wG0fzchf98B4DaRhmWiP4+pMN+JHO0/dz1bfDfFfJgCWrJ2LuZO1VIhtkO5qN1kLUXrrJ2lddHO1rpq52jdMO9Juyr0hE5aopakWTSrFqPZNLvm0GI1pxanca2TFq+J77s07Nt0bKQoo2q/14aAU8vQMoBj2gDowlawlWwVe5xtZS+xNvYy28ZeYa+y19h29vqpGBfflrGH2ENY48PsYWzLY+wx5Hs1wziKzG1Bex+yz0/U/hDmegxTN7Jn2XPsebaJvcBa2YtsM9tyqjGm2lewFVj7SrYSa1/FVmHtjzOMztjC17F20Q9Rezokn7LWU/SDOPtQcibKnaZ3UTnhDVjO4lfXwZ+gEWbCLDwRNeEoz4bbYQ7cAXPhTpgHd+EsvxsWwD2wEBbBYrgX5/x9sBTuh2Z4AFpgGUaAP8NyeAhWwMOwEh7BePAYrIK/wGp4HNbAExgdnoR18BSsh6dhAzyDseJZeA6eh03wArTCixg5tsBWeAna4GXYBq9gHHkNtsPrsAPegJ3wV4wqb8JueAvehndgD7yLMeY9eB/+BvvgA9gPf8eI8xF8DJ/AAfgHfAqfYfz5HL6AL+EQfCV+oxOj0TfwLXwH38P/wFH4XzgG/4Qf4F9wHH5EN1bUa9UitVgt+T/uzgNMimLr+1XVPVOz3T1DT3fPssCKiMQlB5EkOYNIFFxyUkCQICCCRBFRAZF0cclBMohIEskgonLRa0AyKFFExASIAt+p/w7L9PW+7/XeNzzv89HPVPWe33RVVzqnTlVPI1qKR0Ur0Vo8JtJFG9FWtBPtRQfRUXQSnUUX0VV0E4+LJ0R30UP0FE+KXqK3eEr0EX1FPzFPHBKHxRFxVBwTx8UJcVKcEl+Jr8VpcUacFefEeXFBfCMuim/FJc0Q34nLmim+F1fED+JH8ZP4Wfwiropr4rr4VdwQv4nfxU1xS9wmFcQ1oWmargW0oCa1kJakNdWaac21FlpbrZ3WUeuk9db6aWO0F7Sx2ovaFO11bZa2RntLe1tbp23S3tEOaB9rn2h/0z7VPtM+177QDmpfaoe0w9oR7ah2TDuundBOaqe0r/RKemX9U/0z/XP9C/2g/qV+SD+sH9GP6sf04/oJ/aR+Sv9K/1o/rZ/Rz+rn9PP6Bf0b/aL+rX5J/06/rH+vX9F/0H/Uf9J/1n/Rr+rX9Ov6r/oN/Tf9d/2mfku/HQgHHFld1pA1ZS1ZW9aRdWU9WV82kA1lI/mwbCwfkU1kU9lMNpctZEv5qGwlW8vHZLpsI9vKdrK97CA7yk6ys+xCRzc6nqCjh+wpn5S9ZG/5lOwj+8p+sr98Wg6QA+Ug+YwcLJ+VQ+h4Tg6Tw+UIOVKOkqPl83KMfEGOlS/KcfIl+bJ8RY6XE+RE+aqcJF+Tk+UUOVVOk9PlX+QM+brMkDPlLDlbzpFz5Tw5Xy6QC+UiuUKulKvkavmmXCPfkmvl23KdXC83yI1yk3xHbpbvyi1yq9wmt8sdcqfcJXfLPfI9uVe+L/fJD+SH8iO5X/5VHpAfy0/k3+Sn8jP5ufxCHpRfykPysDwij8pj8rg8IU/KU/Ir+bU8Lc/Is/KcPC8vyG/kRfmtvCS/k5fl9/KK/EH+KK/LX+UN+Zv8Xd6Ut+TtEAtx+YZcLJfIpXKZXC5/kj/LX+RVec0YbDxrDDGGGs8Zw4zhxghjpDHKGG08b4wxXjDGmkPN58xh5nBzhDnSHGWONp83x5hjzRfNceZL5svmK+Z4c4I50XzVnGRmmDPNWeZsc44515xnzjcXmAvNReYb5mJzibnUXGYuN1eYq8zV5pvmGvMtc635trnOXG9uN3eYO81d5m5zj/meudf80PzI/Kt5wPzY/MT8m/mp+Zn5ufmFedA8ZH5lnjbPmufNb8xvze/NH8yfzJ/NX8yr5jXzuvmrecP8zfzdvGXetpjFLWFplm4FrKB12jpjnbXOWeetC9Y31kXrW+uS9Z112freumL9YP1o/WT9bP1iXbWuWdetX60b1m/W79ZN65Z1O8zCPCzCWlgPB8LBsAyHwklhI2yGrXA4HAlnC9vhaNgJu2EvHAsnh7OHU8I5wjnDucKp4XvCucP3hvOE7wvnDd8fzhfOHy4QnhmeFZ4dnhOeG54Xnh9eEF4YXhR+I7w4vCS8FL/RwNo+1thHiLmCNChWzudrDci+f6E9TPb9Sy1da8MOa+21DuworOlxra/Wl50gizeKndQma5PZaW2GNoOdgWU/C7t1DnbrPOzWBditb7QN2kZ2ERbikl5Br8gZVuBFwAgYvGTADti8FNbYSwe/Cp7jF2RJWZZfxnr7T8aLxkwhjDeM7SK78YFxXZTGqntnrLerpyV/xBMqeVlR1phmQBlkAbaRdqYszBeYiHyAs5U4U3s0Nktmqeb79PeX5j4KD5sfUHjU3J/13S/pbCcL0XwiheWmGUBa5u6ReVjJzaMUfmQep/Cv5kkKPza/U1dGYirFSLJKMZJdpYi0biLVO3s0SfTXexGDwvcjpo9kA7FBoj6SApIDJCeIYEnUaiWp7cqL8oyLSqISE6KOqMM0UV/UZ7p4RDzCAsYUYwoLGhuNjUwaV4wrlJ4ILBef/g/ZWL+F/f/bvv7vWFhlQ/+s3fyftJmO7Cofl93lULJAynLWJpvZCNasKVmmibCTrclGKuuYaRu7/Umr+Nw/sYd/tIavkx28awETrcv/NWuYZe3ILs4g+51oFavT7EPNPTJnHmre0YRmHr/G5x2/0azjMZpxzMGcYy7NOG5Qr32UemoH1S/v2E7R2283LduKWo7lWp4Vs5Kt7FaKlcPKaeWyUq17rNzWvVYe6z4rr3W/lc/KbxWwClqFrMJW2j+0ti/8Y3sbSYoYEfNPWd2Vf7S7kWwROxL9g/V939xnfgAbvP8fWuEvyQ4fNo+ax82Td+xxJDmSHTb5u//QKt/8o12OpERyRHL+W9bZZ5utm/8d1tne/U/s8yNc8Bg5szl5IebxJrwFux+77oV4e96NFeFP8CdYGd6D92Bl+ZO8N3uA9+FDWHn+HJ/GavEMPpu15+v5x6yz6C8GsGFikBjGRooRYhQbJ54XL7JXxEtiApskXhWT2TTsn78upgvS9/Dy52iW5rC5mqd5bLGWrKWxJVpRrQTbopXSarEdsPmfw+Z/Af/toL5A/5hdDEQDUZ4SuBq4ynMErgeu85yBG4EbPFeQKoynBl8KTuD3BF8NTuF5g9OCM3jBYEZwNi8SnBtczksEVwbX8UrBDcG9vFZwX/AT3jJ4MHiQtw8eDh7lHYLHgyd5Z5od3OTdgrdpdjBalpOV+Cb5kKzKt4UKh9L4zlDRUAm+O1QqVIq/HyoXKsf3hSqEKvAP1A4a/zBULVSNfxSqEarB94fqhOrwv4bqh+rzA6FGoUb841CLUAv+SahVqBX/Wyg9lM4/DXUIdeGfhXqEevBDSeT488NGZ6MLP2J0M7rzY0ZPYwA/ZQwyBvFvydLO5JfI0m7nv5Clvc5vmcJsI6TZzhwiOllzra/FiHDDcEOxOzwhnCH2ZD7nQl7pauy8tOOPxyUbEiScVcRzySl46lM9iyrI6r6BcDXNDt5ArP7aGv9rK/11nA71tE0RXoT6TnFenMxeeV6e0qzL65KRacgbMp3P4DPwtM0+1imQM5ArkBq4J5A7cG8gT+C+QN7A/YF8gfyBAoGCgUKBwoG0QJFA0UCxQPFAiUDJQKlA6UAZ/hn/nH/BD/Iv+SF+mB/hR/kxfpyf4Cf5Kf4V/5qf5mf4WX6On+cX+Df8Iv+WX9I1Xdeuate069qv2g3tN+137aZ2S7v9X5HpVBRdYMVBx1ulolgDSqFDY6nqbV5UcwWppEWZehJK/WcGIarVijRfrEyHwarQYeL9FhZrSEeEtaIjG34fbrP2dDj4jyxc1p0OD+8diOGNA9nZCDpy0BgVLCfPxm2Wi0ZqTnYPz81zs9x4SuZeGrVNWB4atensPuzu5sV4vZ/34r1YPjw3k58P5INYAT6MD6OR/RJ/iRXmr/DxLI1P4pNYURrHGawYjeP1rDjfwXeyEnwvf5+V4vv5flYG605lMf7KYW7dAKtP7bH61DFrTWxPfE3sFaqpe0QpUYpmjuVEOZo51hK1aObYQDSgmWMz0Yxmjq1EKxag+U83FqSZz5M0cxxnvMxCxnhjEjONxcYSZhvLjJXMMQ4aX7Jk47BxjKUYJ43TNKd+zhzO7iMrMoblUxaCFSYLMZ8VUfqclSB9fpCVIi1+nD1AmvwkK0e6/DR7kPT5WVaefKzzrALp9G9YRdLr37JKpNu/ozZSz4FVEm2zyvJhvCzjqSy5fWWpICrQd1WJNNGEfBodJQqgREGa56UziXKFaBbXjyWhXAbKFUa5HJTLM1Yba6hEa40NLBfKmAdlzGucN75hBYxvje+pXKqkxVHSUihpOZS0PNnBN8hPWELeRlWUujZKXZfs01XWkKzTTfxeQdAsvWd8F7YRjc+uKNEEVUbeDOOeZUkY1jQF786rZckEb8GLMo53yGTKaAT8g7qoLCpTXaga0dHGAdRLEPUiUS8h1EsSzX/bMQO1Y6LVLdRR2HjMeIxFyEMfzrKRFzaZ2n6qMZOlki+2geUzNhnbWTnyyL5nVYwfjOusG80lXmS9adYwiQ2hWcJKNprmAOvZNLL5h9lstP0mtP07ZMm/YpvRA95FD9iCHrAVPWAbesB29IAdZOG/ZzvJyv/AdpGlv8l2k10PsgM010lhB2l+cx87QXOaNHaOZicmu0yzjCj7gWx9TvIESBOSp9SPMeVJshpqtYE1Vc9vsebmUKs2O0DX3MNfxzOO2t0WwRPwjDwi1euaJLTIxLstwlqwKlkywaqxtIQWmahWn41ZxiLKeYexj3rbr6bqvySFv515P/fhTkrGcxeUS85/R7PSlTHoIQY9xKGHNOghHXooAD0UhB6S0EMh6KEk6CEDesiEHrKghyLQQ9mgh2zoIQd6yIUe8qCHYtBD2aGHcjCu7VK/WxH1tM1UE/9sP0Zwgzt0l3l5Gi/NK/IavAFvRnfXmffkffkgmsGM5uP4RD6Vcp3HF/OVfC3fxLfxPfxD/gnVzTGqhwv8Mv+Z3yDlHxSWcESKyC3yiTSq3XI8jUpfiOqiGOJ0sn4qbscrIG7PKyLuwCsh7sgrI+7EH0LcmVdB3IVXRdyVRp6Ku/HqiB/ntRD34HUQ9yKLquI+/BHEGYHsKtY3BFIQbwzkUHHkt5Cp4oAbslQcXBQKI94aiiDeFsqG+GbIRnwrFEV8O+SomOYwLuKq2Tjy6ckLkybIRnZe0F9FKUwna6/mDiUobM9LUtiBl6KwIy9NYSdehsLOnOYRVLYHKOzKy1HYjT9I4eO8hnoGhNek8Elem8JeNF8QVKp6FPbl9SnsxxtQ2J83ojCDP0zhLN6YwpkBjwkqb4zCjQG1AvJbiBqGSkq9msqpU7g1RPMNKmNQPdUUkhTeCoUovB1KYoLKRrOfUFVWOOv3mwPYc2wMafmpbBZbxFaydWwL2bH97HN2jJ0hn//nO/t61JNSqK/no75Ukpfjlak31eONSUOmU7kfp1Isp9rKoBpagbgdX4m4PV+FuANfjbgjfxNxZ74GcRf+FuJOfC3irvxtxN34OsSPh+5RMZUxt4qplPci3hrKg3hb6D7EN0N5Ed8K3Y/4diifiqnE+RFX5XPQfnPRcvPQcvPRcgvQcgvRZovQZm+gFRej5Zag5Zai5Zap9gh5qPEYajwZNZ4dNZ6CGs+BGs+JGs+FGk9FjXOmZ2N4uluDrmAY6Tybep2I+vVrY/zyqBArTbY4viLFk9HXsqOPpKi8VSo8R9ZZd9WTlO4lfTIdfQWh2injNmkoxmPk2XBoIgH9omxaCnuJt+St+GO8NX+Udzdak/VJz1wfFgPFcDFOTNMytGXa2sjvkZuRW5HbpF9nG3OMucY8Y76xwFhoLCJdu9PYZew29hjvGXuN9419kWsREdEieiQQCUZkJGT8atwwfjN+N24at4zbJqk98zVzsjnFnGpOM6ebfzFnmK+bG8yN5ibzHXOz+a65xdxqbjOPmMfME+Yp82vzjHnOvGBeNC+Zl80r5o+WtEJWkmVYpmVZYStiZbOKWEWtYlZxq4RV0ipllbbKWGWtB6xy1oNWeauCVdGqZFW2HrKqWFWtalZ1q4ZV06pl1Y5YkXAkEnEibsSLXI/8GrkRyRVJjai9yALw/Rj8vQDNHBqSTespepHVHkB+nSWGkV8XxlPQEXhx2eCb2ViDjWpvaW8xJ/hmcA1zgxuDG1kseC14jeZt5LGw7MpjofnNCeMsK6z8FprNjCPbXZF89/WsJnndh1kj8ryPsodhuxvDdj8C290EtrspbHcz2O7msN0tYLtbwnY/CtvdCra7tXmLrPZjlk2WujMs9TBY6pGRGFnq56mcm1n6n2nRf68F/0fa6U4LGahNhtpMQj06qMdcqMd8KHkxlLwcSt4UJW+BOUqrTM8vYATCGIUNmFrfrcFyJ/b/v+/F/3F/zOw7lEIUPYWhp2ho4SDaM4L2zIb2tNGeUbSng/Z00Z4e2jOG9kxGe2ZHe6agPXOgPXNSu2VnueJ3bwYiCXcfoflmfMSqMY9+ytBPOfqpQD/V4tdagWwJ16bQrCRLC9wZ6dAcGAXoyQH0ZImeTDaEZlCxP7tOau9Wv0/J3HFWHjnz4n4FfvFi72TCVr+n5XZHzObuyrVw2SySOQdUM/kWmO29GpdUxi8mxvlkaqb4FM2EEmWkqcm/nBqXqTQHq7qw89n5GLML24VJUtwmW24/YNNcxX7Ifogl2TXthvSdxnZj5trN7ebMs9vYbVjM7mB3YMlIpZH6xcc/SUVdaeBKE9dUQ1hMtYbYIi5SC12hz1Xcm9LLmlhMx+ckO0KfUwnyiVpRsYVku+izL0uui0FikOaJRSRdTp81WYRrZE/EJIpDWTIh6onLJH2OPj/f/aY4RJ/HqZ3qidIJ301FXk1IXlqkJnxb5UNzPC2nlkcrcPf7/JKYTITssSa0EH5DdOeKwfQJUhkuiMvqPOuKzYLanV8m8ok4qM6zrqASclULjRJk60i2g+5rAc2T70rnkJTmHGK8mOy7y7Ekn0zyAWKIGJmQZx3xFJEh6ldRCdKSojU8QyHq8JIJ8hRBLUYzME0UF2X5truE3RJUdprpacITOUWehHqj2TER9cl9t/347/yKEGpThD6hBPkh8jCoHzD1uXJXzubQXP9T+lt9Dt1tbzaWjeXruHqfh/rsSCC9yPJP5OoX9+qzOIsE1H90xUfyAVy9E0N9xidcVY5GflfekyTq0zfhqlSWyquQr9Ak7pU9GmeZvb4R9Xo1OgrbzaiPp9kt7ZasqJ1ut2PFMEZK2ePt8aw0+nvmSKY5M7MDSYEkurKjGvF2Z7sbjZcn7J4saPeye9NI6WP3Y5b9tP00y2YPtJ9ltj3UHkqjbpg9giXbo+zRLIc9xh7Dctlj7XEs1Z5gT2f32hn2IrqPxaQ31PP9gu6oZdYIjcZzVHlx5BVAXknIy0ReEeSVDXl5yCuGvFKQV07klct+xX6F5c7KcSFyXMHK2Kso3wpZWozyQNgM4cMIWyMcnfnrOtIL6q8HKEzO0ngTmE4ar5fdAEy9TyUNbyZIZnnAH6FSNcdZk6yzpjij/mTXsutA05XENSksX/wapUXvXHX3vGn8POFKvgB3Ugb/meYANoSNpH4ynrzKGWwO+QPL2Rq2gTyCXWwfO0A+wRF2ip0jr+BHdp3d4jr5lzZP5qnkYRbixXlZ8jGr8Tq8EXmZrWl+3fXv/UzSmIJ6UH4K89sFKCxgF6SwoE3a2y5EmlSQPk2jMM0mb8suonqOXZS0prCLQcMWt8nnskvY5HPZJW3yuexSNvlcdmmbfC67jE0+l12WaljpYvK57HI2+Vz2g3Z5CsvbFSisQDpa2BXtShRWssmS2JWpXQRp7SoUVrGrUliVtLWwq9nVKaxuk79m17DJXyPLUIvCWjZ5bXZtqj9h17HJd7Pr2uS72fVs8t3s+tSSwm5ANkTYDVU/tBvRWBE0YpqhfzZXbUe9VNC4SacwnSyEIDvRlsK2NIaE3Y7GkKCRNJ5CNV55ICnhlwQpGIuvZa1l/GsjMidaGx6D3Z7mBC+oMFwWfW8Q45F09jx5egWoFdNJa0zkS/kufoxfFTZ5/LVEezGYdO1KsVecEjc0Tyuu1dM6a89p07U12ofaGe2WnqKX1hvpj+sj9Qx9nX5AvxAQgdRAuUCTQM/AmMCcwKbAp4FLwWAwT7BisEXwqeC44ILgluDB4BVpyHyyimwt+8vxcrHcIY/In0ORUKFQjVDb0KDQpNDy0J7QidD1JCepaFKdpI5JQ5KmJq1O2pf0ddLvRrJR0mhgdKUZ3AxjrbHfOEez1ZxmWbOx2d0cbc6iWeon5kVLt3LTjLOZ1csaa82zNlufW5fDoXDecOXwo+G+4ZfDi8LbwofCP9LMs0Ck2h0fjOqeakmF4bIIy9whqi9T/eVTBOFdkh8kP0h+HykAUgCkgI8UBCkIUtBHCoEUAinkI4VBCoMU9pE0kDSQNB8pAlIEpIiPFAUpClLUR4qBFAMp5iPFQYqDFPeREiAlQEr4SEmQkiAlfaQUSCmQUj5SGqQ0SGkfKQNSBqSMj5QFKQtS1kceAHkA5AEfKQdSDqScjzwI8iDIgz5SHqQ8SHkfqQBSAaSCj1QEqQhS0UcqgVQCqeQjlUEqg1T2kYdAHgJ5yEeqgFQBqeIjVUGqglT1kWog1UCq+Uh1kOog1X2kBkgNkBo+UhOkJkhNH6kFUguklo/UBqkNUttH6oDUAanjI3VB6oLU9ZF6IPVA6vlIfZD6IPV9pAFIA5AGPtIQpCFIQx9pBNIIpJGPNAZpDNLYR5qBNANp5iPNQZqDNPeRliAtQVr6SDpIOki6j7QBaQPSxkfagrQFaesj7UDagbTzkQ4gHUA6+EhHkI4gHX2kM0hnkM4+0gWkC0gXH+kK0hWkq490A+kG0s1HngB5AuQJH+kO0h2ku4/0AOkB0sNHeoL0BOnpI71AeoH08pHeIL1BevtIH5A+IH18pC9IX5C+PtIPpB9IPx95GuRpkKd9ZCDIQJCBPjIIZBDIIB95BuQZkGd8ZDDIYJDBPvIsyLMgz/rIUJChIEN9ZBjIMJBhPjIcZDjIcB8ZATICZISPjAIZBTLKR0aDjAYZ7SNjQMaAjPGRsSBjQcb6yIsgL4K86CPjQMaBjPOR8SDjQcb7yASQCSATfGQiyESQiT7yKsirIK/6yCSQSSCTfOQ1kNdAXvORySCTQSb7yBSQKSBTfGQqyFSQqT4yDWQayDQfmQ4yHWS6j2SAZIBk+MhMkJkgM31kFsgskFk+MhtkNshsH5kDMgdkjo/MBZkLMtdH5oHMA5nnI/NB5oPM95EFIAtAFvjIQpCFIAt9ZBHIIpBFPrIYZDHIYh9ZArIEZImPLAVZCrLUR5aBLANZ5iPLQZaDLPeRFSArQFb4yEqQlSArfWQVyCqQVT6yGmQ1yGofeRPkTZA3fWQNyBqQNT7yFshbIG/5yFqQtSBrfeRtkLdB3vaRdSDrQNb5yHqQ9SDrfWQDyAaQDT6yEWQjyEYf2QSyCWSTj7wD8g7IOz6yGWQzyGYfeRfkXZB3fWQLyBaQLT6yFWQryFYf2QayDWSbj2wH2Q6y3Ud2gOwA2eEjO0F2guwEESwWX41R3iqHt5oGb7UIvNVi8FaLk7fakZXGik1ZrNiUx4pNZazYVMGKTXWs2NTAik1drNjUw4pNQ6zYPIwVm8bk705nTbE61BarQ2plZgELszwsjZVlVVg91oy1ZY+zvmwIG8MmshlYH4GPjzP4+TiDr48z+Ps4g8+PM/j9OIPvjzP4/zjDGgDOsA6As4fp7GGcYVUAZ/D31Xq5XZMkDD67xThPZ8nYD2zMOrL+8ftcwFayDWwf+5QdY+fYFXaD/PVknoen8cz7yFCrDHEPfyZWHGaptYa4ZDYkcxIkcyGZlyCZD8kCSFSKC5GiOlucdbYk62xp1tmyhJxXIo1VWWmszvrWW1lna7PO3s46W5eQxnqksSErjY1Z39qUdfYOzjL7XbIaIXTFVqbZrSjeRnHrrNS2g+2IlzOMdci7a4PdWcDuSf1Nor+FqL/1ZQb6m2UPovlQ2H42a53QtodTr4ui17nodTG6l+LYZUmN50Yjku6BRp/dOi7ZCsk2SNRK5Wh7s29HZFG8h6hVxMzVwkbxdUS19iNEebUeLepg9WdyXJZPkJ8uZsXX7u9IIyKZaWIsHamJcn6V32K6eAqH7iPH+Bm6rq8Y5JPu5QconSoiPb4+f0e+mm+gdArQUUPU85GpfBYLqPdN0VFIFPexwXwk3X8hn6wr76VyF55P2pg/yjTKfS+/5ZOX41WYTrmr45yPpPJ8FK7BqvldaZBHsCe+K1Gq3k9PqXfnY/hin1y9vV7jTXgvPtUnV++219WTnbwF99UP3vStq6d/eEXe2UfU0xQBruPIw2v4mHp/foBdUAfRoj6mnsngPNknU++BFTykdg8SpOo9opzn8cnUW0sFO8GtuFT1sr726v/19XBBvTmfXYNyUntg99ptSLPnwQrk/fG1ckEjs2bWqqUBfZe5S5aBcBHChVl7B//qrkN1pqE+1GjMm/VL5SlgNREOj6+rqvO6f7cuuhx6eEVcd3OqIbUftJ9fwI6V2h3rjvSws8rX8U9IfhD7aHelc0T/zD0rfllUTJCPFekkX4p9tLvSvqIB9qwE3yGsBHlrNbLVjpUwEqQ1RN7MHSs+mZ9IkKepb3H1nOOxBKnHb5CkHEbbmrty9jv/OnOfiq9OkJ5TY4iHMNpGJ8gPYN9JvVFwZIJ0E1dvdz6C/tkiQT6Pq963K/6U5R3py0iRLAM7wgskyPtjD4pGHc+XIG1L1o8z8gPpiusJ8loYT6quryZIi3PV8k3obDj7MEGezFXLqrreF5eq3om9D7seta+GPiXRg/BuR7UC8S/t7QrqMV3srvRtZUUEjahelMMw8m0D9ggaP0EaP6Moxdlke0P2XLK3SfZC6tsGjZnFNOqWkgW17E1kycLxcdEw3tOTcFfqafWA3Zt6IaOxOZDuR1kiYS+jHqrZ68hiBnHfs9ndHajMkdML4dI7a/sUrkXYHeFiqh+NFaBD1eUgpv6pGvOwG981Pmam/Zf3ywVs3Wi6frOtdlEFXfHP0qtJ6TWgOZSJ9Cykp57aSGV33m2s222xA6Jjx6QtdF263ZZl7pNcJb08mK+lI3Ond3pcfoLkHdVzV/yUT76XNH89fiBuKe5I1fNppfkmvtYnzSBpKl/Kp/ukY0gapPE41id9iuIrfDT6911pa4qPkJ1J90lrULyHt41bkjvSohSv5nXi4+iOlOw7m8FLxi3L9P8Ds2vVql1o7GSOAo5RoFFag6iFZtN8M4g+H0KfT0KfN+y11B/N/5bnMe48W6HCpggfQdgEYXOEtRHWQkizKO7gf7QoTva1GfX2QWwc6av97CqPWwGH+pWT3aFZuZMzLmkFSacESWtISBM7ueKSxyBpn/CddEg6JkjaQNIFV8nMX8nCShVnZZGHg3RdpOXh+hiuSXbaUlgAdxZVfd/pjFQD5CvEf0GLnD3cdRR5xnC/Dr6ZEs+/C9JSd+0iFZVqdqV76JoUxpycdF8hyqcAdI/FNK2peueA+obWQGtAakL9Ppnj98nqvbQcvx6oEdcYf4EWaYSntEsmyDTSwuXRXqlZUmqL6CilkTPfAhLtHx3KjOiY6ATmRTdEN2I+w6Pno7dZ5ptJWiRophnI5ymmxkCzBJnG0ulQc88qCVKd1cKhdk8LZclJN0XbRdtRzh2jnaCb/vM7ORA9F78TZb+Kx9N5HXdSHneSmiWj1KLtox3+ZJr0bYc7Iq6BS8JmZaaU8YcUxkVfjqeQHbl0dgL/aS6ZOqM4xVVwqFRnxqUpVDOF4kem/I91cuceBc2ukqObou9EN0ffjW6Jbo1ui26P7ojujO6K7o7uib4X3Rt9P7ov+kH0w+hH0f1R9a4SDffDcD8G7seLp9M/+nR0QHRgdFD0mejg6LPRIdGh9K0XomOjL1IJX4q+HH0lOj46Adeoe9gUxbtLVH/0tntbvW3qTr1V3irGvF3ebnWnfB370unj9HX6Of2dp50BzkBnkPOMM9jZ5LzjbHbedbY4W51tznZnh7PT2eXsdvY47zl7nfedfc4HzofOR85+V3N1N+AGXemG3CTXcE3XcsNuxM3m2m7UdVzX9dx8bn63gFvQLeQWdtPcIm5Rt5hb3C3hlnRLuaXd2m4dt65bz63vNnAbuo3ch93G7iNuE7ep28xt7rZwW7qPuoPdZ90h7lD3OXeYO9wd4Y50R7mj3WnudPcv7gz3dTfDXeIudZe5y93d7h73PXev+767z/3A/dD9xr3ofutecr9zL7vfu1fcH9wfPeFpnu4FvKBX06vl1fbqeHW9el59r4HX0GvkPew19h7xmnhNvWZec6+F19J71Ev3+nr9vP7e094Ab6A3yHveG+O94I31FngLvUXeG95ib4m31FvmLfc2epu8d7zN3g5vp7eHPju8g96X3iHvsHfEO+od8457J7yT3invK+9r77R3xjvrnYvljOWKpcbuieWO3RvLE7svljd2fyxfLH+sQKxgrFCscCwtVjRWIlYy9mCsPLVhDqeb8xRpnWcd6iHOX50T7F435t7PSrll3FqsmtvK7cSauc+741g7d6Y7h3VxV7hr2RPuR+7nrI/7k3uNPetJLycb7rXyWrHJXhuvE5viPeMNYRnei96rbI63wlvNlnjvelvYCuo529kq9JfV3nveF2yNd967xnbGisSKsE9jxWLF2WexUrHS7AvqTUXZFGehs8h5w1nsLHGWOsuc5c4KZ6WzylntvOmscd5y1jpvO+uc9c4GZ6Pzg/Oj85Pzs/OLc9W55lx3fnVuOL85vzs3nVvObZe53BVub/cpt4/b1+3n9nefdge4A91B7jPuq+4k9zV3sjvFneoudBe5b7iL3XfdLe5Wd5u73d3h7nR3uSfdU+5X7tfuafeMe9Y95553L7g33VvubZquca+EV9Ir5ZX2ynhlvQe8ct6DXnmvglfRq+RV9h7yqnhVvWpeda+G95jXw+vpPen18np7T3l9vBHeSG+UN9p73cvwZnqzvNneHG+uN8+b773trfPWextiSTEjZsasWDgWiWWL2bFozIm5MS8WiyXHssdSYjliD8TUe6tstB9D+8XQZgXRZqXRZuXRZpXRZrXQZo3RZs3RZk+gzbqjzfqgzZ5Gmz2HthmJ9ngtc00kpYOyGd7b8daZ6LzqTHJecyY7U5ypzjRnuvMXZ4bzupPhzHRmObOdOc5cZ54z31ngnHROOV85XzunnTPOWeecc9654HzjXHS+dS453zmXne+dK25nt4vb1e3mPu4+4XZ3e7g93SfdXu5L7svuK+54d4I70Z3rznPnuwvc/8fed8BZUWTrn+47d/IUc7u7qmtmYJgZchpyzkFARXIWEMkgkgRkFRDDM/B2zYsKKAoCSlCSgCCKYX2uATGRRBQDJiSDgIR36rs9wyWuuvv87f/9H/3jdN+a6gqnzjn1ndPV1cvdFe4L7kp3lbvafdFd437ibnI3u1vcre4291N3u/uZu8M96h5zj7u/uCe8LK+oV8zL9op7OV6ul+eV8Ep6pbzSXhmvrFfOK+9V8Cp6lbx8r7vXz+vvDfAGeoO8wd4Q72ZvojfJm+zd7z3gPeg95D3s/dWb5j3iPeo97y2RE71l3lHvmHfc+8U74Z30TnmnJUlL2jIk42RYxssEmSiryxp/0OiwXdZ99bW6H2aQYZFhbPUnRSZT9Hsktu6vB2C2Ghq5nrAjmEmJrGL7PkGOluPYyqySfzJ5OcdQvvd6zmfxvMBpPB/czTPJVJ734rgdN1KYLdbtFM/WaRUl8J0vUqKsL+vj2zrcjmipmH3M/YT7Ldxvoih90KIasbhJduT5d6TsxHSU7Mx0tH+CbP9x2YWvx5yVsytydkPO7sh5Ejl7ICf3kEdxKJ1Zr5WHeXUmZqv+3hCerYZ5IxmHcUt4rppAZ/ZcK8Alj5uWcyn9OO9QLsuSI+RIc7+p2RnN43gD32fu6op3RnJ4Pm0RxXZ6jWmFXku2HB6kvIyUV2JSXkLKupiU9Uh5NUi5UN0FbRwVtPEJTivClpvbz9a6K3kYi64Yi25sa1+l7jxf7KJr2LJWo9vY1telqbKBbEV/kW2ZV4/JwVzXXDlHLqSF/kP+dFqh1+h36CW9N6MUbYCWLwziWh6iM9FY1yz85XkgR4NIi6BtxAi1A9mhbiH2rRirXk/h0GhGrPGhm0I3UQLe3k2M9Ir0gnQNoxRIV1pkZGQUCUhpemRKZAo5kbmReeTqXro3yZgxjK65e7Kw1jgn3knmcUhljBx2KjlNKMdpxYi6RjAq0biF+RZm1KfehW8bDQ987Ohe1MZn3RD8Nl86bBNw9qmg3nrso4wKUniUjO1hXvP8wHKU5WWxJlT2KrMmmLGKx1glmBhfYcuKcMsijkNJ7A9ISmGPI5PSnGJOLucp4ZQkBYSvufVVeQ6u7tSkbKe2U4dynfpOAyrhNHIaUynuVWsq41zptKFyTlunHVVwOrIvUQl41XOAP7mc2uDJ1eylkE7X6Wyn2+v2rPMddUf0PzOQlJlsbTy2obPJ53luHmUyyllAxbw0rxnlMGLpyRLUj7VjiDrtP0jjta3jrWSdqFOsIjpNC8vl0iOW1K5Wlq8zdDErSxfXOVaOztN5Vp4upytZJXRlXdUqq6vrGlYFXVvXsSrperq+VVk30o2tqrqZbm5V15fpllZNfbnuYd7Jo4ipidvONVHY1ERJpiZKMTVRmqmJ83BNpExNpE1NlGFqomxTE+WamqiEqYlKmZqojKmJypmaqIKpiSphrGthrG1agBE3KSvozHuvs6ngbQYriKjNNhLOWKgra+TfWKNK6tdYT1pC/9KddB5r1/hx7NEp41E6RdmPy3PyePRLOaUo3qnmVKMEp5ZTi326uk49loeGTkOWhyYstanO5c4VLBVXOVdxae2dDjxT9Gc5djCeQxy24c5wRmfGIgxkKeNZCT5hMcwkxGjZ4+qr83xSkjHt3dSJMex0GoD5ZBhj17dpDGPKBXQTt/xnup2RYTVaCdz3vrxJ3kwfyFvlbPrIf8Q/Tod1qk61eugiuojVUzvasa7WvtZWL52ts60+OlfnWtfofJ1v9dXVdDXrWl1T17L66bq6rjVAN9ANrIG6iW5qDdItdAtriG6lW1tDdU99tXWd4ZUpnUeYS2fp5NJZOrl0nrO4dB5zLp3iTemUYEqnRFM6SwGXzlLApbOV5NJZFrh0Lo1Lp3RTOvMqOmKlEa0xIzaHzrx9MjOIRiIiJyeaSI3xUJivY3i2sNlHGcujW9ItHehzAmO32pTIqK0hJTGeb07JjOKvpBTG7x0o1eA3SmPsNoKKGAxP6Yzfx5HDiDuLDTHjbfIYb+eRYoxdkXyDs0mD45myK9tdE0FLYFQ7n1uwyFnE9uMx7zEe2RneDEpgrJfMMykjPUpipBdBdCbOeDQ81m3dtmx5ZnssoewjPM0zTygqp+xR2ng2GZVmBT6YZyAT0fOnz5Lfj6kkexDfYI+NFMZvfJdBbiy/jziPcMkPew8zJ6Z507hlS72l3LKj3lHmyinvFLeMjTK3zJbxlAxkY6y/xbhtOOYJG72lwK+wqTT3cxGX/4LzAnsW+51DXOMR5zhL+imXR4dt6VzSBmlTFuPrnVSM0fVXlMO4+jTlYjRKMp6uQaV4TOpRaYxJecbQPagCxqEixiGfUfQtVBl8rAI+VmUc/ThVYyT9FFU3SJpqGRxNdcDZeuBsA0bRPjUEem6mrlNjqYWapCZRWzVFTaF26jZ1G7VXd6g7qIO6U02ljupedR91Uw+oB6iHekg9Qj3VdDWDrgHPPcRfDLIxHDc7lyQwx5vxqLVwO1M6e5xduUeG+3ngfjXoXTO2JG/SAIxxppvJuXPdXOZnObcc2ezNVoHttuEVEXBeND5RHrH6PYHFisaRFR9TOHVbYeofNxfZVNf4AVwT+wGsU+wHsPV61HmUrd8Mh+XaeAJs/Z50nmQ5mO3M5hawV8fWj706EsarY7u32FlMDnt1S8g1fh15kBvFnt0q8hmDP0ya5fJxnq3MuJZi5H2CynqnvdNUkVG3RZUM6qZ8g7qpCmtSGnM5Xabz2DvSodrGY2IJYI+JJaA6j3oDuUVuoSZyu9xOTeUO+Tk1k1/Kr6mF3CV3USv5nfyBWsuf5E90pdwn91MbeVAeobbymDxGHeVJeZI6ydOKqLMKqTB1VQkqgSUjSaWwZAglqLeKKIf6KE/51FdlqkwaoLJVNg1UOSqXBqmSqjTPs2VVWbpOlVcVabiqrCrTSFVNVadRqqaqQwbNMkY9M+Z0Khjd+bFjTj8Upv6RYx5xleuzzGa6WSytxVhy49waLttst77biFLdJiz/6Sz/Lch1W7qtWd+vctsz7ujIGpEFjchmjfgbFff+y3uL0cc73kfQjk2s3Vu8razd272vEUe0nIHobz5bLfPO2dGgv88grmi8gmzzLqL1ZWF6AU78Pw3436IBUT9gUTDCzyJudd7sZSIPzPeZzizm+1POHOb1s84CHmcz0xZxnnNWMJdXGm5iPsxgv/4Bashz3jRq5E33plNTnjlmUTPgvMsw8w1m//4Ee99m/ruO578kGi5TmLPjZRGeS/7Ec0kG3QRu3i5/5hbfBeQ22BnMLbvOuY5bNpo9RtsZ54yDDEffFTOfxkvHfE1Rzyr4FX1v0Ql6uYDLyrtgL2dxHU8ZKXI1zxtpblG3KOtarluCtbKOW4d1rZ5bj6T7nruBlLvR3cjz7Ifux5RhoiRU1N3mbqNsd7trYn0n3BOsd9leNpXwcrwcnnPzvDyWrjJeGZ5zK3qVqIw3yBtE5bxJ3iSefw3PKoBnFYEQKoNPVcCnquBTDeZTItUEQmgkb5A3sIxNZOzVFD64mbkJM7d9AcwQxxi1PP826CmCvzn4m3cRFHPGR4zGzxeafHKT3MRlGLm2WKK/itYEtExAxU7MfdFVMotQ92a5me/bKj/l+z6TOznlG5b4pEvcHV3hs9jgIK71CHBQHDAHeSu9ldzf1d5qxlVrvDVAbISIhE0jLFE4/k4hcjC7nKVeesTB/zTwX4DzEXDeAeclOK/A+eLG74uMjph4hUG8FiNexrrOePYE453VzrtsC/e7NstBSbcaVXGvd2+jxu597D90YWS2gK5lZPYaDWVk9hWNdr9xv6Hx7rfuT3Sju9fdS5NN5JtucU96Ft3KWK0r3ckjO5ye45EdT8sYk91JaxGTeN1b771BbwD9/l2OkxPoPf2yfpU+OG/0/xF3ngd35rBeE/Tagl6HoNdx0OsUaHEatFgw5ktiGTLa6kBbJbRVAfP9v8idaAymdRDFCGIUiGwQLTExCubNKpbRfu6NrPv3uA+znj7GM0Vt5kQG66Dpdwcg9suMHsFSRf1I4y86cg7Lb6Y/w38Fz83PlvCl5j7o3K+5Lwd+duwIRlu5DNGtLI+RsXxRvkxl5dvyfazcu5TeJ0TjdOBjMvNxPGN7w8Em4Fpr3/VLUxtwrWDHArP6syCyZ1YENAgs6nJgqS14bl8+Ji1EPAZWPrynglSu10vz8oOW5sk35N+prDrtO5Svt+vtjN5P6pPUPMPP8BH9u1QP0oP4CzeVbbPB+pIRU3G2zQbxZ7g1GTdlug3chmybDW7KBm7KdTszVsoDViohO3JfS8q5ci7P9vPlfKrkH/APclvWcL+r/KFYJ7Ew7liCe2NscgnMmK3QxqGIKY7293PrbkJMcVLMqIwJRmVKzKisCNZDDYoZlRUYFbNGr2PMqKwwUs5ywPLjXc7S4GHs8/QOvYNq6dP6NNXO4H9U5x+Mh48oF8m3eEyF/Fh+Quk++SypfsgPcalhP0zST/KTSflpPOLa93xJ2T7/oxwe8AzK9Yv52ZTn53L9Jf32fgcq73fyO1FFv4vfhcemh9+T8v3efj+q4g/wB1Itf7A/mOr4Q/2hVNe/3h9B9fzR/njspPHHjVwpnluMhVjOtqu8+4n7HdVzj7KNagt+dPdu9m6jQYw0n6IR3vPeMpriHWXLcQfwzTw5SU6mBXKZXE2L5Hr5Ki0H/16QH6tTtMrwz/rS8M/62vDP+sbwz9pl+Gd9Z/hn7TH8s/YZ/ln7Df+sA4Z/1iHDP+u44Z91wvDPOmn4Z50y/OPBYv7Z8YZ/dqLhn51k+GcnG/7Zqf4s/wvb8Y/5x+3OkKMJkK2pgcS8UGgDxsek2HQEe00MiE2zrrAM3mwfkxayatl52DOiQWxO+3goDhGngjSLbP2sNnjNgj7SeX67iTtdBBUyhtNBBCAMexDvlnHLUALiAImIAyQhmpCMaEIm7EEFoKCKsMgNZGfZmdF5d9mdrpK3yjmM0Y2dGA07MQbxyhu4BUnRJ72stz6XlcV+WxpboRzWgI6yE2tHF9mFZX+GP5Nl32ivz31ZR5m/IZrxDqIZ8YURtrHcRzOjhuUQOZQS5XA5nJL9x/0nENnKYcS0lTn0NfsccexzfMv5fpS7KUHukQcoSR6Wx0moMPsWHvsWiSRVqkojXxVRLmUopbIoW5VmH6Ik+xDlqJSqpPKpjKqialA5VZuxeL6aqWZRFbVALaAaapFaTDXVUrWMaqsVajXVVWvVemqk3lHvUAv1ntpAl6kP1UfUSn2ittLlarvaSW3VbrWb/Zs9ai91UQfVIeqmjqjj7OWcZJk3z7HKsN/3EPd1Gnt8Yfh38aw/9/Pc8aD3ICWap4WUxJ7aMcYmJ72TlMrW8VlKkz9z3zz0TaNvGehbFvpWDH3LQ9/Kom/l0LcK6Fsl9K2aqq8ac6+aqWbckzaqDdVT7VQ7qq86qA7UQHVV3aih6qF6UGPVW/WmJmod97YpensZetsSvW2N3l6B3rZDb7ugt13R2+7obU/09ho8MRtoYtJGliC1BKm1ILU2pDYEqY2D1Ia5r3MoHrKYAFlMLPTkCr69vBI+wXJGyqSv0dfg658XQoVOgHaIVkHCYMdgqcrDRjWAjeojNzFv+rFNeIX+BtRucBv5R/2jWLNnSirJ6S0ZqZyZh0z0LrqacDX/LRxFUUBOEsgpG8ipstJcdtUYnHW9wVnIl4N85ZCvHmozdj0cxVmIwDuYjbLQs4roWT48GoPVCFhN4b68oAXvBi0oj5Kro+QWaEHLwohjg0Jk/GLAk9ngyaPcqqPsB2TDD6jMPPGpKnhyw6/qnwX8W4DezLrezoW/DPduotkxT0684D/Rml9VemIUzQFXJwPTZQDTNWUpWEPtgIe7qevUDOqldrDc/eVfyvFfJznRVWBmBV3LQE7XmtHiWZl9QKeH04N5ZJ62wWM16xbQNvZozWoFTrnPvR+rgqPP5gpLs+4PSnvpoqXV5/Y9wKlznHmMsj93djK/9jsH2dM3zx8Fnj+mm/UP5CBy7vEsvplxpImfZ7hH3eOMIE38vDieUeYhil4CzyhL4hllKZ7jb2a/3sTMy8BSlUXkvBzP988zR5Z7y3luecF7gecWY7UqmZUNlI8nE1UQP68K77o6W+of2dP/Wf7MVjVVpVItHmHNtrWSqkR1VD3VkO2SsUhRK9SIrVAftkXXqRFshUyM/TI1VU1lK2Ti6q3YUs9km7tULWVbtEPtoCvZ/hykNuq0Ok1XMcpzqa1fxi9D7fz6fn1q77fz21EHv7/fnzrymM2iTv58fz519pf4S6iLv8pfRV39nf5O6uZ/739P3Q0+oB6wMFeD9wZHEWOn2jxjV9fm/bjo6vVk7ORjvohSVPZkT74fc21V4dUbhVcvIlc6aXk1ezQmT/T8RnB+EaM/xOsXRCYSC/P3DvL3DvL3Lsxvce5zv1i7DuUs8B6/JKI99yvLLweaOJf7OJ/lPQSd8aAzxaAz0IULaIspG6vDqBLKrnzeSopXYFf7m2c+7gjWx+QzeocyHJRRAmWURBmlzytjPcqY6t7LZdzPti/8O8p4lc5f0fHrOfQaOHRvELM1z9SM3fRgN4vBbl7aKz037vQ6pOpz53Mub6eznzX6oGtHn+P+ijKiPXoDXDFP5wlP50O/6e7ofLfCXcN3v8T4PuFX3h2Nf70JS2Y8AmIrcpTtynH3JHupp9k7yPhN7fgvjEtR4zl7VdhTc3/T3W/h7oneZL57Cnsjv5YH0RUif4cWLfuV90Q1zDwftr2VcjIih7F33SxvPivWF63jHdSx9ILxmah8RW38u5CweWzHTUSG7QDPENdjhriH5/373PuiWMdtyZiagKmLFJahgzLeM3U588CT2d4c5slcb0FMXcuCfBtMNMt5ADOHqdFyvnC+YLtxwDkAjNGPx9bUHkbt8ag9gWeUWexfzHHnMJpb7i5nn2Ctu5ZnmmPuMUp1T7mnKA2ziMAsUsTr7vWgdMwlDuYSF3OJh7lE8vyxlBTPHy9QBtYsFZUT5STKhs3NCXibzdzKYQ6HweH0wn7MC/rxPufT/yb9WB70IxMjXaVwpC3sBJlLrakn3cG48RmWoN2WMG+DWJ2tQdYEa6o103rOWm99aH1tHbET7Uy7ot3Ibm/3s4fb4+0p9oP20/ZztsGaZu3Xe1x6cb3XSFPsOjfNFsq9TLM2uV00y5L3tN6AnPuQM3rvRqTsj0n5ACkHkFL4DTD9Osp6C2V9iBwHz8nxBnL8HTk+Qo5D5+T4G3K8jRwfI8fhc3K8iRzvIMcnyHEkpmWbkPJzTMpmpByNSdmClGMxKVuRcjwmZRtSfolJ+RQpJ2JStiPlZEzKDqScjkn5yaRkpMSk7EFKakzKF0ixYlK+REooJuVrpIRjUr5BSnxMyi6kJMSkfI+UxDMpGcnmOqO0SWcZi9PfFl79UHi1G1fREnaiBDumzK+QEocUzh1T1meFV98FJWT9m2hZrLWYSNnAeMUDm3Hut3A3Ir5i1icaDzRZT9OPstc4XU+nkH5CP8m9m61nU4JeqBdSol6sF1OSfl4/zzmX6qWUolfoFcylVXo1pZ1n1T8wes1aaCI5KzLKFr5V82RQ94eYiaZZ5te9MWkhuo2P3fz7psLUPyLea9q53Uj4Hxg9TEDElxDxLYKIb3W0sgsivr0RMxqEiG/B+lsT8e0b+IojYqJoH4GbP2CFXfmYtBBtok34/ocqTOWZA/FdQnzXQnz3Hz0p/P81vlvkovFdE9ntDq+3LyK7Y+D7jofv+ygiuzMR2X0Ckd257A2fovkmtmptRGzVKdTGzGBkPoYMfqZP4XyXvgdjar5ocCbW+gnuMu8394tJsS1t9aEzkdZo2gTsn9sgJi1kDbA3WLXozMrsT+hCkdZUvZc1l/R+ngktfdDMbfowz04h/TPPN3H6GM8oYf0Lzxnx+iS3NyHDYruZlBFmq52SkcBWmK0vzwTmS9DeHxalnc0e7X7/CI1C3NR83TzlovFZE0dzYAtc2IKzorT+Cf8EZfqn/FPYpfx/JlZb859fKwgLH0HM10HMVyHm6yPmm4GYbxZivjmIi5ZGXLQM4qLlEBetgLhoFcRFayEuWhtx0bqIi9ZXtVU9aqKaqKbUQjVXzaml6qQ6USvVRXWh1qq76k6Xqz6qD12h+qq+dKXqpwZRGzVUDaMOiBR3QqS4GyLF3REp7olIcS9Eiq9F7HQwYqdDEDsdhtjpcMRORyN2eiNipxMQO70JsdOJiJ2adyxL/+ZIsYkRp4EXEfDCAS888EKBF1ngRS54kQdelAQvSiNGXAEx4kqIEVdDjLg6IjI1ECOuiRhxLURn6iBGXBcx4nroZyP0szH62RT9bI5+tkY/26Kf7dDPDuhnJ/SzO/S9LSPkIYHGbsLzkjvM+6p219i0cHz4YU5rdlbac/HlOS2/MM2mHhdYDWFWAMRhBUAYKwAS4HcnmjeL2LJ+63zHmrTb+Ykt615nL9vE/eyPp5u3wtjKHnOOk2veCOMZ2XIt8t0B7gDS7kh3JFbHbGbN3enupCxId1FIdzGsJ832ZnmzqDgkPQcR61zIeynIe2nIexnIe1msPKiENQf5WG1aGatNq8Da1oQe1JWvsp2tJ1+Xr1N96EQD6EQT6ERT6ERz6MRl0IkrIAftIQcdIAedIAddIAc9IQd9IQfXQg76Qw4GQieGQSdGQCdGQSdGQyfGQCdugE6MhU6Mg06MZ524jm5Wo9UYmqzGqrE0BSthb1V3qjvpNnWPuoduV/ep++gOrIf9D6yHvVNNZx36T+jQA9ChB6FDD0OHpkGHZkC2noJszYZsPQ3ZmgfZWgjZWgrZWgbZWgHZWgnZWovY7Dpgwx3Gzul97AuRPs7egaVPGPyvT2cw1sgIMQYOZ8QzAk/ISMpIwr4iZ61FxqriFKxESsVKJIEYaBGsHk7HaEewxs7BumGJuKePkczASGZG15AozbzPBe9Lgfelwfuy4H156GBlrC2uirXF9RH3bIC1xQ3B0UZYW9wYMdAW4GVL8LIV1ha3UTsKn0F1BFc6gStdwJVu4EovX/ua+vhLmDfmCU2rX6MvkO1EyHYSepsM2U6BbKdCqtMg1QJSXQRSnQ6plpBqBV744IWGVBeDVOdCkvMgyaUhyWUgyeUgyRUgyVUgybUgybUhyXUhyfUhyU3AzZbgZitw83Jw80pIcntIcmdIcldIcjdIcndIcg9Ick9I8tWQ5F6Q5GshyQMgyYPA98GQ5CGQ5KGQ5GHg/nXg/nBI8mhI8o2Q5AmQ5JsgyRMhybdCku+CJN8NSZ4KSf4zJPkBjNkjGLNHMWbTMWYzMWZPYbTmGJx6/pzAqG0Hz+FH3RMsg1lePntJ/bwhVJ4R3GSqihmjJmaMWpgxamPGqIsZox7sfX3Y+yaw901h75vB3jeHvW8Be98S9r4VVrO0Znx3jHr9ZuTgXWA+6+f1Z+ka7A1muTLalQztSkWr09BqgVYXQasjaLWDVrtotUarM9DqTLQ6C60uilZno9XGe024GEoDxooDxgoDI8XDE4kr+LI5RfdJiKYV7PsQnW02Gw/QrW6o/BFxN6w+9a7GM6uLvG+G95Y66kSdR910Od2AxuhG+mq6sxAtF7xXtMVgLTxnJ9nVvL2o1+q1jE3X6XWMTV/RrzA2fZXxbAIVrHf+da3eijbejLsO4PoW9MM8p7vUW3LENZmSmzFtzTO28cR6BnUkBDUUxYrrgh5sQx2fow7zXpyFPlrs/0WfXBi66nfyioWOBrHnMIYm0GT+fwdNpftpGs2k2TG/nsF64CVBK120rQm1pDb8vyNjjz4sl8NoVMyv8fz3aOvNN+ottQ68uR5tvT2mDz3RtyFneuJitxLnizMc9cx3GmxYpN/bR1HYrj5o53juax/0bhT3zzyDpiBfwbjX4vExo9OVr3qxD9WaCnDVdrTyHkQtvjy3J+5ytHhoYYujY2Pom/h7v4AD//xoMUJADx7kq+gXK6JXCzh1Cdey8rzRasLjZfjQl6+ipUSvJnDq5KB3n/0zvWPtOTOO/2xPLTIrsktSwfPv9KCFO9AelC7NjlWafZ3Rcoy8QY6V4+R4eaOcgLepQ3hvm7zbvTvZLpl3pBMp+j62ecfVvI9t3njF94mt/dYR65fgO48RW9lZdgm7XOjycP/wwPDg8NDwDeFx4RtFrighSokyopyoICqJyqKqqCFqiTqinmggGokmoploIVqLPmKAGCSGiOvFSDFajBM3ij+JW8St4j/E3WKq+Iu4TzwoHhbTxKNiupgpnhBPitniaTFPPCMWiEXiObFULBcviFXiRbFWvCxeFa+Lv4n/En8X74j3xPviA/GR+ERsFlvFp+Jz8ZPYJw6IQ+II9+Naa5/FqMw6bB0myzpuHWfP/rR1mkJ22A5TnJ1ip1DYTrfTKd5mWEEJdqadSYl2np1HSXZZuywlh1qHWlNKuF+4H6WGB4QHUFp4UHgQifCQ8BAqEh4THkPp4bHhsRQJjw+PJ0fkiBxyRZ7II0+UFCVJitKiNClRVpQlX5QX5UmLiqIiZYh8kU+ZooqoQlmiuqhORUVNUZOKidqiNmWLuqIuFRf1RX3KEQ1FQ8oVjUVjyhNNRVMqIZqL5lRStBKtqJToLXpTadFf9KcyYqAYSGXFYDGYyonhYjiVFyPECKogRolRVFGMFWOpkhgvxlO+mCAmUGUxWUymKmKKmEJVxR3iDqom7hJ3UXVxj7iHaog/iz9TTXGvuJdqiQfEA1RbPCQeojrir+KvVFc8Ih6heuIx8RjVFzPEDGogHhePU0MxS8yiRuIp8RQ1FnPEHGoi5oq51FTMF/OpmXhWPEvNxUKxkFqIxWIxXSaWiCXUUiwTy6iVWCFWUGuxUqyky8VqsZquEGvEGrpSrBPrqI1YL9bTVeI18Rq1FW+IN6ideFO8Se3FW+It6iDeFm9TR/GueJc6iQ1iA3UWG8VG6iI+FB9SV/Gx+Ji6iU1iE3UXW8QW6iG2iW3UU+wQO+hqsVvspl5ir9hLvcV+sZ/6iIPiIF0jDovDZHYoTKewNSjsil/iTyU2Ns/S8BVFsgZarN9xq+JWma89xp+kkPnmOZ6lsVZZw+KNZbStofGfEnasiDPPZ62Qea8+k5LjvDgZp+L8OB2XEZcZlxVXNM58186Ky44rE40qs7fa0DbRqejXmKMpV9rDqeBrxrZ1iH62q9g17TqcozmntbM72F3tHnYve4A9zB6V3D15Ev/9gkfyQ2cfXMrZR53zj+RVZx9c64WP5uccLbltZx/tzj+S9519cF8ucqTcffbBfT776HGhI2Xx2Qdz6eyjD44zvweccwzmY9hFjlEXOlJOnX2kpp9zZJxz5J19BP2Lthcl0P99dfrCX502O/plAUVGMWRP1twzOC4WxT1Dz9EKWkPr6U16lz40eJj1of7voHV+F233e+hFvmxt9ga+11gVfM3Q/KpPBTulJhbsagrEkg37YVbHxZm91YMdqJcEVwW7w57Zg7hgX+toGYMo1TwJLkSDsVy200umma9vlQPNB60JWgu0Nmgd0Lqg9UAbgnYCvdrQ3/gdxfGMToO98grRdyz2/ufa1Rz0ivPa+Lt3rIzLxve0/tGXk8dYE6zJ1h3WVOt+a5o105ptPWM9Z771Z6233jRfA7S2WDvM1wIZ3RyxTti2nWiL6NcH7dJ2RbsaS1kjtgRXsAXoyjasnz3EHhH9/qF9J76P+Kj9hP20vcBeYq+0X7Jfs9+yN9gf29vsL+xd9m77gH3UPhWKCyWH0kMqVDSUFyobyg/VCNULNQm1DLUJdQx1D/UJDQgNC40KjQ9NDN0Wujt0b+jh0PTQk6F5oUWhZaHVoZdDb4TeDm0MbQptD30Z+i60J3QodDyO4uLjUuOcOE12OCmtCsbH0FKgpUHLgJYFLQdaHrQCaEXQSqD5oJVBq4BWBa0GWh20BmhN0FqgtUHrgNYFrQdaH7QBaEPQRqCNQZuANgVtBtoctAXoZaAtQVuBtga9HPQK0CtB24C2Be0I2gm0C2hP0KtBe4H2Br0GtC9oP9D+oANAB4IOBh0COhR0GOhw0OtBR4KOAh0NegPoONDxoDeCTgD9E+jNoJNAJ4PeAnor6G2gd4DeCXoX6N2gfwb9C+i9oPeB3g/6AOiDoA+BPgz6V9BpoNNBZ4DOBH0c9AnQWaBPgj4FOht0DujToPNA54M+A/os6ALQhaCLQBeDPgf6POgS0KWgy0CXg64AfQF0Jegq0NWgL4KuAV0L+hLoOtCXQV8BXQ/6qqH/Bru2tqScyJHIz5GjkWOR45FfIiciJyOnIqcj30a+i3wf+SHyY2R35KfInsjeyL7CtP2RA5GDQdqhyGG69A6XpobPIjsin0e+iOyMfBn5KvJ15JvIrsiGyPuRjZEPIh9GPop8HPkksimyuTBtS2RrZFuQ9mlk+yVrsKx4yjlvHhhPE/GF4HvpYZpOT9I8WkTLaDW9TG/Q27SRNtF2+pK+oz3R79uT7diRz0B3gH4O+gXoTtAvQb8C/Rr0G9BdoBtA3wfdCPoB6IegH4F+DPoJ6CbQzZe8dwvoVtBtF7n3U9A/hkPh0G7Qn0D3gO4F3Qe6H/QA6EHQQ6CHDY2MAb0BdCzoONDxoDeCTgD9E+hNoDdf8t67Qe8BnXqRe1eCrro0h7BLanTtm+1QxOywG4r0ZRoXuZbO3RH1HyAjOULfCjoadJzZEU4/CfqfoH/m9JHIMxJ5RiLPUOQZijxDTZ5zVheb55pJ0bV5Z9Vry+HaAp2EXdyexfVE0FuQsgB0MlLuBzX79Z29lxyQo/cKRfddi8GE/MuOjKbormvIFTEraaL7W9xGjbStQzpOh3W8TtRJOlmnmP2zzO5Z2tWellrpDJ2ps3RRXczsoKXNLl3ldQVdUVfSlXUVXdXsn2V2zzJ7Z5mds8y+WWbXLH25vkJfqdvoq3Rb3U631x10R91Jd9ZddFfdTXfXPf7QtS355OlUXUQ7Zt8ona1zdb6uZnaJ0nV1A7M3lG5hdoXCnlD/03tzJWIFcMGOUmUp4s/yn/Sf8mf7c/yn/bn+PH++/4z/rL/AX+gv8hf7z/nP079qvyVBcWYlGP838baL7xxkkYAMsfQ4Iym6jwZaLgcHUdLoryGFfzMlz/BnYs3HpXaxsNmvayY3yc1yi9wqt8lP5Xb5mdk/RH4hd8ov5Rz5tJwr58n58hn5rFwgF8pFcrF8Tj4vl8ilcplcLlfIF+RKuUquli/KNXKtfEmuky/LV+R6+ZX8Wn4jd8lX5bfyO/m9/ME8P5Q/yT1yr9mDRB6QB+UheVgeka9Js+b+f9f+GGY1vtlR0nxJpLTZxwI7FITk9uD8ZXD+CucL73RhvhBhfPLWbA/7si9unp/czz74M+x/r2ffewt9TfvohJVoeVaOVdGqY7Ww2lu9rCHWWArLzaZklB6WW2Out8Vcfxpz/VnM9Y6Y689jrr+Iud4Zc/1NzPWumOtvY66/i7n+Pub6h5jrH2Oud8dc/xRzvSfmem/M9b6Y6/0x1wdirg/GXB+KuT4cc32k8PpS+4hYVnusHG+P5x9D8C2aKYwB7qdHGQE8Q0t4/jffu9mIr+GY/SuPsnImWunsv+ZYZdl7rWM1sVrHSMbm4LwlOG8NztuC86fnSNBnwXlHcP48OH8RnHdeUNJC8uvg/E1w3hWcvw3O3wXn74PzD8H5x+C8Ozj/FJz3BOe9wXlfcN4fnA8E54PB+VBwPhycjwS8PrPrSmvKlT/Lo/KYPC5/kSfkSXnK7E6kLGWrkIpTYRVv1hyoJJWsUsy6AyVUEZVu9ihSrvKUVEqZXfj/lfuvcJuUVhkqU2WpoqqYylbFzd5HKk+VUP/N3reHR1FkfVf1TC4zJCGZTFfPJAFyA7nEgBiB5SZiQAgRYrjITYRwlZshXAz3CIiILLcFZBUBkY2IrPqCogLrIiIishgxKJIsxgiomFXMCwHZvMz7q9OVMNOJn/ruPt/3/fE+9fzOqdNdVV1ddapO9Uyd7mTRVDQTt8idDqKlaCVS5H9ZorVoI26Tb0ASaeIO0Y72kPx733oivase1Rfpi/Ul+mP6Uv1xfZn+hL5cf1Jfof9eX6mv0lfra/S1zP89Ic1YpP4HfZ2+Xt+gP6Vv1P+oP60/o2/Sn9U361v0rfpzunxL5s33g0xlacInd9wammEz7EaQEWyEGKFyx63RwAgzwo0Io6ERaUQZLiNa7r01hGEYHsNrxBixRpzce2s0MeKNBCPRSDKSjaZGM/2w/p5+RH9f7unVi/SP9ZP6J7Sz9+feKLKa9TAeMfKN2cYcY64xz5hvLDAWGgXGo8YiY7GxxLjFaG60MFoarYwU41Yj1WhttDFuM9oatxtpxh1GO6O90cH4ndER5X2oH9f/pp/QP/K/rtFP7go2so3+xgBjoDHIuN8YLHcFG8OM4cYDxgjjQWOkMcrIkTtkvfLLD7/tbSL57HdGJ6Oz0cXoatxpdDPuMrobdxvpRg+jp3GP0cvobWQYfYxM416jr/GYsdR43FhmPGEsN540Vhi/N1Yaq4zVxhpjrTFa7k42xhnjjQnGQ8ZEY5IxWe5ONh42co1pRp4x3ZhhzDRmeb7wMi99H+NXvl1DrhX+YKwz1hvy6yfWdx3Is08ZG40/Gk+zOu944ifZBSH3qnQWXURXcafc0yO6i7tFuugheop7RC/RW2SIPiJT3Cv6iklispgipoqHRa7cxyOmixlippglHhH5YraYI+aKeWK+WCAWin4iS9wnskV/MUAMlPtGRIF4VCwSi8US8ZhYKh4Xy8RgMUQMFcPEcOmPKh4UI8UokSNGizFirBgnxgu5J2i5eFKsEL+Xu7LEarFGrBV/EOvEerFBPCU2ij/KHaNyf5bYJJ4Vm8UWsVU8J7aJ58V28SdRKF4QO8SLYqd4Se4cEi+LV8SrcveQ2CNeE6+LveIN8aZ4S+wT+8UB8RfxtvirOCjeEYfEu+KweE8cEe+Lo+IDcUx8KI7L3UXiI1EkPpY7jESxOCU+FZ+J0+JzcUaUiFLxd3FWfCHKxJeiXHwlzonz4oL4WnwjvhUXxXeiQvxD7kASl8SPolLuQhJXRJW4Kq6Jn8R18U9RLXcjGQeNd4xDxrvGYeM944jxvnHU+MA4ZnxoHDf+ZpwwPjKKjI+Nk8YnRrFxyvjU+Mw4bXxunDFKjFLj78ZZ4wujjP16f/ydLPs39Gfd3vvlvpH98i+3Cfs1fuz/ey//P94LJ389+Y0qG557msm1Anh7eoI2vfGlx4n8rUGweGaXqwhKZcba18Q8t5vr63r9xGuv4Cr0TPDsJT4evMZTW37RrY3lf7C1anfMTlrjvc2OsBOsmJ2hVd73rArrcY07a9d5qTyNd8a6PBMr80Hym1R8Is/ls/gCvpSv5Bv4Zl6IaxV61hGdQHQm0SVEpxPdrGr4OkmziG4lmk90G9HnKNVMVdYWlWeLuqv1dPTPRAuIvkRn5qv041W6Gsmsg3nsdXXFmpIkn+Z5TPFH6ewbROfTsUUqzQTFZ3rWm96viJv1WKDi8myBOrbZ7yqr1bk1iq/3vKVquz6gFv7pftlTXvrZuukfL/mLT4blVzzZvyv8fsPTonM8k6Qfndkq0fK3JylNquXm0alEHyK6lOhaoovkW0uohCmqhCmUc4oqYYoqYQqVMIVKmEIlTKESpsgSLB76cm+fE3obj5Vcit8/dwOkP7LsNdD1ROV1n1DXfcKzEXQVnV9F51fR+VXq/CoPfcEpwI///9Fvc/+XRtwa0vM1NOLW0IhbQyNuDY24NTTi1tCcIKVZRLcSzSe6jehzlGqmKmuLylPDn6WjfyZaQPQlOjNfpR+v0tVIZh3ksfHqultrS5LcHHFr1IhbQyNuDY24NRhxzwaknQnOXWsohVmPBSouzxaoY5v9rrJanatJ8yyNOFnbwJL90/3ymxfke1ATMdKy2CDa9zgBTxQz2Bx6Vvb/vTxwR8FZdo5dZJXsGrvB7dS38le/MmqpMmqpMvqNtox6q4zmjzK6mzLqyzLqqzL0kk2mV9IEoluIvkJ0N9ElRN+itGZvVCo6nuh8otOJrie6mehMoluJyitVqitV0pUq6UqVdKVKulIlXamSrlRpXqneN03INy4G13iP0+jTorfQ2N0irwmK8qOfpyPP05Hn5RHLGyekH2vNP/yBo7emF7ToPVTGHo/0ituj5oI9VPoeqfOg04nirqL3U9r9lHa/Sruf0u6ntPsp7X6Z1vL2Co5RGse64mnI3AF7Uw/k/yZLA+bc3bV6YI7wCyjrJ1yZR/9EsWdwdcjgUppJdCvRfKLPEt1CqWZSqhuU+wbFZO4bKvcNyn2Dct+g3Dco9w3KfUPl/onu8Ce695/o3nFE5Z+gSjfLknnozP/h7Ruc98S8bf3vqIDaoGaWk2PhADscMBIuYZa7zhkPrt0B0QzznPyKs+aOlbMr6CNEtxKdQfQZv/hWPNPHUmxVnTxbiD5B9HH5DO55HKlMPkPxZxXfrLjM2ZpKaa3iW4nOIPqMX1xeuTXFVtXJs4XoE0TllVurK7dWV26trtxaXbm1eWXLW0nqGS/uubJfQNcRlZZnIR1ZSEcWyiOWt5PU/sruftWziJlvH+H01VX5VgTN/Zq0xvp8Ome+ZaQ2B2bD1xhX/yQsR2ppm9vi6VrqvHWVIXVevl1hPNElRAuIvk70GaK7oE89PA8raQLRSUSnEjXL2EP0IaLziS6lfOM9i5n1jSTSSzeUfA6S6ZvXHczvYbu3SzskKbXMdmmBSHqdpElKWk/8YWmBiD/KrG8y4Ww1i6qznyhw1l+E1pFvb3iD6Hyii4hOIDqJ6LNE0b7y/QaIFRDdTHQr0dVE1xDFbCrLknoCPl7l/gOr/z0lAf9P6q2pDq2pvNbmf3kB7wfR0FYNPX/yFHpe8Oyo5bs8L3te9ez2Nve28Mj3tf1r7y+g/268Tma+tcDcUV7ji22+F0B+D6zmV536PehlnmWe5azGf5t+5/OGext6I71RXpc32qt7Da/HG+uN8zbxJngTvcnepuzf62/twfEIr9srUKkYbyNvY2+8N4n9Nu8+85sn9G+pPgr4zpXnHsZMb57Af7z8U45gdlele2F0MqvxoImrPTeShbhzpZXVh7hzTN8C8nwZwWq+Up6q57Do6CnuxdCXoUg5wZ0T3cNV5l4ov89SI4lb3Yt/VbpU0xuF/FMyaq+RrD/IIjzlZs7oPe6HUJ58QjkSLd9AtrjO2VT/s7UeFH519oxg0fWV5xpLd1mbt0661PrT1V7DbNVgPUcfrY/Rx+rjvLco/wjTWyKMMa2rJr+ZJHdw67BogkMHeQyX31lqwfshnsXxtIeV9lOIb+TyKXozfw3x1/kPiF/iPzIbr+SXEb/CqxC/yn8iD4N/Il7Nofncp3Fm0zTNzrgWpAUjHiK/yK410DAWtHANs5kWqUUh7tLciOuagbhHg4XVYrRYxOO0BMQTtSTEkzXcg9Zca4F4S036JbfSWiGeoqUgfqt2K+Kp2tOIP6NhhaBt0jYh/qyGGUXbbLuHcVsvW2/5xd4g2JogdxDuNygmqAfiPYPuYbagXkGjEM8JegjxiUHTEM8LegTx/KAliD8WhDkzaGnQQcTfCXoH8UOh8q8gLRQjMLSZYxLjjsmOyczmmBL+IuPhO8N3Mlv4S+HvIH4o/D3Ej0Q0YjyicQTaKuJqBMZ9Q9YQI72hFpnEeGRyZH9mixwQOQBxudfJFjkochDi90cORnxI5BDE5e4nW+SISGgQfevZFjky8knEV0SuQPz3LjztuYJdY6DHY/X70K3ZGFOa/iBGD9dHoe81fbTxT8aNasOH0StfaoVFiKcz5okuni6ISy8bm2e4Zxzi4+WM7Nkn31njvUVqj5wnmfy+h6lBGnuOPEu4n2cJJ88STp4lnDxLOHmWcPIs4eRZwsmzhJNnCbf1Ro9w8izh5FnCybOEk2cJJ88STp4lnDxLzJYMJv8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwsm/hJN/CSf/Ek7+JZz8Szj5l3DyL+HkX8LJv4STfwkn/xJO/iWc/Es4+Zdw8i/h5F/Cyb+Ek38JJ/8STv4lnPxLOPmXcPIv4eRfwmnXika7VjTaKeKgvSsa7Rcxd7BotGvEQftYzL0jDtrNotEOEgftadFoH4mDfiXUaGeLRntKHLS/RaOdJQ7a5aKp/SVyr4tGu0wctONFo70mDtr3otGOEwftftFo34mD9sBotPvEQTthNNqD4sA44rCxIZ4QrBTkl9Wc9GU1J31ZzUlfVnPSl9Wc9GU1pyfJ0xwp5ffVnPR9NSd9X81J31dz0vfVnPR9NSd9X81J31dz0l4aJ8bmfFxrAdZWIZ6FWCMF0crFTisXu9/KxY61zg5Q+X4WG1YxuxGXaxY71ixvMTuNaDuNZifvEHSEBY3KG5XD4kfPzpvM8sfnjZ3Edk8Ym5PHDk8eNWMqK4c9tve8KzueNb83c0g8S+vfNz2edRuYDZrJmM+H2SEElqepiocyQ76Rm+Jyn9YtKu7EE1RzFW/AYlgLuSuye7/+8Syyf3b3eKy55Tk7WalY+TYikjjWWHGslZLkP1qNkFKmMo/YsDZuzG6Vv631vh91dNNx6bXURMWiWLx853DvrKxeLDm7373xrM2A7D7x8qvoVIIdq8kE+Q1zqlk0nrlbqzNBKC1JfrudpGCmYz15G2s7Ond6Lk8lmka0I9FuRHsSzSSaPWls3lQ+mOgmovuIniZaJamWRrQj0W5EexLNJEolaFSCNoLoGKITp4zKm6TlEl1HdBfRw0RLiVZJanMSbUy0LdGeRJcRPUb0LNFKSe3BUyZNmWSPIdqMaBuiHYmmE+1LdBDREUTHEZ1KdBbRBUSXKqvx62g8eqE12httzG7Hc8gdeDJsjyed3+GJpBPrzLrgiaQ/G8AG4rnkfjyVDWFD2TA8oTyAtdWDbCQbhTLCA8oIzPGvnW0UcPa31ovTPdZHI/xo/Wkioat34pnsLtad3Y1n0h54OuvFemOF2gcj8F7WT45klSbw3G8/3qDe4/fijFy72mgcYK7DyG7wLx5rgpEbidHpwphzY2wJzBsezBExGP1xaO3GSBGPkZmIMZiM2aUZZpLmmDVaYjZIwYj/d5Tw774nO7uH9cWT+n3kp2zGfykmnxDD/8f8Pb6Cb+IHeREv45fwMBmpxWtttG5aljZSy9UKtKe1ndo+7Zj2vXbDlmJPDJoXtCJoU3BMcNfg3cFljjRHumOAY4xjhmOJY51ju+Oo47Sj2pnmnOyc51zh3Oc85jzjvOi83sDZIKZBywYdG4xokN9gWYNtDXY3ONTgZJgzLCasZVjfsBFhU8MWhK0M2xFWFm4PbxyeGr4r/ED48YiIiJ4RI7F2OBdxuaG9obthcsO0hukNBzTMb7ip4cGG5yJDI1MisyJnRG6MPBB5PLI0siKyOiosKi4qJapzVGbU8KjJUfOiVkRtitoVdSDqeFRpVEVUNVYKca4UV2dXpmu4a7JrnmuFa5Nrl+uA67ir1FXhqo4Oi46LTonuHJ0ZPTx6cvS86BXRm6J3RR+IPh5dGl0RXe0Oc8e5U9yd3Znu4e7J7nnuFe5N7l3uA+7j7lJ3hbtaD9Pj9BS9s56pD9cn6/P0FfomfZd+QD+ul+oVerUIE3EiRXQWmWK4mCzmiRVik9glDojjohQ6wNSTK0atPpg56G3TYdDNOPo1gumFJt9UafLdY/zywNZt2Bkov24PlPdmBspvdQiU95cFyJqICJQ9hwLlmO6BcjLqHOwnN43zOx/MtPZjAuXOuyE71L+w8o64lmny0L3M9L5TJXUdZJF3+cmAK5Tkm60lj2UoPkjxnMAy7tpJ8s19mmaqtYpvUnyH4maNPLApXTG3yV+yR7BxbCr9c7iUrWQb2GZWyF5me9V/VJ+ys+wC+17lflPxw4oXKX5W8YuKXzN5tKZ4pOLxirdVvJviWYqPVDxP8SWKb1S8UPG9ih9R/LTi6vrRN0zudiruobtOpN8x5X8HE1me+iVvLXuabWM76Tf7Q+wYO8nOYK0n/7e5Tv/IuXgMT+QteVvekXfnGfT9H1liquIdFe+l+GDFxyk+S/Fliq9TfJviuxU/qLhqUXe54pdMrit909VOfF21pN5G8e6Kq/rpYxTPV3yp4hsUV/qg71P8hOLnFL9schGseIziLRXvrHhWoDZ26xio0UZfksNIM1Pr0Toz1QHFVX8aJxUvU1z1q1Flco9d8QjFVe3wVGFypV+ernXHk+eM4hcUv0xpGtBvyin0r3o6/Rc9XL09Uv6yOUdx1Ype1Yve7Yq/qvjbiqvW9Kpreb9RXI2LGHt9YzZml+KqT2KOKV5KqTuxeeq//U0B/7AUs1J2jlWwy6ya23kYd/M4nsxTav9BHsCH8zF8Mp/B5/ElsJPrYCm38138NX6AH+bHeTEv5ed4Bb/MqzW7Fqa5tTgtWUvR0rTOWjrNZKhDrNK7WKV3sUrvYtUIjlUjODZH8RmKK72PfVpxdY+xSt9jixVXPRx73eRxYYo3VlxdLy5dcTXO4qYqvkhxpd9x6jpxhxRXPRGnrhOnrtNIXaeRuk4jdZ1Gajw1UrNuo4mKFyiu5tdGSgMavan4ccXV+G2kNLaxmokaq+s0TlO8p+JDFVf301jNfI1VuzVW47Wxuk7jo4qfVlzdV+NqkzdRM26TRMXV9Zr0Unx44LjtzgLHbfxBi3zSIlcE2sC7y/zOQ05PDZR7xNUdifFqlMcr6xF/0ZLn1bp5ElT9EwYoblrDIPktC6xymzPVf4lKTxNTFO+guNKfxKyfybdVcaU/iaq9E5XFSywKbIekrvXW2TKykzYrvlNxVWrS0cBe6JlDKwlTRkiq9pOBZOEnw7Ymz7LI+wLlVhmB8q0LmCPEr/ZpE5hDs7RwmloxpCmNS9sbsLrBkXZKx9sVB5be/og1ZUc1Sjt+H3gfnXIt8puB9ep0nTmC6umdzqo3O6tZpnOu4qpGnc8wR00ZskZdUgPbt0dLi0bhWC9h8kEjTL6xu1+eIMjLmSPUr4znCvxknN9eHKgRd20n2a8VuqvVTPcF9egcSiisNPmLySZ/qcjkf84w+R5P3XFwt7JMd+crvjTgqtDEfeMUr2QOh1/97i4k+RcscrrS3HRlSdPVuqTncMXV/HbPApP3Uul7qfS9lO3KUHYhQ+XvM5Q5nH616XM5UM6cR7WT/4THYL0m/+NVK6xMNWPfq1YkfdWM2lf9h9ZPrQGy4qiEOrqTpVZc96kZ9j7Vcvepmfa+1dYWfOt7k/8lkUaJ069G3WtXkpR3gLJmA1UdBiYrrlaBA5WeDlStMFCtPQaq2XqQsrL3X7DW4e2pJn83kupQ206DY/zmXykXWOS1FrnQIu+zyEUW+QLJATo3+JrJhyi9HpJSN80Q1VtDlN0ckldPGmWrh6hZcci+etIo/RnyjcmHBtdNM9SjeDvFB9STRvXAUNXLQ7fVk+Y1xdVaZOjlummGqXYZ1lzxXvWkUWNj2DzFN9WTRq0UhylNGHYpYIbiea8FyjM7Bsqz+gbKjwTacZ4/0SIfCZTnrAiU524NlOdpgfL8SIs8OVBeYKnfQkv9CgKfVvmjswLsJV90OlBenGqRlwTmX3wmUH5sZKDFHHrUz5LAAowI8xs3UrZYzJHfBMo55YHyaIs8xiKP9fhdD2FsL7JcPy+PsMgz/O5Hysst8lqL/LTfbC7lbRb5eqA8LssiF1rk6kB5fLZF3mGRbwTKEwZY5J2B8kPMb36X8mCL/Gpg+omhFnmERd4bKE8Ks8g5FvlNv/5HmBxhkSN/4fxvla3luerKfr+P1ZWFRfZY5DiL3Ngix1vkZIvc3CKnWOQ2FrmtRU6zyO0sckeL3NUid7fIPS1yhkXua5GzLfIgizzUIo+wyDkWeZxFnmCRJ1rkyRZ5qkXOtch5FnmGRZ5lkfMt8jyLLJ8/nVjdNKfvA0ZgDlzEmNZGy2ILte3aZ2yr7Vnbs6zYPsP+HDsV9EnwMm5z9neO4m85H2/A+dGwyLAe2t1hw8I2a7PDx4RP1P4SvjB8hXY4QosI1U5GXI24qn2OWbtK/rcY/Gn43npDEcKZ8HN+4aIKRfWEy3KvggrNEToipCNMpLDRGsKLIrZFvBa5QYWtfmGnDFGs3uCMyqoNy6PW1YYqM7ji6gmpCGnSW7U2bDcDnbEE92730dpwQi9DuCCDsNcXXKnCJZoby/3COgqH6g1FxvWa4HF7YmpDugoZ9YYsCoMUDwwFisp0RygU1wYz91nPJW9L7xjvZu8OGayle1+uL5ile9/0lqtw+WaQV/Fep2sVSDTKTOpYGzKTsmvDGBUmIhQkTUxui9CtaWrT9KSJoKlNDzU7esunFC43H4qQ26IZQkqL8hbXgPIWN1oebbVZhhblrQ60utjqYoo9JSLFnbIPoTi1K0JW6tDWm1R4+7aC25vd/k3a2nZpCF3be9oPbZ/fYbcKBzoc6VDcsSVCh45LO5V2CaawusshCtVd23XdpcLeLtWQd3W9RNKlO7U7ta677kzptrLbgbtSewxGOHvPhC6rzdTgl8xUvbvKdL0zMxIz2mR0zdjRpxmFrD4TKeT3WdpnE2h+n2MIZZlzMgsyz96bi7Ch70ikyup7ou+JPsdAS2UMobxvRd/r/QooFPY7TuFsvwrgbL+qLHu/KpyvyBqaVZpVft8MhLXZ8UhX2K/KPJM9p19V9rns7wdmDToyePADrgfiHmg23j5+6PjT46/X8AkpCLunRk5NzM3PXZR7MLc8tyK3app9Wttp6dPGTcudNmfasmkbpu2atnfa4Wkn83Lz1ubtyKuczqa7pveanjP9wPRPZ6TNyJmxaeagmctmvj3z8qzgWSmzes7aNevCI+mPXM+Py++ZPzI/L39T/sv5p2cnzh4+e+/s07OvzwmbI+Z0mNN9zpg5hXNOz205N33uiLkb5+6cWzq3al63eXPmHZgfPL/b/Lz5r84/Mr96QcyCCQsKF1Qs7Lgwf+HLBVk/M1fttc5HgbNNwaybQc4jBVtvBnMG+Zmxl2EdcYHjxNT0emedmpnHLwTOHQVHbgY5OxQU3wzmvCDn0MidniPGOszDZ7pewqxJczBxzLdRWZhfN0Zsi9wQXlQ7ZyJtVFXSGJk3fG/Exptzp9lKmJ3Taf41UyVGbKtpPXlUzsWU9ow8T+lVC6LcveHnMJNvQ44zVFoRarcB/AyFm9bhosUqpPvZgZuWYJusd53Zf2ed2d+p5vzlNN/TLE/lIHdEOuIba2ZC9McO1V+Ym8z5x5zfVD9iTsQMKHttTO3sWNOjmOM8GQXlMsfNPk7KLigvKEdpMtVlnMvylidl19UJzIPFfjNqPfOs/7xad05VM/cR0iZzFs2smT/lvI4juGpBhXcHjmR7stql9T0h7KYdIw6bZVzXy6BVrhrrU2NVXHHCftMCmVopbRultssUyHtIuOQZeUSmksddceFFNZrqiXHFwQK6ZH4ZN4/etKP+llTWhaymspt+ltOFEqx2cl2AdSxSltFdU3ucv25eXV6/T5Ze5klHfQJaX7aabGP0lN+IrWljcyTK1jQ1JWkM2jtD9qZsCU+W+2nq7x2yb/xGdUfvy7jXGgtbbJZaUOEpKKgwg7yC5EnZsldkzNQ0yQsqmqYmtzVhWrjktmSV/IK0cKZ1I/v4PwxkU/1C3RRkaf2Csri1oW4OaWl/WyBb/KtDrcX+mWBtKRlq7fjPBLLsvzrQauNXBmvr0BrFL9RtP1q7+AWp92ZP/7ZQt+Rfrt2vC2Y7y7VLxLYuwRmJXarDz8hVD4XVdCRYrnRIWp2RKNdA6hwCVlAd5KrJPCrnfhmTgVZHg2llJddQl7peovURVkeIHeqymlYnBbWrGBkK+xX0Le1XIFcwJBWqdY4ZL8QqqFwekSsama+vCrTimUFrI6Sls4WSel9G6kK5msJs0axvKa278lXIoiPN5KqLpKy+pXJeUucQsHJrg7WaXKHJfEsphkDrtFxazyEtrdRq12t9su7UqEWqZVvcN8NsiS7BdD+osVnTPseobHmlpVQWlRs4Euv2qL8e3PKpKbFgftB3xnav74BtIGtoG8zCbHm+H21vs/ZMw5kiSOcpVmEb6DvHOOhVpoF+YBvsK2IN2Eu+anbYV81Hsmg+imXzHOblo1kCH8Oi+CQWhZRpSHmnbbLvr4yjnK+YHWnDkDYKacOQ1knlnUeq75mDj2BxOJ+E8wNxvhHOJ6GspigrAbmfQX3OsgaI7UZ9o2zzUI/5vjdQ3462r3xP2c6xNrbzrK3ta9bK9q3vY9tF6SOE0otQejmzI6bZBt/4J2qzDiW9y/JZQ5bBIoGOrAXrBIzxfczGAuOA6b6v2QzfZTYTmAU8AuQDs1kYm+M7yeYC84D5wAJgMfIvAR4DlgKPA8uAJ4DlwJPACuAt1p3tA64hfgPwsRacARzIYp34fUA20B8YADzE+vEjrAnu+CHbINbZNoyF2h4EJrNltoWsse1RFm9bzBrbt/hO2rcCzwEnWQv7J0AxcAr4FPgMOA18DpwBSoBS4O+sRVCk7+OgMt/JoO9YWFAF4v8ALvlOBgexjOAW4LezFsHtwCf7Pg6eAkwFHgZm+r4OngWgbYLRNsFom+A5ANom+BXWKfhV4A3gKusU0pI1CWkFPMhahIwEcoBpQB4wGygAHgXQRiGrgTXAFuA51j3kJfB/AN8Dl4AfgUrgKoA2DB0NjAHGAjNZEwdjnRxu+a4o6MoF6LWTYt+i168yHVq7B1q7B9rWDNp2F7RtEbStP7QtB9rWG9rWDam3Q19SbYN8K233++ZAg+6A3qxHCSNtb/sKbV9Bz84zm+0CdPBbNoz07BxSlWKZWTMqRrDWfuX3QvmzUH4PlN8eqYei7HUo+w3kuh1lb0DZz6C8AyhvEItAKT+glB9QSiRKuQWlTEUprVFKa5TSCqXcglqeRUnNUdIYlNIWJeygO/0AsVeYB2X8FWX8FWU05w/69qGc1ijnQZSThnL6o5w7+UO+j1BWa77R9yZy7kd5dpQ3CzUbhzKjUbPFKO1JW7nvMmp3zPYNRuu37FbbRTVio1BqS5T6EEptj1J7oNRklNgcpX2CnJ9g5N2LuxzIGqgZ5r8wk8iZ5Y9ssa+CLQEeA5YCjwPLgCeA5cCTwArgmO8a+xA4DvwNOAF8BBQBHwMngU+AYuAUcBr4u8/HzgJfAGXAl0A58JXvQ3YOOA9U+krYf2KcXwauAFXAVeAaZrefcP468E+gGvgv4Abq4vNVcAZwmhW/sg2Fhg33/WAbAT7S94P9pK/C/glQDJwCPgU+A04DnwNngBKgFPg78I3vmv1b4CLwHVAB/AP4HvgBuAT8CFQC/wlcBlAX+w3A5/swyOX7MKSb71pIDyAD6AP09X0dMgB8IDAU54cBI4AHfRUhI4EcYBLOTQPPA2Yg/giQD8yGPA+8APxRYCnijwPoh5BV4KvB1wB/QHwdsB7YADyF8rfg+DbEtyP+EuKvIL4fQB+FoI9C0Ech6KOQEp8vpBRAH4Wgj0LQRyFlyPMlUA6gj0K+9ZWEXAS+w71UAP/wFYV8D/yAc5dQ9o9AJXAZMvoupAr8KmT0UehoYAwwFv2lsZXMTZbLxlZCdwdCh6X1CoL0Z0gZkHpDyw/bPmKtGMfRKpYOzSyBZpZAM0ugmSXQzBJoZgk0swSaWQLNLIFmliD119C0a9C0a9C0a9C0a9C0a9C0a9CiCmhMFTSmChpTBY2pwvUO4noltgdYkG0UkAMNGu37ClpTAq0pgdaUQGtKoDUl0JoSaE0JtKYEWlMCrSmB1pRAa0rQk1XoySr0ZBV6sQS9WIKeq0KvlaDXStBbVeipKvRUCXqlBL1Rgla/hla/hla/hla/hla/hlatQKtWoEWr0KJVaNEqtGIJWrEKrViCVixBK5bQiD3DQtCWd2Ekh8L2/gW293VbEWztx7BCsDbUvhdxhx/jDr+k9p0HyQMpDu27CCV8xgbDTibATibATibATibATibATibATibATibATibATibgSu1gK5NhK5MxZosxZosxZosxZr/EmL2CMXsFY/YKxuwVjNkrsKcujNnzGLPnMWbPY8yex5hFf7M+sJtpGKdfYpx+gXH6JcbpF7Yc1sw2GpjMlsCONoEdbQI7GgvbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmQDbmYCxeB5j8TzG4nmMxWKMvSsYc8UYc8UYc+dh4xJg4xJg3xJg3xJg1xIwVs7DtiXAtiVjrJyHfUuA/hdD/4uh/8XQ/2Lo/5fQ/y+h/1eg/1dg/1ywfy7o/3nofDF0/gp0/jxsYALsXwLsXwLsX4LUd18l2roS67OVvsfQA70wn3+J+XwmeqIXeuJPOLsC2t7DdhIrqWLfDdsplkO9V4LUZ5DqNCzmSt8CSDnIexJ5P8HRbsi7EnnfR94M5C1GviEsWI2j+5HyFFIWI2UGra+kzrxAJY3F+Ttx/gTOf4rznVDSEzj7KkrqjpKOoaQ2lP5zWieeJVrFnLwha8KHApOBKcDDQC4wDcgDZgDLYemj+EEWjqssQun5KOcDWhttZYZtP7vD9g76v5wlwWr3xyrRBcsdg1Viku0bzAzfogYXcew7dgfseZ7vHeQQWFMmSpuO/JNZb1iwodD5Yay3bQStvnqzCNQsFjWLRc1iUbNY1CwWNYtFzWJRs1jULBY1i0VON3JORU43ck6lnOHIGY6c4cgZjpzhyBmOnOHIGY6c4cgZjpzNkPM25GyGnLdRzjDkDEPOMOQMQ84w5AxDzjDkDEPOMOQMUznTVM403Mkw1hKxltTGe2iNcBWtVYIWzgLuA7KB/sAA5sTazYm1mxNrNyfWbk6H9Hqxo4WjkSdLrTQOUx99yYp5c185bwG0BFoBKcCtQCrQGmgD3Aa0BW4H0oA7gHZAe6AD8DugI9AJ6Ax0AboCdwLdgLuA7sDdQDrQA+gJ3AP0AnoDGUAfIBO4F+gL9AOeBp4BNgGbgS3AVuA5YBvwPLAd+BNQCLwA7ABeBHYCLwG7gD8DLwOvAK8C/wHsBvYArwGvY7V2EPwd3xl+CHgXOAy8BxzB8fd9p/hR4APgGPAhcNx3gf8NOAF8hBXEUDytjPAV2d/DSuII8D5wFPgAOAZ8CBwH/uY7ZT8BfOQ7FRTlKw9yAzogAAPwAF5fefAq4I8A2iB4s+9CcKHvh+AXgB3Ai8BO4DUcfxccq83g9xAv8p0K/gTpTyNe5SsPaQQ0BpoA8UCC74eQRCAJSAaaAs18p0JuAZr7zoS0AKALIdCFEPR7SFvIt+NcJ9+FkM7g2b4fQjVfeagNsANBQDAQAoQCDsAJNADCgHAgAmgIRAK431AXEA3gvkNx36G471DcdyjuOxT3HRoDxAJxAOofivqHov6hqH9oApAIJAHJQFOgGerU1nch9Hbgd75ToR2BTjjWDegJ3AM8iHQ54ONwbjzSTQAeAiYCM3FuPrAAWAgUAKtw/HmkfwHpd/jOhL4IeSdQiWNXfOUODuBeHdG+Uw7ch0P3XXDEQ4fmcrQOR+twtA5H63C0DkfrcLQORw6O1uFoHY6W4ZG+r3kU4AKiATegAwIwAA/gBWL+m5d7j4+zrvY9/nQmTdJkQrmW+6XcBBSQuwJe0G1FkSruDRtxq9lHQFOoIlAKrenFIIiA5U4RKiBVA9hWGwsCNhQotk1JSdrm0rQ0adMhyXSSJmlmMm3B33lPduWg55zXOf+c88fHZy7PzLPW97vW+v2eIdWe9SgcjWMwHsfiOByPE3AiPoKT3GWfjFPwUXwMp+I0nI6P4wycibNwNs7BuTgPn8AncT4uwIX4FD6Nz+CzuAifw+fxL/gCJuCLuBhfwpdxCb6CSzERX8XXwrZRl+Hr+Ff8Gy4X9xX4d1yJb6Ay9I6agZmYhdn4CapwO36KO3Anfgb3G6PuC8Oj7scDeBAP4WE8gkfxSzPycTyBX+FJPIWn8Ws8g/n4DX4LK+CoajyL5/A8fo8FWAizdpRZO+qPWIwa/AnLzPLX8DrewHK8iRVYiVWow2r88xS5PPynKX2ldWCsyX+hdWCs6X+hqd1YYOIVmHgFJl6BiVdg4hWYeAUmXoGJV2DiFZh4BSZegYlXsNA9yiL8AX/EYtTgT1iCP4fegpfwMl7BX7AUtXgVy/AaXscbWI76KFGwBm9HidH7RSWjD4xKRx+EcTgYh+DQqLTwntBbeG9IF87x+BGP54auwsesSTwYmWZPeU8uhb/xnpgLxVwo5kJTunBR2Fb4Byz2Xg3yU+4F57/otZe8/zJe8fwvEGehOEem3wrP67y32vEtr9VjDd5GQ5QoXOfa7u0K3dsVNnutJQyPTMo2sbmfK+zyWfcshWmP7a4L7a4Ld8A9S6F7lkL3LIU7MYQMsnIbDtuK9gm9RWOxL/bDIWG46FAchsNxBI6MSoqOwtE4BidGiaKP4CScjDO8dqbjWbDKFlld/2vqRoniWFRaHEcBRqMQRSjGGJSgFAmUYR+Mxb7YD/vjABwYlRQfhHE4GIfgUByGw3EExFkszmJxFouzeDyOxXE4HifgI6G3+KPu0T6GU3Ga53YKxWd4/PdJfLbH5+I8fAKflMf5+IrHl8J9bvFXfe5rYXnxZfg6vhGGi78jzmud989T2v1usfvd4qmoFMMMzMQs59/l2vp/ZGo/4jjX9z6GX+Jx/M73VePvU/x5r/GwOOOze8LwmChsGzPKXqk4pMfQc0yJ435ePyBKjEx2K9SYg712CA6FeTzmiPzvkvlO37uvqtShTSN7tNc/eP0HXr9t5HeU/H6rLxoduzj8R/zS8IbdaUn+ty3v9UYfi308pGJn4zx8BheHxtiXwurYJbjUrvzysNnuYpPdxaaSK8PqkqtwZ0iV/Ax34ee4G/fgXriXK5mD+3A/HsCDeAgP4xE8irl4DL/E43gC8/ArPImn8DR+jWcwP6QSHw2pKC7SbOxK98Q3uoe+QPwZ8Wdi54ek+DOxzzveFbbEfu7e5ZvRqebXqc5cXfKvIVnyb7gC/4Hvhi0lk3A9foAbcDPuDBm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZeSWkVtGbhm5ZUq/HLaUXoKv4FJMxFfxNVwWtsg9w8PzQguH3oqN+BhWjvxyeLTcq+VdHftmWBi7GpNxV1hGg2X5+2+5V8u9Wu7Vcq+W+zK5L5P7Mrkvk/syuS8ruTUsLLkN0zEbPw0LxbVMXMvEtUxcy8S1TFzLxLVMXMuiizhQwYEKsXVyoEJ8wypoSAUNibNdJK0iaY1f/reh+JV/y1hdyjhzutWljDun773HX666hlTXkOhaRdcqulbRtYquVXStnKngTAVnKjhTwZkKzlRwpoIzFZyp4EwFZyo4U8GZCs5UcKaCMxWcqeBMBWcqOFPBmQrOVHCmgjMVnKngTAVnKjhTwZkKzlRQoJUCrRRopUArBVop0EqBVgq0cqYi+jwVyqlQzotVVCjnx6rYxdGRsp8o+4l7f2+9e+/99ClUGEeFs6gwjgpn7f2V+Bu8WsWrVbxaxatV1JhIjYnUmEiNidSYSI2J1CinRjk1yqlRTo1yapRTo5wa5dQop0Y5NcqpUU6NcmqUU6OcGuXUKKdGOTXKqVFOjXJqlFOjnBrl1CinRjk1yqlRTo1yapRTYyI1JlJjIjUmUmMiNSZSYyI1JlKjPCpSC0MyTsj4fhnfIuP9ZThDhlOjQ2m0nD7LadNMm2Y67E+D/b37oPyXy3+5/JfLf7n8m+XfLP9m+TfLv1n+zeJoFkezOJrF0SyOZnE0i6NZHM16pSL87p/m3VB0auwyM+5KVJhzk8y463A9fLeIOz6YdZVmxsywunR6SJX+GJWYgZmYhdn4CapwO36KO2A2lpqNpWZjqdlYajaWmo2lZmOp2VhqNpaajaXmYqm5WGoulpqLpeZiqblYai6Wmov7jEEJSs28/GRPjcSe0eNJPZ7U40m65e/TT/TuWr2b1LtJvZvUu0m9mxR7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7RuwZsWfEnhF7fmZdGTZQ+y0Kv/bBzMpn1B6dKaMa72/1/jA33uPGe9x4z7ntzi12bqlOKZHpaTqlRLan7f0N6K8ceo9D78myRpY1sqyRZY0sa2RZI8saWdbIskaWNbKskWWNLGtkWSPLGlnWyLJGljWyrJFljSxrZFkjyxpZ1siyRpY1sqyRZY0sa2RZI8saWdbIsiY6RyZVvFnJm5WxiugI/qyUwXd1wC4dkJXJ7TI5eO8vMwfnf5mRyaP5X7N4t5J3K3m3kncrebdSVlWyqpJVlayqZFUlqypZVcmqSlZVsqqSVZWsqmRVJasqWVXJqkpWVbKqklWVrKpkVSWrKllVyapKVlWyqpJVlayqZFUlqypZVcmqSlZV+vjKkT7+hCze3vvfnCaI+kFRL45K5Vsv33q51svrIDkd5J2H5VMvn3r51MunXj71UWFsCl9vCbtiU8O7sdvVxb2hL/Zw/pd2r+6O3R6y0Sj/uys62RnZ2K0q4jbcHppid0TFsTt9+p7QHXskKovNDXtij4U9pfa3pfa3pUfiKByNYzAex+Jq51yDa/E9fB8VmITrcD0m4wf4IW7Aj3AjbsLNmIJbMBW34jZMC3tG8tkt0s5YZeiSy7bYQ2FHzJ1edFXsRtV+E6Z49VZZ3oaZoSE2C7PxE9weHRS7IyyKzXHefaEjdj8ewIOYG16S30ulsfBWaRwFGI1CFKEYY1CCUiRQhn0wFvtiP+yPA3AgDsI4HIxDcCgOw+Ghj4Z9NOyjYR8N+2jYR8M+GvaVnh8aSi/AhfgUPo3P4LO4CJ/D5/Ev+AIm4Iu4GF/C1fK4Btfie/g+KjAJ1+F6TMYP8EPcgB/hRtyEmzEFt2AqbsVtmBZeigpUzmYqrqPiltgjYUAt3R4G1clw9DUu5LiQ48BuDuQrbIsVJ2vFyTojS+UclXNWmKwVJmuFyVphslaYrBUmS/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XPUz1E/R/0c9XdTfzf1d1N/N/V3U3839XdTf7dVLmuVy1rlsla5rFUua5XLWuWyVrksdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3R90cdXPUzVE3p+duUd35Xqyk6QzVfXu0D7U7qb2V2juiG2hcS+Nald7tzJW07qR1Z2ya55Whx6cGVX5a5adVflrlp/nwPh9q+VDLh4HYL8IKHdCiA1p0QIsOaNFLb5kNf+VRE4+aeFTLo1oe1fKolke1PKrlUS2PanlUy6NaHtXyqJZHtTyq5VEtj2p5VMujWh7V8qiWR7U8quVRLY9qeVTLo1oe1fKolke1PKrlUS2POnnUyaNOHnXyqJNHnTzq5FGnDknrkLQOSeuQtA5J65C0DknrkLQOSeuQtA5J65C0DknrkLQOSeuQNI9reVzL41oe1/K4lse1PK7lcS2Pm3jcxOMmHjfxuInHTTxu4nETj5t43MTjJh438biJx008buJxE4+beNzE4yYeN/G4icdNPG6KKjiY5GCSgzv5/ToXd3CujXPbOdfHuT7O9XGuj/8J/i/mXpp76djdXruX03PCAg52c7Cbg90c7OZgLwcH1MlSLrZzsZ2LaS6muZjmYpqLaS6muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkYpKLSS4muZjkUh+X+rjUx6U+LvVxqY9LfVzq41Ifl/q41MelPi71camPS31c6uNSmktpLqW5lOZSmktpLqW5lOZSO5faudTOpXYutXOpnUvtXGrnUjuX2rnUzqV2LrVzqZ1L7Vxq51I7l9q51M6ldi61c6mdS+3Rx7mU5VJ2pBv/y4UhLgxwYYADWQ7k75sGqDtA3QHqDlB3gLoD1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SN0vdLHWz1M1SZ4A6A9QZoM4AdQaoM0CdAeoMRKeYDO+ZDO/p/rT1vCR2tyzukcVI9B4/grnW+8es24fb1R2BI3EUjsYxGI9jcbVzrsG1+B6+DztIWg/TepjWw7QepvUwrYdpPUzrYVoP03qY1sO0Hqb1MK2HaT1M62FaD0ffp3U3rbtFnBZxWhekdEFKF6R0QWpE/793AN3/p8q3g4/lf9n431d7Nz+6+dHNj25+dPOjmx/d/OjmRzc/uvnRzY9ufnTzo5sf3fzo5kc3P7r50c2Pbn5086ObH9386OZHNwXTFExTME3BNAXTFExTME3BtG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphpRuSOmGlG5I6YaUbkjphtT/RTekOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUIpDKQ6lOJTiUGpkje8f+a+Q5/Iqzau0aZM2bZK0T9M+r3Gaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnGaxmkap2mcpnE+x7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzEtx7Qc03JMyzFdmq+FKbgFU6He5JiWYzra1yzO/GPPqLS7Rzo9a6Zm/089Yu9+iz2qO1PdltBthbpti047SKeVRBM/mChTrMaVmOG+/HbXuiv0q+x+Z+f0Zr/VecinTqNwlsJDH9o19avuftXdr7r7VXe/6u7//zRt+lVfv+rrV339qq9f9fWrvn7V1///dFeUv1vJUWrFB/ctQ1F872s5Lu2JLqdtHW3r+NfLv17a5u9s2jgxmr5d9O0amX9zPH/IPcLDdkpzvfZY6KJrF1276NpF1y66dtG1i651dK2jax1d6+haR9c6utbRtY6udXSto2sdXevoWkfXOrrW0bWOrnV0raNrHV3r6FpH1zq61tG1jq51aqpXTfWqqV411aumetVUr5rqVVO9dO+iexfdu+jeRfcuunfRvYvuXXTvonsX3bvo3kX3Lrp30b2L7l1076J7F9276N5F9y66d9G9i+5dpfk8p+AWTMWtuA3TQteIxrv2dkIuOiC2JBoXe82O83V1+UaYFVsRqmM77TMyYU5sV2iIm5zxU929nh4Wxc8OyQ/+WvmKaN/4v0eJvX9T2J3YGNZwbL7vXYjXdcAbYX1suUp/Eytcc6Xj6rAxtsad7npXa3JsRnc0JtajUzP2uFk7oWHsDgPxKHTEi1CMQ939nx4642eEnfEzcRbOCdn4BWFrojykE9eE+sR1MCMSP3S8IWxM/AhmQmK6Y6XjDNhDJ6pgxUzcC12ZmOP9B71m9iUe9XwunvAd88OuxLO+fxH+EHYm/ojFXqvx/CVHOSUavNaItWjxvBUbPd6EDuf1ho7ETgyHjrIDQ1/ZQRgHd4dl7g7Ljvf6pFBfZk9fJq6yO8NQ2b1hZ9nDeAzPhL7oy3tVbeNTjqotVO2lai9V36PqNqq2UrWFqjup2kLVFmpmqTlIzUFKDlJykJKDVNxFxQwVM1TMULCXgm0UbKFgCwXbKNhCwVYKtlKwjYKt/6RgGwV7KdhLwV4KtlKwjYJtFOylYC8FW6jXS71e6mWol6FcL8UyFMtQLEOpDKUylOql1CClBik1SKlBSg1SapBSg5QapNQgpVr2KtVGqV5KZSiVoVSGUoPRsbHnwvTYkvAHStWqwT0U+i1Vtsc2h++psymxnvCk6r4iNmSnvSt8Wp39NR4Py+OF4RfxRPiBam+KHxjGx4+Oro2fEG5W+cfGTwufo9ozqn+Cmns8/ukwI35R+Obev85qj/97eCp+ZZgUrwhL83+/JKuXzaTXrBJvYEV4xxXf5cdmV0y6Qo9v7feNW33jDr10gV76lDvC5zj2Wmj0qXy/vDXSI93RUT691idX+eQ2sSXFVuob1o/0w9lhvU++Flb51Ls+9YJPHOATW1yvfaR/3VWP9PDR+vRUz08Pm32qQ5TLoyNV1s6RTy5XWW9ipYpZ7dNrVNV6u8gmx+awTXVsUx3bVMY2lbFFZWxRFVtUxU5VsVNV7FQRORWRUxE5FbFFJeRUQk4lbOPcNs7t5Fp+8ndH+4inUOTzXe851/2zXF/CyrCbrpvomUzcGrK+f9D3D/r+wcRjnv8qZH3PYFTgU0Miv9Entubr3k74ObNkiVzeCA1e3RhrNEfyGm4OKbo1+t4W39sSXemqc5w9S091jlTLn0Olq1f65AAldlNit2/opESgxNDevhqixFCsNSz0jTUqqSGWVj0lODBcEx/HjYNxCI4LN8WPxwlhe/wkPp+MU7lH9/hnvH/RyN8unyGaM/ReJ3WHqDuk9zopPEThQOGg9zqpUEnpQIk5lJhDiTn6r5Pau6m9m9q7qR30X6f+66T6bqrvplYl5YcoVplYYBItxCvhpsRyx7dQjzXYgDa84712xy2+Y2u4qSwKfy0bHRaWFaII4z0/EZNMqNlhjh7s5ObuskfC1rJHMRe/xLywMCpVkYOqcSunzzJ93jd93jd93uf6eTr9fZ3+vk5/X1e/Hx3Bj7yXWdr3077fpwrNqAEzasCMGpD7kNyH5D4k735598u7X679cu03XwbMlwGzZcBsGTBbBtT3gNkyINYhcfabFQNmxYBZMTCqxBVnq4BHuL+M+w9w/4HYUo7W4rWwIrbcqvgmVoRnVMGe2Fqvr1dbrWFKbEP4S6wNG7EJ72BzuDPW7rgVnb5zm2MSXeiOZquWmljK4+1Iq7xexz7sCDfF+jHg8SB2hgqzqcHkbjW5W3XwFWbUmtge772H98PS2N8cg1V4FGLIz68C1Tba40JzqiTMipd6nAiTR+bZWMd9sR/2x4HhAtV6sWq9WLVebG29I35YmBo/3HtH4OjoG/HxjsfiODPveJwQ/iN+oucfwUmen4xTPP4YTg2fNyP/02RZwLXZXJvNtdmq/VLz8t74uc45D58IP4l/0vF8XBBmxi90/BQ+Hb6lKy6Of9bji8KNOuOKvX8xu0CHTI1fFR0S/zYqwtvm6+8TFaEhMQk3hD26ZI8OeUCH7FEls1XJbFUyOzHb+z/Bz3AXfo57onGJe/ELzHH+w157BI96PheP+Z7HPf+V45NhcuJpPIP54Y7Eb8JUq9nMxHOeP4/fY0GYoKsmWOFmqsDZKnC2/cEdVrmZiT+FnySW4AXnveS1V5z3F4+Xotbryz1f4fWVvrfOa6vxltfqsQYNvqsRa7HO+S3ObcUG77XB9Fbds3XthMTm8BedO8EqOlP3Xqx7JyQ6vaYGE2ow8S7UYaIbPWFZQh0m1GEiDTWY2IF+DJgAg8h6nAtLE7uw2+P3oeYSas5UmFWm7srUXVk8LC0rcBwdppgSU0yJKWXFno8xPUqgBssSYVlZGfbxeCz29fp+2B8HeP3A0Gqlb7XSt5Yd7PsOcc6hOAyH4wgc6dyjvX8Mxrv+sV4zYU2jWWUzQ4MOn112ZzSujNdlvC7jddnduAf3eu/BMFXnzzapJphUE0yqCabAbNNqQtnjvmeeuJ/0nc/4/vme/wa/xe/CTdF4U+JGU+KPIyvz6yPr+ZsmQZeOn6Ozv6Wzl+jaRbp2lTU3o2Nf1bGdurJRN9bpwqW6cJ2u+4LO+rZOWqRj7tUxb+qYLl3ysC5ZpwtqVf9vVP9XVf8y1Z//lwrnqvi3o/9mXj0rkt9bsdbGFlmllpgJf/baS3jdOveG95aHZtOz2cq1zMzqtXItsQb2irbH6rXE6rXE/Jov8jfNqR6RrzGLlou61bzZat5sFXmXeb1e5DvM7PVm9nrzZLnoF5gFC8yCBaLcI8qv5/c8Vq+1if80aa8JS6xgS6xga61gS/Rmr97stYKt1Z/P6s9e/fms/nxWfz5rBVubuN3nfoq7cU9oNtWbTfVmvdlrNVtrNVtrwjeb8M1681mr2RK9+axeWqDuF6jzBWq6x3qy3nqyXt32WFPWq9UedbpcXc5Xl/PV5Xy12KPWtqq1rWptq9rqUVs96mqrutqqrpZbi9arqeVWuCVq6lkr3ForR7P6mK8+etTHVjvIpeqgFq/Zoa0If6b0NqtDo1r4nGm+yTTfpB5WU7WDqg1UbVATL5rcmym70qTeRNmVlF2pNrarjXdN43Wm8TrTeJ0a+ZgaGTZl20zZNrWyQZ0kTdZ6k7XeZK1XM02m6QZTtNXkXGciNpqIjVTfRvVt1N5mAjaagI0mYKMJ2GgCNlJ2m6nXaOo1mnSNJlqrKdZmirWZYq2mWL0pVm+CtZpgG0ywDabVBtOqzXRqM53aTKc206nedKo3nepNpw2mUpup1LZ3KtWbRm2mUatptI47K02WTSbLJi6t5NBK02Wz6bLZBNlsWmwyLTaZDJtMhk0mwyZONXCqgVMNpsJmE2ATpxo41aDzN3Fqpc5v1PGNOr5Rxzfq+EYd36jj63V7vW5v0+1tur1Nt9fr9jbdvomLDbp8ky7fpMs36fJN7om77Y7z++qzw3vRObosf591nY6aq6Pm6qjX+TxL1+zi62/5WsPXGt2S4msnXxfydCFPF+qInC7I8WIWL2bpgBw/Zqn4nCqfq8rnqvK5vJilynOqPKfK56ryuap5F70W0mmhat5Fq4W06qRVp6reRa9OlbyLPjX0qaFPDX06VfMu1byLRjU0qqHPQtWbU71zVe4uOdfI8Y1wr4odlsFSz3aKPROeU5ubo8NkttOzpMx6ZNYjs35Z1ZsDKZnVy6xedDtFVy+6etHtFF29qHaKaKeIekTUI6Ie0ewUzU7R9IimRzT1osjfy/ZER7tSxpU2uFLSlZKu1E3D/D1qg6sNuVqDqzW4WsbVGlytwdUyrtZAi0FaDLpqhhaDrpxx5aQrJ105SYtBV8+4esbVk66edPUGV8/fHybdI2w2L3eGt2X9tisPueIms+wlE7fFxM3fH7w4MnELnTW09x4qtfffMJ0evzI6c0S5Du9s8k7HyLP8vd2eER1H7/3UoGdp39/s+wfshlvtadMU3i3PEkpEGG1PWogijPf8RMwL/b5j84gzjc7eaBXJxzgUneg73vTOn+k36Ltedsa7f7+/H1lvIvOlCMUoCS/L6jLZfJeOg3TcTMfNdMzfX2+m36AYXhbDm2J4Uwxv0vIf77sPxxEfuv8e7/zj9eKJjvOc/6TX8vfco+TcFx0svgExDYhpu5i27/0FZ4foe8S1Q1w7xLFDHDvEsMO1B1x7wLUHXHe762533e2ut931trvWDtcZcI3t0fG+/RXZ/1XmKz80ZdfTeYErZUemasnIX4r8dK+XG2Rfkf+Lnr9PHxmvdNVXXPUVV33lfzl58pNmvPPyU+ZEx/zEmOfcf54YY0ZW0Z32AbvcWxfy9fJww96/7njblb8x8hejZ4p7szNf5Fq9+4Jm8b9KpUUfmiD5laGVUvN4nV9336XWPGrNk8+rvvVu37aQi/X2bs0UnEfBeZysp+I8HdGqI1o5Wi+/V3VFqxw3y3GzHDdztd4erNkerNl+q/mfJkcrl+u5XP/B5BjvO44P8+T+qrw3c7l+ZHocTvWNVN848mtExhTZFd4QdS/lN4q4V8T533B6qb2R2htF2SvCXipvpPJGKm+k8kYqb6TyRgpvdKVeCm+k7kbqbqTuRupu1FUZU3e31U/1qLBMeDWKWQV32yntiuJ2Iys8G/CsKxrvWZ97mJz9SZ/9SZ+VcthKOWylHN77G2HKnqXfPj5nxUtZ6VJWumEr3bD9es5ql7JHz9lX9NmT56xuw1a3YavbsH13zr47Z2UbtrIN23f0WdlS9h59VpphK82w1WU4GmMt3yWSJ6zdfdbs/L7uXVft4+AzHHxmZKqMsdoPxQ80SU4NaRn0OCsdPycaa8K454nOcJ3WqMD3bPM9+d9cc/kMZJwY+QUhlT+fEgfqp3NCzuv5X2Wd4XNbo4M8y2c/JPsh2Q+NZH6VvcK3Q9OHMh+S+dBI1g2OjViLjdgE2clsSGZDMhuKjnG1NfTN0LeFvi0fvjN37bSrJGmbcYWkKyQ/uBtfPPKLX5K2Gdq20DbzD3foLZ63jvwKOHKnTtsWV0/StuXDd+vRKJlnouPjZR4dGJ60W+qzW+qzW+oT0wtieoFaGTumHjum/K9rvXTabmfUx4H3OPA8B553H7m/+8j8X0fmdz09dj094nrB7qbH7qbH7qbH7qbHbqbHbqZHPC/YyfTYxfSJ6QU7ih47ih47ih67iZ6oSDR/dOWdrphzxZ2utsvVVrva6ug4726hW5cYN4hxgzOze3/D/h8OnWNnd4G6vogO80MXDXfTcPcHLi32Wo3nLzm+Yqe1wvHDrrV43oq/u/eOczqcvzVs+AcXx1Gtg2odVOugVAelOsTdvvc3qQ6KdFCkgxod1OigRgc1OqjRQY0OSnRQooMKHVTooEIHFTqiw+T5jhzfkeM7ctwhx/VyXCfHdXJcZ6ear7p18llnV5myq0zJ5R07y3wFrpPLOrmss5NMyWOdPNbJ4x05vCOHdXJYJ4d1I/+K8rj4d6LjornR1eGx6Bpci5vCU9G0cH80HT9GJWagM8yNtiGJQefsCvdFu7EH7+H9cN+ok0LDqJNxCj6Kj+FUnIbT8XGcgTNxFs7GOTgX5+ET+CTOxwW4EJ/Cp/EZfBYX4XP4PP4FX8AEfBEX40v4Mi7BV3ApJuKrqIgOHrUsvDrqtfDiqNfxBpbjTawIS0etxCrUYXVYWvBkuL/gKTyNes/X4G3IteBvCOG+0fuGx0bvH+aOtssebZc92i579ME4BIeiI9w/Ou2cXvSH+wtPxrm4PjxWOBk/wA8xJTxVeAvoXjgnNBQ2hKWF7niKTgxLiz6Ck8KLRSfjTJzl+YW4Kswt+ia+He4rehTz0eH5FmwFz4p6wlNFKezw3pDn2XBfcSw0FMdRgNEohJ1isZ1i8RiUoBQJlGEfjMW+2A/74wB8MiwtPh/f8fhax1mOv3OsDi8WZ0LDGN815gD7429F+4c10QEw/aKDMA4H4yM4CSfjFHwUl+AruBQT8VV8DZfh6/hXXIFv4OrwhMp9QuU+oXJnRDeHedEU3IKpuBXTQrVqrlbN1aq5WjVXF/w8rCm4G/fgXvwCc3Af7scDeBAP4WE8gid97ik8Haq5/sTolrBm9Ca8g3Z0eP1dxy6kvd+Lfq+9H9YUFqIIY1CCQ3AoTsCJoEMhHVRHdeHZjuc6XuD4RXwL38Z3UI7rwxMq5wmV84TKeULlzFA5MwrlWyhfFVRd/MO8NtH9oSF6AA/iITyMR/Bb/A7VeBbPoQ6r8RbqsQZvowGNWIt1WI8mtKIzLDYTFpsJi82EVdFODCGDLIaxKywyJxaZE4vMiUXmxKKC7tBQ0IMUtiMNdycFfdiBfgxgEO5YCoaQ/9zfEMIi/ba4yCwo0vtFer1Irxfp86KJYVXRvzlejquc8018Oywqus7zmzEFU3Erfow7cCf0WxGNimhURKMiGumnRUW/dpzvuMjxFdChiA5FdCiig15brNcW67XFem2xXlul11YVbUcaO3x2yOv00HeLRp0WFUT7RaNRiCIUYwxKUIpE/v9iEvvg/GhcdAGuDtPV+HQ1Pl2NT1Hjk9T4JDU+SY1PUuOTott8w7QwWZ1PVueT1flkdT45qorGRrfjp7gDd+JnuAs/x924By9FR0UvozNM4+g0jk7j6EMcreZoNUerOVrN0eooJ+JdoZKrlVyt5GolVytH/TI0jXocT+BXeBJP4Wn8Gs9gPn6D3+J3qMazeA7P4/dYgIVYhD/gj1iMGvwpNMU+Ho2NnRGNi53t+BlcHKbHvhRuil2CyzyvCLNjk8L1setwfbjenu2S+DfDzfZtl8S/43hzqItPCY3xhmh0vDE6ML7OrrfJXXlzVBLvDNXxbfYiyeik+LuOXfn/byDH7dH+BTdH+xVMwS2YiltxG6ZhOn6MSszATDwZJpsXk82LyQVro7EF67AeTWhGC1qxAW3YiE14B/RU7ZWqvdKsmT56v9Ck6qeZMZNHb49KzJfp5st082Xy6D3RfoVxqK3C/XEAjsPJYXLhKY5n4KxonJkyufA8j68P082P6ebHdPNjuvkxxfyYYn5MMj8mFaqlwmlQS4WPhabCX478C/qmoiNxFI7GMTgDE0O1Tpum06bptMqiH0Vji27ELMzG/XjU6086Ph0dpZsqi573uMP5W7AVak7nPKRzHtI51Tqnuqg3GlPUhx3OH/K++tNBlUXD0djiA0NT8UEYh4NxCA7FYTgcR0CsxWItFmuxWIvH41gch+NxAr7ru67GNaj0fAZmhqYxo0JTyZXhppKrUBmuL5kJfVOib0r0TYm++e/EnQmYFMXZx6u7erp6enqWa1nu+/KI8YjRSNQ1ZtWoHBJFERBQMIgCciu3NwjKqYCieHB4YBDFi0M8CB6JgsAAw8AisMAuw9ILCMuxy9T362b104jR5MvzfDvPv6e7uo63qt963/9/xBmXfeOyb9zHwQQwEUwCzNedAqaCJ8CTYBqYDmaAp8DTYCZ4BjwLZgHWx30evABeBLPBHFEpNhyMACPBKDAasLYx1jb2AGB/x9jfMfZ3jP0dw84YdsawM4adMeyMYWcMO2PYGcPOGHbGsDGGjTFsjGFjDBtj2BjDxhg2emeKSllR4IIY8cGUq9kpBUSj4Cz47pEa5j1EM49o5hHNPKKZRzTziA0escgjmnnhKw6yQFWdggGkYAApGEAKBpCCAaRgACkYQAoGkIIBpGAAKSJfNSJfNZhAGiaQhgmkYQJpmEAaJpCGCaRhAmmYQBomkIYJpImSPYmSPYmSPcUd2he9wJ3gLtAb9AF9wd2gH+gPBoCBuhcRtR8RtR8RtR8RtR8RtR/RNI9omkc0zSOa5hFN84imLtHUJZq6RFOXaOoSTV2iqUs0dYmmLtHUJe9uIe9uIe9uIe9uIe9uIe9uIe9uEcHnHS+DV8CrYLGoReStRf71yb8++dcn//rkX5/865N/ffKvT/71yb8++dcn//rkX59o3Z9o3Z9o3V8UomWLwB6QBntBMdgHfFAC9oMD4KCeTmSfR2SfR2SfR2SfR2SfR1QfSlQfSlQfSlQfSlQfCqdPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD4Jp0/C6ZNw+iScPgmnT8Lpk3D6JJw+CadPwumTcPoknD5pXCdyjHbgz+B6cAN4WifIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAkyUYJMlCATJchECTJRgkyUIBMlyEQJMlGCTJQgEyXIRAm0xCK0xDK0xDK0xDK0xDK0xDK0xCK0xCK0xCK0xCK0xCLjC+EaX4JVYLVwyWIeWcwji3lmy+D/UeX9j7z/SY8mm7Uhm7UJs1knXWz2AL3Ibt/LamYfXUxmu4TMdieZ7RIy251o8YlyoP6rXKo/lstFlvyI7LcaPb8Gnb5O1CDLpclyUm5E35/MdBEyXdPwOybTlO8l8wwSHlnOI8t5ZDmPLOeR5TyynEeW88hyHlnOI8t5ZDkPJp2GSadh0mmYdBomnYZJp2HSaZh0GiadhkmnYdJpmHQaJp22pmvfmgGeAk+DmeAZ8CyYBZ7TeWTOPDJnHrprEbprEbprEVnUJYu6ZFGXLOqSRV2yqEsWdcmiLlnUJYu6ZFGXLOrCM314pg/P9OGZPjzTh2f68EwfnunDM314pg/P9OGZPjzTtw7rYqsUHAFHwTFwHJSBcsCeIDMPJTMPJTP3JDMnyMz90X9J9F8S/ZdE/yXRf0n0XxKVkEIlpFAJaVRCigyeF9mpfZRCCqWQIpP3JJP3jGBTBJvI6HlkdA/VkIpkuNbatwUwgAmk8Mj0HooihaJIoShSKIoUmd8j83soixTKImXXpW490ISyZlw3B8RaVEYKZpAHM/Dsc7iPD8IOqqE6UjCEPBiCh/JIoTxSKI8UyiOF8kihPFIwh54wh54wh54wh542cdQmjtrEUXsgGAQG616wiV6wiX6wiX6wiDz0bBImkYBJJOxZ4Tcy5dgLwVvhtzLl2Ct5/0ovgmUkbJ4lujdpHxE5MI4EjCMB40jAOBJo4UVo4UVo4WVo4WUwkAR6eBl6eJH6vXDRxIvQBT66wEcX+OgCH12wBZYyD13gowt82Ep/2Ep/1VkXq1tAFz0UfeCr3pyzp1RfcDfoB/rT5wDAvNAOW9AOPtrBRzv4MBwXhuOiIXw0hK/GUX98+K2CPqzHRU/46AkfPeGjJ3xY0FBYkAsLqoWu8GFCQ2FCLtrCR1v4aAsfbeGjLXy0hQ9D6g9D6g9D6g9D6q920vcusBsQ6xWxHtY0HdY0HdY0D9Y0D7Y0FLbUH7Y0D7Y0FLbkovWTaP0kWj+J1k+i9ZNo/SRaP4nWT6L1k2j9JFo/idZPovWTaP0kWj+J1k+i9ZNo/SSsKwHrSsC6ErCuBKwrAetKwLoSsK4ErCsB60rAuhKwrgSsKwHrSsC6ErCuBKwrAetKOOdh02/ARXqR0xJ0pe/uXPcAt4O/UNaT9ztAL3AnuFunYWgJGFoChpZw7qPNRMpfou7LepnzCuevgsM6GRUiBwaXiDK3aDW9KFpduO71usC9AdwIOug2MLs2bmfO79XF7lAwHHzL9O7n/GEwRngwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+PzYHwejM+D8XkwPg/G58H4PBifB+Pz/h8Zn/cDxlddTNAXG11Ea6ObuN64Vdxr3CauMLqLi40e4ibzT6KD2UvcKNvry2UH/Qe5RM+Ty3VruUN/DjfMlkQ4uVtPlkX6U7lH1JFp9NZeXSoaiAmZFWK+Xiv+ptfS+6UV3wZ7Ab2fSe9n0vtlRi9dSm7dxSioOVRZe92SUS5hlMFymV4q3wfLM8XyQ/02OW6j/FivlCv0BEZ/iJGPyl26kNFbMvpERpeMPovRVwhHrtJz5FfYhJKXa3V3uU4vlglabdCbyYr58NT5+hNs+4SaN5M7V1F7OrWHy7WZDLVfoPbV5NG3aXEPLZ4Ov9vxbKwdSTavR/a+2mxNJu+le5l9hTRfhSev0LeZn+oZ5lbxW/MwGTlbVJJn67lymfDI0mczgzcY6VP0qJRr0Zrr9Vtk6Qi9Z5hRgkw9vCJTywpNKplZodzDrNKU79X7jJuEpReLCLCBAg6IAhfEgAfiIAtU0ktFZdBSbxa/Bw/qheIh8DB4BIwBY8GjYBwYDx4DE1jDxXqNWKLXGKbebEhggQiwgQIOiAIXxEAcVAZVQFVQDWSD6iAH1AA1QS1QHzQADUEj0Bg0AU1BM9ActADX6XyjHfgzuB7cAEaCUWA0uA/cDx4AD4KHwMPgETAGjAWT9CZjMpgCpoInwJNgGpiuN5nn6IXm+SAXtNPvmY/qlDlOp/Dy9jyVYvysHB9byJMoxsfa4mPlsjRTJI+wI45qJY9ljsjjmc2yTNuyPFMoT+hcmaFc61pWJFNk2fpyS2llOZkjVjSz2XK1bcUyhZanc6045VnUG6QXW4PBEHAPuBcMBcPAcDACjASjwGjwot5szQZzwFwwD7wEXgavgFfBfPAa+CtYAF4HC8Eb4E2wCLwF3gbv6XxrMVgCloJl4H2wHHwAPgQfgY/BCvA3sFYvtNaBBFgPNoCNIAk2gRTYDLaAfL0wUqYX2xLgv3ZEL7Wr8l4NNAFngHPBb/Rm+0LeH9P59jQwg2vmac/lnPnYzMdmPjbzsV+nbCF4EywC74LFlC8BS8EygO02ttt/5/wf4AvOvwSrwGqwAWzUm+wU9wrBXnAAHATfgEPgMDii81UWqAQqgyqgpt6kaoHaoA6oC87Xm9WFoL9eqAaA+8D9YDJ4Dryg16j5vB/RC50WOt85U292fs37Oby3AW05v1lvcrpzvwe4HTxK+QzKnwJPg5lgPijTm6JC50er8M7+irKvorVBXb3Z7a5T7p2gN+gL+oFBgP3ust9d9rvLfnfZ7y773X0cTAATwSSAve4UMBU8AZ4E08B0MAM8BZ4GM8Ez4FkwCzBH93nwAngRzAZz9MLYNToVuxa0Aq1BG9AWXAfageH6vdgIMBKMAqPBfeB+8AB4EDwEHgaPgDFgLHgUjAPjwWPgcTABTASTwBQwFTwBngTTwHQwAzyl3/PO1Auzovq9LBfE9HvCIlcsJPKn5Xrxa+JyuXhSDNMzxXAwAowEo8AxnUI/p9DPKfRzCv2cQj/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZRz/76Gcf/eyjn330s49+9tHPPvrZD76Fy/gEOz/VxWjWYjRrMZq1GM1ajA6dgQ6dge5ch+5ch+5cZ87RReG/jzz5r462m0f0drJZkiw2U64WDciX28hgj6HhZqLhZqLhZqLhitFwxWi4QD+l0E8p9FMKzeSjmXw0k49m8tFMPprJRyPNRAfNRKfMRJPMREPMREP4aIRitIGPDihGBxSrM3RKnRl+H2cx3D/g8il4dgpunYILp+DAKfivD//14b8+/NeH//rwXx/+68N/ffivD//14b8+/NeH//rwXx/+68N/ffivD//14avF8NVi+KoPRy12BtP3fZy/FHxrmvbhmz58sziazX7qoGfAMWfAKdfBKdd5I3WRNwqM1kXxbL09Xh3kgAagIbif8tl6uzDJKq+R1+Fxcom4SC4Vt8gPxPnyQ1GT9X1XfgyTWiFayFWiDWvdBl0fgTFciravKhPiPNb9a5hDfXjODkoLxBnwhTbwheaySFxJvx9XfJZ9JiN9pOdTf2o45kLu3QmrWCqyKPucq9XB91L++Lt0jV4i99Tfp4s957I7LmbUVuTDq7HhZMm5ZMsjlF5OtlxKtkyH31G8VxiMXCDqcnVp+JliDeo2w4bgtwh2i7Oo8WuuVotcZpjNvfrMNfjWtw76SzlItMT+j61L4GsmJZ9x9Q9qk5vghCVc5XPVW8S5Os7VZ6KFsESuiAAbKOCAKHBBDHggDrIYsb2oLjvC8bqA3sxpKTzwQ3jmR3qNNUjkWoPBEHAPuBcMBcPAcDACjASjwGiRi5bPRbPnotlz0ei5aPRcNHku+jsX7Z2L3s4Nf/8iDrs9xEj5zGK3/IAnGfyayUf6HdjtXuY+iDVZgl3vU4vZMve4qGp8JZoYa8Q5rEwX1uGPsiO1OolOskv4HXOdZG/9UfCtRHKI3iGniQvkdHEh4/g86WYwmQXWReI8q6U4h9XqJOrToj7jnM/THCQaMtK+YPxwpHjF75p8KjvT+hbqd+P9Vt4H4WFf6U1w5GL48bHQfzYIh1ZS2MEvoVA7h5o51IxS06dGicgRBURROJTYBW8awEjBMx2i18G7i3nqlYi4a8L+EjzB9bSiz4ARR6rqcjR8ORq+HI1cjkYuRyOXo5HL0b7ljNleFwX/xxM9nsFOUWFv6/UhUeMHY3YmZnUDfZjbIJj4an0A60qYh4/HVWfsw7Raybgxxj36s+PGGHdH8Nss9FaVcSP0eJgei+nxED1G6e1AxSzK2WftKQ2+L7AzTL4bGMCdQaIWLaNYbNOylJbltIxjSyZYNVqWsSsKxFViJ9gFjuHZx0EZKAcniA7tUS4d9DmyM9HiFtFVduP9Vt77oH0GYM8QPVuOwC+mid/hDxez4l8xYsvw2azVz4ajJfQG9lw2Kud4hY+cZ9G3lQFatIhUFVepjqAT6CJaqOlgDtjG9XawA2CnKqHsEO+l2BZ8/2MJlh1jzsew7AzmfQzLzmDetZl3EDEc5usy10K5UVQOvW4ZLT6mxU5a1KbFTlrUpsXvqF0Zm3eHnrdWl2H3UVruDFslwt8l6Mh4nfDkLrx35X0wUXGHaEzEKyHGuETGWkTGKsS7ZeEv6gTPL0UtSUkJz6E9Zx3CvRF8G16OHIhX3UO+243dRYy4R/uhv22j3U7aufTu0LPJnZSoJXroA+J28BcwkKffnufZEbu6gMF4ZlC7AC/ZzUoXYtMe9GWaXvaSJy8RNSKV9YFIMdinD9i9QR/QF9wNBoMh9JtV8ZtASXpO0XNKDmRWg4n5O3iOBXjRTnZQOFvicBFrtEd/EWrxGthXhn1l2FdWMfvgM+Wt9LKVXkx6OQMbK9PLEXrJ0EvwTfMOPWwPfo8I+8qwrwz7yrCvDPvKsK8M+8rEWaKHaCVuB38Bw0SeGA5GgJFglMhjxEqM+CtiVoQVbkfMirDK7YhZL7HSb7LS7+Onn+KnV+OnreSrejJz+gcZovlJa8hbgTVFsImLREt8tKV1iU5az4k863nwgsiLVBatItt4L+Z9H9gv8uzTwQWgt2hl9wF9wd0gsM/BqtIKvzEr/MYMn1Wwgnt0YfhpxALsnldRK6eiVg52+9Q8L/wEYo9eh2f0zqxAC+5D+21D6+1D222zTsvswtd6Z3xKSygpsU7Tl9Jr78xWWco6l9G6nNhwQq+yIvoIuvCoFdOHqLmKmleGbT/i7hpK1lDihm19eZzxyliVE3o9GjNjRYVN2wy11qMlM9TMJS71zuxmlAwq9RCWFctjvJcxajmeebJlOaNmUKeHsLjYcnh3sSJG+cmeypnBYbyuN7r2iDDopYReMvSi6aEoHNsWBq1LaJ2htaZlUYUNpwfrlJmEDTto3YTWm2ldKo+zYwPry/HjE3hcBp6g9Qls2UFvTehtM72VWlGdCGcV4zl7ojJKOU3PJ7Dpr0EW1SY9HsWOfJkRJq2OMna+Fef8NN0oqJFZTY1CxgtWKkWNQvoMVilFH/tZ3X96Xjz9iudE6595PmHd8LlQ92eeB3P8Pz4H4um/uf5Emf/yujPHn1jv8M4p11lkWdkialXHvprCtWrTWx3a1IUz1OO8PvcacK8x95py3Yx7zbnXgnxgWTmMUIe7DXlvxjPxrGyu0BBWDcavzQh1GCnoqz7lDShvRHlTyptRTj88haB2MHKdihrBSEFfVbHL5O4uK4eSGqCmqI99Vam5iz7rY5+JfSatdlkNud8INKa8KXWaUdac8xbBr5LTSz62BjM0rVrYWltEKnoJWudjfzBD02rCvabcO9naZL7ZoDq+l4PNNem3NnOpw9Ovy1j1gnlxvwH3G3K/MfebUtaM+82534L5MQueTXX6zaG0BqipN2BDhtXZYdXlWdZjzvWp04A6DbnfCDSmThPqNKVOc+q0ILMFz8kL17WmyMaOYMWOYkc2dsSwwwvXtjHXTcMVPIoN2dgQC56KkOHca1es80nrg9WT4bxPtiipsNoUlf5Tn2DX+qzfP/kFu/1sEf93fYNW5wj1U/7B3Wai2n/LR+jtV8z6P/QTWp8mqvxffYVeLgpm9N/xF57E38Pn+B/5TJgb4v+u34RR/TRZmtlDJO1GxKlLVGstj2dKiGpXyPJMmujTg6jWkKjW0opk9hBRuxGN6hLVWlvRTAlR7QorlkkTmXoQ1RoS1Vpa2ZlSVuQsVuR0VuR0qybXtfSvWJEsrDqXVWnOqjSz6lPegHoNqdMINOa6CfWaUq8Z9ZpTrwVeE0W5eWiuXBn8rs8KUQ22mw3TbQqr+B1cYSVsr1L420JLjC7i90Y3caVxqxhv3MZ7d5R7e/2MvBEtcpNeAvN4JvylutP/Ra2VYa3gN5A2hqXfXi387spEyS83PtQLw7Pg1+12cFYJlXyWEKIlmvQM8Qde54hrxfXiXHGjuInSm+FyF4s7xGPiGjFBvCruFkvEcq4+5DVZ/F1sEFNEktdzIh918rwopMdXjDpGHbHWqG+cJdYZrYzWosBoa9wgdhkdjc5ir9HV6Cp841ajhygxeht9xTfGYGOGKDWe5lXbeIZXHWMWr7rGK8arRj3jQ2O10cA8xzzPONs837zQOM9sabY0LjAvNXONC80/mnnGReaV5pXG780/mdcaF5utzdbGZWY783rjD+aNZgcjz+xkdjKuMruaXY0/mT3M242rzZ5mT+Nas5fZ12hlDjCHGH827zXHGDeZj5qPGz3NieY0o7c5w3zKGGTOMd8whpiLzJXGQ+an5gZjupk0C4yXzD3mXmORWWLuN94xD5pHjPfMY2aZsdzUUhgfSVNKY4VUMm6slJVkVeMLmS2zja9kjqxtrJGNZGNjg2wqmxlJ2UKebqTkr+RZRr48W55tfC3PlecZ2+T58gJjh2wpf2/skpfIS41CeZm8zNgjL5eXG2mZJ/OMvbK1bGsUyxtkB6NEdpTdjUOyt+xjZOQAeY8p5Ag5wrTlKDnKVHKanG46coFcYLryLfmWGZPvyndNTy6WK8y4XCU3mjXlDrnXbCxLpTZ/ZUWsLPMCK9s6zbzMusS6xGxvDbLGmDda46y3zTut96zl5jTrS2u1+ay11tplPm8VWdp8K+JGXPOLiBfxzC8jlSNVzVWRdZFN5prIlsg2MxkpiBSY+ZHdkd3m1khRZI/5dWRvZL+5PXIwctAsjByOHDGLIscix8y9kbJImVkcOWFHzH22srPMUruyXdnM2FXt6qa2a9r1pbQb2b+Rrv1b+7eynn2hfZWsb7e128uz7VvsB+QF9kP2I7Kz/ag9Xna1J9oT5W32ZHuK7G4/aT8pb7en28/Iv9jP28/L3vZse7bsY8+158q+9nx7kbzbfsdeJu+1P7A/lqPtT+xP5YP25/Z6+bC90U7KKXbKTskn7K321/JJu9BOy+n2AbtczlRCmfIlpVRD+apqrs6Xf1MXqUvkOnWZukwm1R/VVXKTuka1kVtVO9VOFqgb1A1yp7pR3Sh3qY6qq9ytuqseslj1Ur2kr+5S98oSNUyNkifUfep+y1SPqDGWpcap8ZatJqoZlqOeVk9bVdUz6hmrmpqlnrOy1Rw1x8pR89VSq4ZaoT63TlNr1AbrbLVZHbR+qw6p41ZrVa60dYPT3GludXBOc86wbnZ+7ZxtdXbOd863ujgXOS2trs7FziXWrc5lzmVWd+dPzjVWD6eV08rq6bRx2lp3ONc77a07nZudm60+Tnenp9XXudvpbw10hjnDrCHOSGekdY9zn/OAda8zxnnUGu6Mdx6zRjkTnYnWfc4UZ4p1vzPNmWk94LzkvGyNdeY7861xzgJngTXeOeh8Yz3mHHYOWxOco85Ra2KUwGdNilpRy5oSVVHXmhr1ojWs6dFa0VrW7GidaH1rTrRhtKH1snu929F6xe3mdrPecHu4Paw33TvcXtYi9y73Luttt4/b13rH7ef2s95zh7hDrMXuMHeYtcQd4Y62lrpj3NesD9wP3c+sXe56d4vlu1vdXVapeyxW28rEmsQmRRrGpsReiEyIvRNbHpkVWx07GHnJU17NyD+8M70rIvleB++OyFHvLq+fHfUGeIPsSt4Q7167qjfMG2ZX90Z4D9s53lhvgt3Qm+RNslt4U7wn7NO8ad7z9pnei96L9gXeHO81+0Lvde8t+zLvXW+pfaX3vve+fa33gfeB3cr7yPvMbu194a2123sJL2F39jZ4SfsWL+V9bXfztnv77b9433hH7SHeca/cHuFl4sIeHTfjpv1A3Irb9oNxJx63H4lXjufYj8VrxmvaU+O143XtJ+L1403t6fHm8eb2rPjo+Gj7ufj98Yft5+Nj44/bc+OT41Pt+fEn49PsBfGn4k/ZC+Mz4zPtN+LPxl+w34zPjr9kv5tlZmXZy7KqZtWwP8+qk1XPXp11JOu4vVaYLvxdCO/yKteJ00RD8V/600t0gd4tztFFnG8+ZY2Mnqlf51Wix3F1ne5Em5WcFVXcL9Jpjtsrrkp/1D64m9aHeP3vPXWKcb4BT/ysvcPB+z8o2coIOcEoP/mH8qLeJl3GuUcm7yziXBf80MZvZ3OKMb/Q27Svv6SHHcy28Ods/AV/Dr1Oq+h9py7WK/WuiquDPxp9L8jXX+t1+qi+RkRZuzNEo+/dz/zcYPowz+4QPfyv5aw/jOXk3bl6rvDAd8/wn1rvA7t0ij62chmBZzUXl3LWILz7N71Kb8B/8B10+6nHf1W/qGfxPhbk6l/rwXoQZ99bx29nz1nxj1pn9Ce6EA/6RP8DO3gOwer9sNV3db/4maUQ6FQhssKzCRUlPn1/+a1vft8rKkoOMfODrP1m/Q18vxJF5/MUvhtd7w2f0N5va/+ofbHewx7zv13x4JPR8H3L9+v8nN0V9VI/uOr/g6vPflkf/J0b1q/wNL2R5+fojT8z8pHv7e1zxe9+pvZr+uVgR+tPfrFNP2y/O/COwGd/dGf9L2jNzPQj4dk7/7yf9W2/oD0+ot8K49bW4Ln9u3/6lTCavsK6/vjP+UU9lOglYdT8hX5xih4O/nKvOkXrigir1/5HrReGx41B5Piv//3mF4y/+2Qu02X40Tf/9gjev7zbAvw5HOXbjLf95KvifoNTtDmdVwNep//AynkV76tPvv5F+3NP2b5idfGSw0Snwz9lMPFznz5ABNsW7qnAq4+G5VPD2/X1h3q5TgQZ/Sfal3/vfLyoRfy/SbQNdkhFWT65YemPY/F3bcq+dz6JzFNJXC26cb6goqyA1Vvz01n12/FDj36K9lGiz4CKSB6Uv6lfF1K/+5Pt/9kLI7CnnpQ/XnH/M/0p6//3iqsfx+/j3zsfR+taorUImFBuRdn7ejE9/PUnx9956vIMTyyIj7qdbqN76LYVtZ/7UfsHiGJz9V/1VzrxvWJT3CIeFI9xNkFMDP6fGfEanrtAvAs7XCqWi/PCTxUuECvEBnGh2CR2iWtFoWGIDkY3o5sYiKL/sxgUaHkxJFDx4h7zTrOPGIoeT4qR5mazQIwyi8wiMcZMm3vF2ECbi3FmqXlEPGaWmWViQqDNxcRAm4vJaPOYmCobyAZihuwsbxFPyW7yVjHTesd6RwSqVotZkaqRquIL+237bfGl/b69XKyyN9tbxFe2trVYG2g6sS7QdCKprlPtRH6g6cTXaLqbxLZA04kdgaYTRYGmE+lA04m9gaYTxwJNJzJouvGGQM1NNmw1Vc0wooGmMyoFms6oHGg6o4qareYY1QJNZ1QPNJ3RHE130DgLNaeNto50IkYnx3Fco4vjOVnGrU4Vp5rRw6nu1DB6OrWdusadTn2nodHHaeI0M/o5lzq5xkBU2+3GYNTZWONe1Nl4Y1igv4zhgSYyRgSayBgZGx6bZNwfKB1julfZq2ks9V7zXjP+5hV4+42VgdYw1gVaw9gUaA1jS6A1jK8DrWFsC7SGURBoDWNPoDWM/YHWMA4EWsM4FGgNoyzQEUZ5oCOME4GOMM2saFbMVFnVs2qYbtbRrONm8N8UNoYeY4QeY+Ix01AU08XT+PRMMYeSubyUmCdeJUvNx5/s0J9s/GkZu+59vMoNvcrFqz6n/O8iIWJiPS8TL9sAq94ktsCu8sUO9lgBPtdIFIoD7PiDvBqLb8QR0UQc5dVUHBMnRDORwSOrhB5ZL/RIGXqkF3qkh0f2FpXNPvilF/plVfwyX+SYW82topr5tbld1DB3mDtETbMAf60b+mud0F9rhv5aPfTX2qG/VjO1qUU1Cf0X2XityZE/UR3fVZzz8EUtGcWPs0M/roMfdxbN5S14cwu8uRvnt+LTLUKfrodP5wvD2mrtEqa12yoUtlVk+SJmlViHRH3rsFUqKllHrHLRwDqB9zcLvb9R6P31Qu+vF3p/vdD76+H9fxTZKk/liZi6Ql0hLHUl+yHCfriGkmvVtZS0Uq2EUq1Va+GoNuyTJuyT62jbjt0SDXdLLPgERMTVTeyZLPZMJ9FIdVa3iEqqi+oimqmu7KIq4S6qEu4ig110F616q37U6a8GUDJQDRSmGqQGM8oQNYSe72Gnxdhpw2k1Qo2gfKQaSf1R7L14uPeM4PMU6oxVjzLuODWeuxPVREomqUm0mqwmU2eqmkbJdDUdS2aoGZSwP4Ub7E/6maVm0eo59Rzls9Vs+pmj5lBzvppPyWtqAW1fV6+zDgvVW6zM22oxdi5RS1iTpWopVq1QK7H2E/U5fa5ReKZar/BJtVGl6G2z+lo0VNtUAWuyUxUx1h6VFo3VXlXMSu5TvmiqSlQJI+5XB7H5kDpEzcPqMHdLVSnlR9QRLDmqjtH/cXWcnstUGT2Xq3JRTZ1QJxg9ozK01UoHv6/qRES9IJpwJJpwJJpwJJpwJJpwJJpwJJpwJJpwJJoIg2gyhuNYZ6wwg5girCCmCCOIKcIjpozgONIdLSoHkUVIIssG4cU2xpIiHtsUOygqB1FGyCDKiFpEmQJRzdvp7RTZ3i5vl4h7u73dIscr9Aq5W+QViZreHm+PqOulvX2c+55P/RKvhDr7vf3U+cb7hvND3mFR2yv1SqlzxDtKnePece6WeeUi5mU8LWrGA2ldLYhfHK24xTESt0VVopgjasSjcVdUj8fiMWp68bioS1yrRkl2PEfUDqKbyCG61eZYJ16XOvXjDUR2vGG8If00ijfmvEm8CfWbxptyTuyjnNhHybPxWYzyXPx5Wr0Qf4GeZ8fn0Ofc+EuiehANhQyioagcRENRmYj1RkU0nMRLhtEwQjScwflM4qAM46BNFHyN8wXiPY6LBd5GNPyQ84+JgVKsJA5K4uB6IuYG4qsMP793wjgowzhYPYyDOWEcdMM4WCOMgzXDOFgrjIO1wzjoGZWMSiJudDQ6cuxt9OF4tzGA4yBjEMdxxjgRJ0q2E2YYJaNEyR4cgygZC6NkNIySWWFMzDaLzWJRJYyDVcM4WM08YZ4QlcIIWFla0hJViX0O5650RRXZUXYUdWWn8F+yBbGvXhj7GsgusgvlXcN/3RbEwXphHGwgb5PdRZ3v4mChkETAQ8Ih9pULN4x6tcOolxN8asv+/IP6A7v3cnW5kGGMc9RVxDiLGHct50F0k2F0s8PoVlO1VW0pCaKbVNer6zneoNpTM4hxVhjdcsLo5obRrTbRrZvw1G3qNo7dVXfq365u59hT9eQYRDonjHRuRaQbpAZRMphIZ4cxzvkf6r4DPopq+//MnZ3Z2c1sMilAEnpvMQYIASFBQEQECw/BXnioNKUISBUQBEVFBJSiIl0UUERAEOQHFuw8RHhipVqw8iwI9vv/nrOTsEtC5+n7z3z27J1z+925537PlO8GhwSHIO/Q4FCkL7R0IxGO2rjRwTsQZkvniKUzxdKFg+OD45HrvuAEaNjqOWL1XN/qTQ5Ohp5tnyO2L1OsnilWLxB8FFbP9K3e7OBshOcE58CizQ3ORXq2g6bYwcwYO2iKHXRgB9cgHLV9a4MvIvxycDMk2z4Htu9DhNnqlRKrV1qsXlisXhmxeuli9TLE6mWK1XODPwZ/RC62faXF9qWL7cv0bd/vsHGm2DjXMRyDzKi1Cg8OD6FQeFh4GOTw8HBKCI+EbUoIjwqPgmZseCyFxE6phMkJD5ESi5Pmfgtb47nfuz9QitgXTyxLGizLQYR/dn+hJNiUPzHP2aYkR8yISUmwJkFKFDuSInYkDRYkBWG2IKmRMpEySMO2Iy1SPlIe+oq+7aiMEth2pIjt8MR2JIvtSIHteBRlzorMQq55kXlIPx9WI0WshiJV/zu+8tro83PyqC1dfiSc///Hpr/QX/LHP9pVkt/F13nkWt+Jlv0pX+ESz/sFOf6osE6Rm33v8xv2P8UX/VDv0Xvjr+gcu97CK3S674m38PRuuh08T/4+ou9dLMcX8LRfO/nrMkXlfHP4kf5epK+Hr7gfI7tH78On6MpejCeaFpP7Q6R6n/i6RxmE/CuMhd71X7SFi1oTW69LV4ju65KuLuivil+b0z/o3foDxBS7C3GyW+FV8vgjnj/+WR1zvQBtN4vC3xzpV9Y7i1/VPF1byXdwjplrvp4j37/L1fDX+cPXh/RChN7w0xSeWTyDf9JvF+pPqJ5P5Rzdc+iYr4Lp7TEp7pPrQXytfKeEPkVrYi2UP77H+/vKVes9x0534hvOtJhy9QH9Oz6/8rUu/UdcuqPdl/of2/7iOX8cm55xCpnbl1DeHqqFc7DCKZR69K0WiW1leyo2tcQNtuG47yGe+lpxWHlxrYqde8eZf5lep5f69wfS9Cy9TrSf8Ooeu3qfFH54H7Zxl+CHvYJNxJrxmqR34Xuxn2qf3G97E59XsO+Nv3ItliyDCq/NbsBa8IZ+B58Z0LbVW/Vbov93FEXIHe0rTrylxVr+ZdyRrKH6mRhNTz1P99J381V+3a9I2xS653jeFb/rSHzPtfi90K/0C+jLh6dvphaeD7yOwYIV4sI3yL8/G9sG2OWieyN8j+UYJf/rdLXxZDeMUkS+J/H95mKxA/SGuLTR7+1Y3T7hM+Qk6nuXz3rBWzJOHML6tssfNUjdQ2+S3/sgmSWsYRHKKVbmPsyDb/27SyYsR+Fdp4PR2FNf3w7dh46/X1mIUhh7ybr9KfZ9xbDnTsGeJcx2zObTbLtK2g6zZ1uLxf9+uMbX31Kynk7kPvoJb7rrCWaIPmMxTo+V7/+IBVjOH4Se0CujIYkrxGdyvxO/1OqTaN0y/Rws5rP+0Qa9iPj5oFUcxgeWE1ZsA6xEIQr+D6zvW76diN4/SyxW5mv6Wb3eLzONj3x9nHXQ+sRbK/kwS/UHRUeFvstuDhX6lVEkLhbtDT4/os+I+PPnB7HI1+j2crSe+G5eX3wGITRRT8daN8gvJebZFozA83roSbT2n3q4nqt7IfQSZvVc3U3sw31YjeZinNfrGbo71tb/8D1A6dkavUTPjtbsrxqZ+qXDytyrt8GrjM7chkUhH3fqX6Kf40fMcWXvl/le9FRQ/Col63SR5yvId5c89xD7xEV2/BMrf9UWfxdXnmD69tgtkR4Ve/7qr9jiPVkeVZzDPx7Lfsqvc9o83RPZYvEHZgN7We/h+wh3uotSfnXq7dWP6tv0GD1Nwm/jfJ/DT8r461AUL/6kV+Cz7tTqkZJyok+ynFIZn+jPsRLK+ojf9HOch0WYO/qr6++AOb4rCQGecF0ngbljcr8V/VXRFraD//KPdvrzx2/13zOfS9p0V32jXqtXkpKj4XogrHXnKCLQq/TPOBqvb9Fn6aqwo7l6kO5xCnVF8WOlU2qvb5OiPm3R84Zz4mNP56bnn4Yy+OzdFrXqwLfFfn2J36O3HFqF/94NrfkIc06ueeIcZk+xyFOJIl3EvobPEZ5V/as3tHdC7MwFvlrzd7bnyBtm2wDGTtEnXXV/oKN/Y/ZF49aL/Eiv1lfpuxG6X38c1Z1kXa+dentPsMb9sc95/e9uRRj3h1N/urKkZ91P5xZFh8Dfn2HVOw1XLI71jPJR8x7nGaWflmv7X598TTFbxmkp5bg2YKFTRq560uloyTHq8C0d0O0pX5c/Tb/SsWr5BMj2vzxTTt8G1LP/tI1Myim043TM97/wfsTJnI3APXuiOf03Owqvi2yS+wybjpq5t5926YnX+1dvJ/MORLEyjng35Ch55Go9XymKesLRKzpF94LDR/OP5dpuBvUi+8Trlfwn8ZaX3itrx6F3yQqvyR2vb5dA5514rX/rVvpkM574nSfipxr4vnSRZ6+fF/kt7PMx70b8r23A/T8d+Z2JmHQ///fbcnzb8VnIk13VS3xX6ph1yRMEh94dlDsWRWdWuMRMhWn5WlU5ugpz7m/Y4rF71GrAezqGnZU7MX/D9T79/Wksazf5V5RLfOOotrzlxHfQ3y4h9lhl83tUuwtzFobkCv9uX1NYZ1Op67B2xRzddajMwrbw+1rFWsVvZdXjuzQn47XrGXqBXlP0HpgfYkTgX9N8u6gd9Yq1d8GJ1xeX/ySeFNJb5K7Em0XH8gwQ8KZ93Hf6juPtvSPUXeK7ycfI87lcteKVXGyBHG3A3ItahvDR8KWsKEnU7Pje1ywh/8k8/7CV37eUz4HosUj/qvnRrYPfl3Lxzxvh/PpevyOfGVQGmPRL/27SruiclnOt54m39Bj9iN5hi/HWdWc9SD+uZwpvQNEzPbqdXnaCJW/4axAzt/HI9eg/S7qrHL2jeJju+2PfxTnZTZ6R8S2z/gF44gfgo/f1h4cskf4GOr5n3FhfKsfLcQZs09foV/hYr9cP6lf5irnEPRBX9vZC/Qm16GLdS4/Sbf0jCeEM7CbhBXqe7ofzYAbQ2hqsvJxipX5Wr/BXbb46X5py5J7zYH2z6KLPI84Ern6Ufw9mSSh6CijuWpD+pfBt/hNq70N6IXy1h/2jTVL3DLHzm2QM+O7rUr1fvygJom/t+08Y+GdxwxOv9e/a/itvYxevZXehxYred/67tpO5T4Vf+luKuepQxJBwPGtPKvHzO5dIuBzlwvesJHk/A+r4TFaTstRAv4sZyvt2vUOfhfnSjVwdXdd9PxWzM+pTlfGPl/l3KhQVvTEt+ieP0g95tkIPxTrnX4HULfR1+LTTXSlVR9fgQg6N4ficq5vqTtp/s0G/rj+WpyV4xn6FNWm377/WpVqyctaVVEe/ulFyu+boeZALi47XsC8X92RFRz9wFXWgxlRfeGKqS0xs38N/btEJfx6UlXKtvkkv5zVMj9B3cAil3hNXbfQZsJtOor036z7ofx85cBC6WezmHbJSv4Pfcu+f0TfpVwkrSOEmI6v7+2Uch49XYt1fHjtNsTzfyBMBjBPkbJKzeQOOAxLtHhXvcK4kykfrFW09Bo/dlT6P3Wg631BGKbpB2OkGCzvdOGGnu8e40riGJho9jB70oPDSTTFuNe6h6cZ4YxotYXY6WsPsdPQ8s9PRWmano/8zXjTepvUqR9WjTSpX5dFmZqejrepsdTb9m9np6F11vmpH76l+qj99qAarIfSxmqgeoB1qvppPe9Tjagl9olaqVfS1Wq1W07dqrVpH+9QG9Qp9r95Qb9CP6l9qE+1Xm9U7dEBtVVvpZ7VNbaNfTNeM0K+mZ6bQ78wwR1oY5kgY5iyzmlnNCArDnCOscglmnplnRIRVLlFY5TxhlUsRPrlU80rzKiPNvNa8zijN78oZ6cz6ZmQy65uRHVgVWGdcyaxvRhdmejNuZKY3o6vlWclGNyvNyjB6MN+b0cf62NptDGS+N+M25nszhjPfmzGC+d6M25nvzbjT+sn6zbiLOd6MCczxZkxjjjdjFnO8GbOZ482YzxxvxmLmeDPWMcebsZ453ozN9jX2ncZ7zO6mDGZ3UwFmd1MWs7upILO7Kceebc9TiczrplKY102lMq+bKse8bqoq87qpmvYb9vuqNjO6qbOY0U01sffaX6t8ZnRTLZjRTV3IjG6qPTO6qZ7M6KaG8PtxaoSjHKVGOrYTVLc7CU6CGu0kOZ66w0lz0tRYJ93JUHc65Z3yapxT2ami7mbGNXUvM66p8cy4pu536jn11CTmXVOTmXdNPcC8a2qK09xpoaYx75p6iHnX1AzmXVOPMu+amsW8a2qu09XppuYx75p6zBngDFBPMPuaWsjsa2oRs6+pxc7dzt1qiTPeGa+edu53JqqlzL6mljH7mlrO7GtqNbOvqeed5c46tdZ5wdmqXne2Oe+pj50PnI/UDme7s1ftdr50flTfMCubOsisbOpnR4cM9QuzsqnfmZVN/cGsbKYRyghVMCPMx2amhqqEaplpobqhbLNsqH6ovlkx1DDU0KwUahRqalYOFYRamjVCrUKtzKxQ61Ab84xQ21A7Myd0Yehis37ostDlZsNQ71A/s1G4Uriamc/sbmYLZnczz2e2NrMts7WZfZmtzRzCbG3mKGZrM+9O6JhwvbmY39ozn2e2NvNlN+gmmRuZp818173K7W5+xzxt5p/M0xYIME9bIMg8bYEw87QFEpinLVCKedoC5ZinLVCeedoClZinLVDXne8uDmQxT1sgl3naAk2Ypy1wNvO0BZozT1ugBfO0Bc5nnrZAe+ZpC/yDedoCHd3d7p7AlcyyFriaWdYC1zDLWqALs6wFujPLWuAmZlkL9EpUiU6gd6KbmBi4NTElMS0wmJnVAsMSDyYeDIxIoiQjMJKUsQdWLxEeXxJ5ZFAydpNSsA4HKB1rt4VVvTr0NbAHqSZWQYeyYCVDsIdNyYU95P95aCb/gMEWM1EsZhIs5qXIdRn2ZNjNa1DitXQ9NacbYENbwIb2A3Loj70lDaDBVIqGYC9NQ2kEah4JC5sOC+tShhExEilT3hAua3iwuWfA5taEppZRi3KM2kYd6OsadRHOgi3OEFtcD7b4Ysj2sMjnCl9ohnEN7HJ9scv1xS43gF2+Dfrhxl2Ua4wzxqHMu2Gpy8JS3095xkRjCjUypsJq1xOrXU+sdj2x2jmw2gsRXgTbnQPb/QrWg1eNV6mp8ZrxFuUbG2HNC8SaK1jzXMiGsOm22HRPbLoSm+6JTU8Tm36O2PQzxaY3FpteDjZ9IVVUi9QiKq8Wq6eosloCK19FrHwVsfKVYOXXQv4fbH0FsfXVxNaXh63/F+QmWPxKsPibId+B3a8gdr+C2P2qsPsuVTcjsP41xPrXEutfE9Y/neqYGWYG1TUzzUxqxSsBwlgJqDZWgpqQtczayIX1gLJ4PUCuJmYTyKZmU8QWmAWQzcxmSIO1ARJrAzT8rvV58q51G3m/+jx5v7qNvFPdGuvESGoWuD1wFxlYLSZSUmBSYCqdFZgWmE6pgYcCM6lJYFZgDpUJzA08RRmBJYFnKRMryiqqz2yilMvrCuXzukIuryuQnuVRCyvZSqZ6vLpQfawu/ybTetd6lypZ26xtlGS9Z71HAet96wOysOp8DM12azs0O6wdFLR2WjvJsXZZu6iUtdvaTQm8JlGE1ySk/ML6gpKtL60vKQUr09dkWN9Y36LGfdZ/KNX6zvqOyvBahRp/sn6idOuAdYAKrIPWQbTtZ+tntOcX6xeEf7V+Rfg36zdqZv1h/YGS/7QVpdqmHaBmtmVbZGCFCxIWC9uhiB2yw5RkJ9gJZNqu7VK6HbEjVGAn2olIg1WQ/9XdTkXeNLsU8qbbGUifaZelFLucXR4lV7ArEDOgVoasYldBCVXtqkhfza6G9NXtWkhf265NZew6dh3o69p1KWBn2VmUaJ9hZ6P8M+0zkTfHzkFp9ex6SFPfro+8DewG5PKKi7oa2Y2gb2w3QcqmdlOUkG83J8tuYZ+LlK3t1hS0z7PPQ5svtv+BfnWwO6H8a+zOqP2fdhfUcr3dFeV0s2+i5vbNdh9qYfe1B6DGW+2B1NIeZMN62EPsoVTaHmYPQ2tvs0egLyPt21HOKHsUShhtj0YJd9h3UII9xh6DWsbaY5HmTvtO1AIEQGUZAVAOEMAkyrUn25OpAeMAygAOmIbY6fZ0yrQfsmEH7EfsRyjfnmHPwGjPtmdDzrHnUn3mgEV6YAWUsNheDPmkjbPUXmIvQd6n7aV0rv2M/QxKXmYvR+xKeyXyrrJXQf+cvQYpn7fXIuV6+wXEvmi/RHlAGK9C/5r9GmUDZ7yB9G/ab0Lzlv0WUm6030bKzfZmtOcdewvSbLW3ooX/tt9Fm7fZ2+gM+z37PWpkv2+/j7zAKMi1w96BknfaO5Frr70XpX1hf4X0X9tfI/339k9Ic8A+gNE4aB9E2362f6cMxjHUADgmgnBiMJlygynBVCobTAuWobxgerAcNQqWD1aiekA5NSk/WCtYm84P1gnWpabBrGAWNGcEz6SCYE4wByXUC9ZDyvrB+kjTINgAsblB+I7ARmdRw2CTYBPU1TTYFOnzg/mILQgWoC7mFDAYM1F9xkyQwEyQwEyQwEyQwEyQwEyQwEyQwEyUyZiJyjJmggRmojMYMyEMzET5jJkog7lqKdtp4bRALiAnaICckAbICRLIifIYOVEjICd4Ak43pxsVAD/1oSSnr3ML0gBFIS9QFPRAUUh5u3M7yhnljEJ4tDMaeiAqtAeICunvd+6nXGeiMxG5gKuoAXDVVGimOTjrnOnOIwg/7jyOup5wnqDzGWlBA6RFYUZakEBakEBakEBakF8639PZzg/OD6jlR+dHlAPURTmMuhDWjub/3goRnRsyQgZlMAKjskBgQUgn5FDDEDbKCYVDYYTdUCJkUgjrb8gLeZQXSg6lQJMaSqX8UFoojRqESoVKUUGodKgM9BmhDMoNZYYy6YxQ2VBZhMuFyqGW8qHyiK0QqgANsB3CwHZoCbAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdJLAdhRnb0dnAdpeQF+4Y7kh2uFO4E8KXhi9F+LLwZQhfHr6S0hj5QXNXeD6p8GPhJxEG/kMY+A9pgP+Q5pcEg1SCSsikcxgFUuModwOjQFKMAiGBAiGvcq+i8u7V7tVUyb3GvYaS3Wvda6mie517HVV1O7udqYr7T/efZLpd3BsR7up2Rfpubjek6e52R5qb3JsQvtntRdXc3m5vpOnj9kWafm4/xPZ3B1AFIMtB0A92B0MPfAl5m3sb5HB3BJVzR7q3U2V3lDsaKe9w70DKMe5Y1DjOvRea8e4ElAwMilomu5MhH3AfRJqp7jS0ebo7HeU85D6M8CPuI0g/w52B8KPuoyhzpjsTsbPcWVTTne3OptqMXKkWkOt8qus+5j5GrdwF7kKEF7mLkGaxuxixT7tPQy51n6Esd5m7DLHL3RWIXeU+R3Xc1e4aaJ53n4cGeBcSeBfyRfclqu6+7G5AmlfcV6mG+5r7GlK+7r6OWja6b0Oz2d2CMoGGUf42dxvke+77SPOh+xFiP3Y/Rjnb3R0I73R3Ui5Q8m6UtsfdQzUZK1MFYOXRVC5yR2QMVYmMjWCUgJvHUVbk7gjGKjI+Mp4qRu6L3AfNpMhkqht5IPIAtWI8DQ3wNGUxnqY0xtOkGE9DAk9DAk9TGuNpqg9k11zwdGvB00qQdBQ3FyJmxseJgo8T6QrsiYKM2wgybivIOEWQ8QWCjEsLMi4jyDhdkHFGDH+PJfw9jvD3WMLfYwl/T1j4eyzh77GEvyci/D2W8PdYwt9jCX9PkvD3WMLfkyT8PZbw95wv/D3thL8nVfh7LhT+nouEv+di4e9pL/w9mUDqCcDNESMiGD2DGhqZRiYwNCP1xkDqF1MTweKXGJ2MK6BnLN7U6Gp0BcK+1bgVcqAxFLj5NiDyRkDk46gAWPxuhO817kV6RuSNgMinUXNg8RnUAih8BeSzxrPU0lhprEcso/DLBIWfIyi8laDwc4HCc8gUFG7G4G8T+Pscwd/nA3+3ExTODEMBYRhKFoahZGEYKiUMQ8mC0f8hGP0sdbe6h5oxsz919JE64/K66mn1NNVWzwGXVxVEXl0QeU31lnoL+JuxeGW1RW2B/l3g78rCWlRefaC2A5HvVDshmcEoS1jd6qhP1WfQ7FV7IZnbrYIwG1VT36p9CDO/UQ31vfoBYWY5qqV+U78jzFxHFdWfSlMFYTyqYhqmQph5j2qYlmkhzOxHVYT9qJqZYCZAkwT0ny24v77g/lzB/R3MsmY56Bn9Z5tVgf7PNGsA/WcL+s8x65h1EM4ysyDrmQ2oATyBRgg3NhvTGeZZ8AeyxR+oZ+bDH8g2zzbPRvnsD2SLJ9BJPIFLxRPoJJ7ApeIDtAb6n0qJwP0zKUUQf7og/rKC+BsHVgLxNwXi30AFgVcCG6ml4P5WMZxMlnAyJQknU6pwMrUXT6CteAIthJ+pnfgDTeAPbCVbfICg9QF8AFt8gKD4AImC/oOC/tOtT61PgfI/t/ZCw7jfFsRfRhB/W0H8KYL40wXxZ1j7rf2QjOlbC6YPCqZPEUzfWjC9sm1g+qCg+aCg+QxB7a0FrwcFqacIUs8QdN5acHlQcHm64PLWwOLwe+1sIHJbsHiKYPHWPgrPtXORPs/OQ3rG4q0FhUcxd1BwdlCwdRvB1m0FW6cItr5AsHVpwdZlBFunC7bOEPScYY+3xwNT3mffBzTJ6LmJIOZ8e6o9FXpGzA0FMbewZ9ozgSMZK+fZc4GV8wUrlxWsXGAvsBcBxy8GSi4rKPkSwccF9gp7BXIxSs4TlHwJUPJzyLsaWLmsYOXGgpUL7JftDSjhFfsVpGesnCcouayg5MaCkgsEJbeytwAl5wtKbiEoOU9QcoGg5OaCks8VlNzQ3m5vRyzj4ygybmh/Y38HDePjxoKPmwg+vsT+0/4TCJWRcb4g4wIg4zIIMyZuLpi4RbBysDq1FGTcSpDxZYKMzxEc3EJw8GWCg1sJDi4bbBRsBMkI+FxBwK2CZwfPRpnMKJYkXGKWcIklCYtYkrCIWcIiFhYWsYuERcwSFjEr2CHYAbUzl5glXGJJwiLWTljEUoVFrL2wiGUKi1imsIhZwiJmCYuYJSxiScIilhrDIpYkLGJhYRFLEhaxTGERs4RFLElYxKwYFjFLWMSShEXMEhaxVGERyxQWMUtYxJKERSwzhkXMEhaxJGERay8sYpbwh1kx/GGW8IdFhD8sSfjDLOEPax/DH2YJf1iS8IdZwh+WJPxhlvCHWcIfliT8YZbwh50v/GHthD8sVfjDLhT+sIuEP+xi4Q9rL/xhmcIfZgl/WDvhD7tI+MPax/CHWcIflin8YRZ8mFRqAo+lOrUQ/6SlU9OpCd+gllMLWL+uU5caO1nOGfA3sp1s6HOcHN9vyXPqOw3oXPFe8pw8pzEk+zCtnKZOU5TDPkxLp7VzHmQbpx1Ku8C5EGkuci6ihs7F8GQKnPZOB3gIlzmXIZb9mebOdc51aE8XpwtyRZkY2cNpBQ+nJ+piDyfRucXph3L6O/2R61bnVjrHGeQMgma4MxK9YD+nifg2ZYW5MU88nHxngjMBkv2cc8XPyXemOLAS4ufkiYdT4MxyZkEzz5mH2tnbaSXezmXOQmcRcrHPU+A85TyFNE87SyGXw/NJcHY4n0B+Bp8nQXye88Tnaensd/ajZPZ5mji/Ob+hd+zzJIjPc4n4PC3E58kXbydPvJ0m4u3khSLwcPLh4SRTc/FwWomHc454OOfCwykNL6hMKB0pM+DhNBbfpqz4My3hz9RELXXgzyTAn8mFzAs1gSyAD5MgPkwCfJiLIdl7SRDvJUG8l/PgvXT0PRb2VS6HH3KleCxXh6+G5vrw9dQs3DPcE/Lm8M2QvcO9IfuG+0IOCA+AZC66ZOGiSxYuulLCRVdKuOiShYsuWTwfU3ybfySUTahCZyW0TfgHNUu4IWEodRSmuoB4OwF4OHXhRbAPU1d8mNrujfBhKrs93J5A6uy3VBaPpS48lj4I93Vvgecw0B0IDfsqVd1h7jBohrsj4aWwf1Jd/JO64p/Uhn9yDzT3wkupLV5KTfd+936kZ/+krjvFnYrYafBPasI/eQilsX9SXfyTqGdSVTyTbHeOOwdynjsPkj2TXPFMOrgL4ZnUg2fyJPRPuUsoRzyTeuKZNBDPJBeeyXJoVrjP0hnuSnclUq52V0PP/smZ7lr4J9nuOncdYjfAM8kRnyRXfJIO7pvuW4jd6G6Cnj2TBu5WdytSsk+S637gfgj9R/BJGsAn2Y7SdsAzqSCeSY67y92Fetk/qS/+yZnuJy4wnrADZgkfaR33K/cbaJgpsIq7z/0OYeYLrCF8gVWELzBL+AKrCF9gReEjreD+4f4BydyBWa52gQCFQbAagDkQoPAIVhRu0grCJlheuEkrCKdgDeEUzBJu0jqRxEgS9MwvWCOSGkmFhlkGawnLYMVIeiQTscw1mCVcgzWEa7CWcA1Wi1SJVEEsMw7WEMbBKsI4WC3SM9KTKosnVh2e2CjxxHA+RO6K3AUPbRy8r+rifTUQv6sD/K4pCE+NTKcc8b4aRB6OPIwwMxfWEObC8sJcmCXMhbWEubCGMBcGyLB2wIshak73GLnY87G3MjqoRKDO7ubowFrI7oENgY347ArsCxzA/qf1gtnd2oR9m7UtsDawlnPxd2BfNC1itzFq5bzRHVoug/ddgQNF+TcVlbKPynk36E16k9dTb9abvZtE9tXL9DJvkP5If+QN1sv1cm+4flg/7I0U/e0iR+uleql3h8gJkmailPOAxM6S8GyRj0uZS0T/tMilIpdL+c9JeI2U87zItSL/T+Q6kS9x+WREW8HfVAu78rpLCQtYUkWzk+6sO3vX6416o3ej1NxVZA+RvUT2FnmLyH4iB4ocInKoyFEix4gcK3KSyAdFThE5VeSjUtdMkXNEM1fkQpGLRC4WuUzkCpGrRa4X+QJLauR10cP1cLR9hp7h3cC9Qw9e1C+iByy7UyWqhH5wuKfep/fhd2LZSzS9Rfbxe8bhfiL7i2aA30vWDPL7yuGhIoeJ5ja/36wZI3KsyInSkkkSnuyPAYeniJwq8hFp+QyRj0r7Z4qcJXlni5wjKeeKXCB9eVzav1A0i0QuFvmk1PKUyGf8kWP9cn/8OPyshFf6Y8ma9SJfYEnK7EQuueY0fpqHAuaF3AKcG011U7OfXqAXeB0pG3suYirAr+ykX9Ov8f+/Q17BEvE1qAZ+BaTCr3BAH8CvwLK7aHpIuJfI3iL78D8oYeQ53E9kf9EMEDlQNIMpTGGMPIeHihwmsbeJHCWaMSLHipwg6SdKjZNEM1lSPijhKSKnipwlaWaLnCOauSIXiGahhBeJXCzySSnnKZHPiFwm+hUinxXNSpGrRbNe5AsiX+JWkYExw6zEdz+9Sq8iE8c9dU8czdKzMHpNsONX0C/rl3FUDjtyUGXsnPNCfSFVwvea6D8+6hkYdZb9mA0G6dMoDaPO9XcV2UNkL5G9/ZFm2c8fXZZDRA71x5LlGJFjRU7yR47lFJFTRc4ROVfkQpGLRC72R4XlCn8kWK4X+QJL9K+ff65Uw8792qV3wTJF+6so3eyEPpN5uXkFYvkagilXDwJmP7MfWeY0cxrZXkekD3rX41xzvO44v8LezV5fSvAGekPJ84Z7I6iUN8obS2W8u7x7Yanvw3lR2ZuI86KqN9l7gKp5U7ypOFcf5XnmLfSWUpa33FtBud4qbxXleau9F2BbXsLvdjb8+At4xbFnOmEqJc/E/fc28xDbZtFTTL/F/tvIcW4J0XdA9GeaebpLfKNJ4o5nc2P+PcaStZefYN0XywbK64j+xOefe8d/HruEdut79b2F7dFPYYdV0av1au4325miuHf99+JieUVrCRNh8X7swX4g/h0Sfb4+/7j6xhtsmawlfvlxZdXHfljaYm05vF1pUSZasaKxbXoz9i0D/z2DA8wwE+WYib55WfJ2ZOZVfjLyOFnpwsXfHtK8fXvoKVrhQ/vwsH/k+vPQv7Hpgz7H1Fw9lxph57HD783WTK/XYvHYotF12LFa8UyX9Hy+FI5rJvaS+nG0/m+OcjEebROkQ/LMc7HnOBkpxR3z+QpLfLRy9UK9kPsg4cewf1oyF9DhZctWIZ6PU86FTtgP30o6pw/LS62wx5b1o/6RQtEnt4u15dlCLrIjbG78P0FJWW7J/w4ldvl4toD/LCafX2mxLMwlb4fPVdlKyneEdpVYpj8/pOyc4oyDsWlKjHsryqF5zHr8ucFlsf2U78I5sfQ43uJQFMHKdhUM/bW8pnmdvW5YzXp4PSgRK1g/SvJu9W6j0t4IrFoVsGpNxbo03ZuLFWm+9xi1kJXqHKxUL1A7WZ2uQIn5sla6ctU9Iitmolx1j8i6mYg6/on1tYvXhUysmNdj3bwB62bAu9HritWzG1qQKi1IRQtuBobo5fVGbB+vD4W8vlhVw94taFkqWnYr5EBvIPSDvEFo62CgM+UNwZprecPQ7gS0ewSleCO921HyKG8Uyhnt3YEVeQzW4mTvTu9OlHCXNw613O3dg57fi36moZ/3QU7AGq28+7370VpeqQPeJG8SypnsTUaND2DVDnsPeg+ihCneFMROxegkY3TYr3nEm4HePerNRO9mYU0PeHMwao6MWipGbTE0T3pPoZwlGMEwRnA52r8CK77lPeutRMt53U/xnvOeQ67V3mqkX+OtQ8vXY6yTZawV9mYy1mEZ6wQZa1fGOkHG2i021nbMWAcFqaTIWAe9nt5NaAGPeLKMeFBG3JERD8mIB73+3gBoeMSDMuKRmBEPyog7MuKejHhIRjwoI54oIx70xmGsk2WsLRnrZBnr5COMdVDG2pGxDmGsp0Jz+PjaMeMb9BYALad4j3uPoy9PeE+gZB7roIy1I2Md8p7xnkF4mbcMeh73iIx7UMbdkXH3ZNxDMu5BGfdEGfegP+6MiQxKwacWPkRdWOed47Uj8i7yLkLO67zrYH0UclTzqkFb26uNVmd72ehlQ68JUhd4BUh3iXcJfv2rPH5HNlpqPnKxheVyr/d18JBhQ66N06VBV47a+zoD5Z7jnXeCNRpI0VZkG7/UjvhcKWXe4GtaosyLqE2cLhvf7BvkxmnTYXeryV7B13PJF4jsjFICaFlLtIxbUBEtuAbe43hvPFWN5lc5pFSeype8N/o6IHBVRTWL0zlkqkSVo+rEao0fSBk/q7w43Q4yjU+VrarEaV9HGSlxmpVIt8NYa7wUp8VZZbyOfYHxZJx+HFnGUtknGA/GxfRGOVONAcbEOO3lKOd241p8hsbpm0PfHXtro0ucvhbKb489G5+2cTGJiMmTPc3IiY2h/WQb5XinXyFLx8W9j1YR7UBcrPYl/Fpf0ev0lWHH6RdBvwX7UtoXp58MpL0G+3R8tsXFDEbMbNlH0Nq4mGvJpjtlvwGfuXFxfF71lGcLDun4vOJnFQbHafm8ai574TjFn1c88y7wZ15YZl70zJ5/1HOOU8wT+XC0HhMzz2xpjpY6uvq6WvD23jezzd5x2hR4fy9hTzcvj9WrX5GazFfNjXHaT5H6QfWVudRcGaffCO+R//F+izndnBkXswxn/XPmw3G6mSj7IjXfvDNOOw5lNzYbqwlm3zh9X8yRgWa+eW2c9kqkDqvOZg2zTZy+JVnqB+xtzEQzJy4G/VfZar9ZLk6L/quXVLraYdqxeuNXlLMIO6lX1b64mF04Bz9XE1WNOO2bKGeosVkNVV6cfhnK6aK6GM/h83NczHTMmZmqjbpB9YzT344cOcadsAoXqA5xMV3JVqVVaeNmyPqqcVxcW7SqvfGrqh+nzUUdnxpNYDnieo35YxkbsVcxNqpAXIxCjGMsMzYZvysVG0NfYF5Op33GdGOFscf4Ii5uIwXlKZQtkNONV424s4aW4KxfAasx1JgRp5+KulrTDLYaxpi4mNtQV5aRRaMh2xhx40OdUVpXw0NMxzh9G8zdn/k5G1iU/LiYbMzdHdhz8fnVqFIUZxjpsvaRr4nORYWZV8OD7+DV8epiRp7pnYkVvp5XD+tzrpeLVamp1xSrazPvbKxBLTEnE7yrMRtdmY2JyJ9shSz4EMAqmN9AgT2R/2avF1L38W5B6v5ef6zCt3pDsLIP84YBnw33RspVldGUDnQxhjKB58ZRWcEVUaxa0XsYc7w2UMFiauA95b1IZx3TJhzNojzs25VDtqNbjC3qhNFRWJczcTTCH59uRePj+f3rjBoM6aWSXtrSy7D00pVeJkkvPellKellaellhvSyrPSyXFH/5kv/XsTvxO2u7lVHHfkefkuvhdeiCKt8h090JnX3NTuwXralz+N0b2I+YHWB9Y/VrsBvnh+nmYu8iUadON0EfP+KM6V0nBaW3F9fCjVd0aYtWK9idR3wvQ77rjgt17k5TlMHeaciXayuNL5HY1/kaxkJVffy/6IRP/q5xG+lGJEckfV47mANM6g1PhdJa3uILovkWT6a7/chquVx5OuPE+hBX1t4phX276+aMUebFXzG72OkYHTwz/iefO3MaEUfYjeMZjHaABBNNm3A/v/Y+xY4p6qr33XOSTIzmWfOKye8QUSkSBEREWGAYUgyec2AOIKgIiIiIgJStEgRKRctlyIOiBQpIFpLkYtUERFREZFSX6X+kPpRa6nlUupHrVWrSJnk/vc6J5nMTFDQMt773S/7d3Z29mPttddee+219uNE6DgN8TJtFFwjlTWCINMKScjSk9kQ6BjcPDwSHWkEYRLnfTMbAu2EJiFmoe2NIGyAGwSdSKJHG0HoSnvwa1GjOJ22MQ+n41qCpwS1L3L0+DS1zy8bDv7qVnYFZEz3sqvAZRcw/S9kXuuVk9cU6FyTaFIWVW7m9ieg47/Aev62rHg39cF4ewxOjLq1WSkecGEn0EU4MQssyKS1nGT7OjRB/3n6emA5eKB3et5nnCcLung65fXxwG7zQPf0vJ6Jlz1eD7QQzwyS87p4tjTkzytxf+yG7PSMwbMqE+8S57LcB92QWR5Ya575WTW8697pBjd5IK8873omZZXZ5dnlfswNewJ1yfhV01DKvdCz2g3Lwf0pUh7z9M4qtcg91TPfPRNpGFOeVpkUt2e6Z7q71jPJDdzcO5FGWaVq3f08CTckjhuaMH4dzirXz9PP3c7Ty90ZqfcitZ97bwMl3MiA+ElpCqYxdB11n3RhRLmHI6WDp0tDCdebrv2I74tWfODxeIqyWrXPtcW1HWntAPeY++MG/Nxb3VtdK11rkeZC2lvud7JKrXTNcYGirqMijJw7ssrNcc9xjXNB0rteR+ocpK/NwrHSPdIFq8m1CWlj3bPd87JKVrq6uvu7eiC1DjWOdU9ooIi7q7urq8jdwQXL0DUTqZXuSFZJr/KhW1Ywa7lGAq7X3cXdvaGs65jrmLLPdViBXeSCpe065s53lzRQx9b8Xa1Ap6NuV1Y86/0uqMuufa4GyijKXNcyoecrHyBlm6BsJmWCa5YyGSn7kLLatTMLVkyB3ot6FNdE13xXNkUSSi8Feq+yCmUmuRY0tMrV29UbNgysdVg9sqvGNTmrlCWfVCBTlQkijJwNnOpSTion5UMydAcFGrRyUqQ3YALLALykdEfKe8oJV5ss7HfL6+VNbD/JyiGXnAVxg7JBXixjppOPI22PcjSr1GJ5ugw9Qn5XhJHz9axy05Xpcq0M7pd3InU60jc3lJT7KjGxdiCvQ9oIZaqyKKtkX7mN0lOsDMgLUOMIx36y09pgstNljAFYGTLsqxFZaQS74Lj0AdISbO21UfpmtV2cqZb4FPj7clJpGKmKtFHeCbtGkqGvyHvlw0rWSJU3SkvkR6XlbEHJIrWBt2AzLZFmyPeKtQMJOpu8Ud6bVXK6VCtPktB+Ce0HnRbLGxqwkfpi/pUkyD95RRYmneQ+mH8lCdSQ52Xl9mIGliTIP7mLPCmLiiX0sdAdRS2ObcV1S59Jn2GOh/zDbC/J/bJqeBdzL+QfNERZelfukFVml7QLc8xGnu1laZfsaShFC6XVJFZOIP+kxwSFM6UW0VTYOpB/rFPsa6CONF2aTrWwdYAb6hQrOQ2laqmflGCNC/JPqpVWZpXrJ/WjdlIvseNLkH/4PcdJbUl9/f8Vm0nonMMxz34T2ynbanJWXHgF1R4jt3Adl5eNpvRKZtMcUzI5IC/LwrzWKqC7muW8tVHOyrKgg43CerXQbyrw2ON9KsctJGHvSsxF6bjZDrywE5fmizNZXz3z1dgN7D/O2mc5c+N0R9+axvhPAF5izF6TFSv01H2MaTruzOsdwjS7oGzQKVayRZ7LW0zXC3GrxlMdfq1wWjWd42p4xXB+o7j+NIf7MzuuK/fYmEZxOq8fhjNxZ06lcIZK4lcVNayfR9m/Ngfet+XA+7YceN+WA287bhyvh4YzcWeOd2UjvIeyH2Q/8aX93TCyYlw35gbkyCWzeoMDLoNV6mVpVcTSqoSlVSnLB983KKk4I1OM0iWMx/c4TvQGNDV8z86KFdbQWITESYkJWfH2WHbxbn8rx/7+3tews0LsT4Mv3uKzHo9bGaYMI1KuFKvByi3KLdALpinToCvMUmbBsmqgoj2rCpxLfPf5lhCpN6g3k6zeot5BBZqhVZChVWojaIhWq9XSCP0VfT9doR/Q/zfdYNQYw+l7xghjFN1h3GjcSHOMm4yb6S7jbuMXNM/abr1GjwvMHC4Sp2J6UF9n/afRJ9UXblVqVSa35EhGSHe9WIccNC41LiXZTPmBs/Wu9a5IU/jMkTJX+YwK0u/NOnsfcWYj+Y7jyuHGwO2HO+S4L+DEdzpuHRzy1R+sP5haD7cwtZDjt8KJPFOTU1Mz7H+YScNO9Ur1ysAW9ZwCdhonhj0aLpQKZercbztxXrUR/j1SPXLRvWlcGu9kUbLR2QKBN3/vTO7M4L0qy5XBdYZL/37McSLs9G/Kk/IwbLhGeCA+nc584NAktdZxZY5bm+XugxPf98KJ71apVoKmAn/+DXqLb8ZXwBI4ZNP7MzhBc4GTKHcafcl9lqsvBb1zwUadpw0bfk7YR5NHG8HendydohQle8OF4fA7+ajjnocT30vgxHeaB9fXr0/dCjcuNS45G07AXgEn2iP4RKZ87SKMdeKxXsZjvSOP9U481nthTC+hCqPOWEfDrV0Y2dejjIYymB21i7WLyaP10S5DuL82AOFybSDCg7RBCA/WBiNcAeh5gF4JfyjqkLkOmetwcx1urkNBHXXwl6ImN2rahfH+srWH8q1foVZY5TSNZZuUJdsk3xgfpLHvJh+kme8Wn4i51YdZy/cDH+Yz31zfXJIg124gtzpBhf2kTlYnkwsybgrC31d/THnqfepS+MvV5fBXqCvgr1XXwn9DfY+K1T+qH1EhpKEf2LfWWsNvq3WAL2hWpl2pTUb4h9pi+A9p6+A/rj1JJdpT2naEX9PeoyLtE+1zyNPj2kkq0vP0IspjuVaqX6mPRHi0fh0V6OP0iQjfrs+Bf49+H2KW6EsQrtOXwX9QB1b64/pG8uqb9M3wn9SfhP+c/iJ8QUef/hcdtehf6F8gZ71eDz+lpyjP+I7xHSpgGaob/Y3+iCk3yuEPMgbBrzDQN0algb4xgkYQfsSIwI8bcfjDjGEkG8ONKxC+yriGVJb1HuNmyHrZuMWAbm9MMaYgdZoxA/4jkP75xgbjcSozNhrbqMh41niBSo0XjZcRv9v4NcKvGm+TYRwwPqN88zJzIOWZFSZwMCtN4GDGzBj8arMa/jDzcvi15pXwR5mj4F9tXg3/WvNa+KvMHYAgZoVS/3n+fmT4q/3j4N/unw//If8qUvxr/E9Qvv9P/j9Rof8f/k/ASdut50kFV70M/xXrFfh7rb3wX7Vehb/P2keF1lvWWwjvt/bDP2AdgP+O9Q58Mfdo1h+sP5BpHbYOU4F1xDqC+L9af4X/N+tvpAbKAqrQLiRLzE9STNpBnjN/37g4w8zn7yDX+Pdmx4n3SKblgXOeqmleCsJB2+AzdSI8Hk58i7y1cJCZQq5k8op4B2ajvG/CxVIxlqkiLOSoqEOcaUzj4Jzh5HTIEpbh6XInkyezYQs8haxhHYNYx8jDqOpFGvPmhdAohkHWCP7qzbrExcxNQmdQefwqGL8TMGZvVCdiRN/EY/lmwJKcsXyreivyTFWnIjxNnY7421RoiOr3VFjq6u2oT+b6XFyfm+uTuD6Z65O4PiFlzG8gZfJZasgsBRQe526uL49HkYvrK2CudTPXeplrvcy1XuZOF/OZh2T5EHhIlj9SKvDrK88Nnt2PfWo09Qfxpn3H381vZrb9x/gNupP4nZw8h4vZy0kttTnV1kEc3y71/dT3s3iPGoe/cb3OCMk+79qoLMYBOSdM03rHadfLeNoa1Cnr/fL21oj/qj/j9p5OvTYE+x9w7fgHxX9nNqq3WXtz9PgZ0tk5q9sfLg3BxsemM9fr5LHDMs8so4jA9S+x9VKM38MRe7lxOUbNCIwXyag1rsSoGYl8CvJth0bwnPUcydYOawfCz2O8yNYL1gtIfdF6EWNnp7UT4ZcAUYzk1d9gJKusHXjVxepiKoSOsASy5H71foTr1DqEl0JrcKnL1GWIeQC6g6w+qD6IsNAgZPUn6kqEH1IfQniVugrhn6o/RXi1uhql1qhrECO0DJf6sPowwuvUdQgL2eFhjUPIxnOgmQn9wsv6hZf1Cy9LlgLWL7wsX4pYj/Cy7uCF1lAHu2mpvhT61TLoDi79Af0BKtSX68sRflB/EPEroE249F/qv0S80B1K9OP6cYS/0E8g/l/6SeSp15NUaJBB8CVDQh/IhoKwy3Aj7DEwqxl5Rj7CFxm9HZlaxvqFl/ULL+sXXtYvvKxfeFm/8LJ+4WX9wmtcA52ilGWixhqE15htzAZkW4/43ABWxhfGF+CJE8ZJhOuNeoSThsAtZaRgFYoLES5TMmUqNBUTuJkeE7iZeWYewvlmPsIFZgHCXrMQ+YvMYsSUmCWIKTXLEPaZKsKaqSGsm36ELzX7IXyZ2Z8Uc4A5AOFysxzhgdBW3OYgcxBiBkNnUcwh5hCEheaimEPNIMIhM4Rw2AwjXGVWIRwxIygVNaOIEdqN24ybcYQT5jCEh5vDkedyaDpuc4Q5AvFXmFcgXGvWIv5K6D5uc6Q5EvGjzKsQHm2OQfzV5jWIGWuOhX+deR3ix5nXIzzehJ5rTjAnIHyjOQnhF80Xkf9l82X4r5ivwN9j7kH8r83X4L9hvgH/N+Zv4O8zf4vU/SZ0cvN35jvwD5p/gC/mqmKeq3w8V/l4rvKxDlXKOlQp61ClrEOVsg6VxzpUKetQpaxDlbIOVcpzWxHrUD7WoUpZhyplHaqUdahSXiMQ62PptVGi2/HbwzM/8Zxvz/AKz+32TJ7Hc3iBWEWw3mB/Dq8iiHN9UzN75nfwrkg36oHYMdB1smPbkIXYoFiLcU5o3iHWYzAOwWJaZ+1czOrC5nHBhgmSByMHlgmsl99h3t4FK0XsMspqF/USlIpCgtwEXL+v3gm7YzFkh9ALfoNx/kf1T7AOBEwfQ9MwwkeSoY3Tric/xvl8Cmg/0hZSa4z2VdRWW6OtpfYY8xupI8b8FjoHNsVrdK72tvY2dYFl8QmdB8viOHWFZZFH5+ut9dbUDTbFaPoObIpx1B1y4Xa6QL9Tv5N6wLK4h77LlkVPWBOP04X6E/oT1At2xHN0kf4irIne3K6L9aP6UbpEP6b/jfqyTdGPJcJlPM4HsC5TzuO2gm2BIRi906gSWv0BGmr8p/GfFMTo/ZxCGG9FFDb7YSxVsVYfY00+zhycgA6/imrMX5q/pGHm8+bzNNx8y3yLLjdTZopGgOfOoyvAc9VUC33+IboS+vwaGun/uf/nNMq/07+TrvLv9e+l0azhj+GZ4Wrmy2uYL6+13gAvjGWOvI65cBxz4fXWQesgjQcv/oFusA5Zh+hG5sWJzIs3MRdO4t7U1VGCl1Sd/QBzVCdeP53PU5zNqYNohsNJ32eO+Spreh1VsB093tGHJ4BTJjq26VTwy3TorV51JjTWYubtMlB6MqmgwWrmUb9xgQGtwrjQ6EWyf6kfkt36u/V3WDf/sP4Bq+QT6xPw5D+tf8KW+dz6HOPtC+sLKrb+Zf2LSqx6K0mlASkgky/gDrhJC+QF8kkPeAOFZAaKA8VkBUoDGgUCRsCgdgF/wKL2gdaBNtQx0D7Qns4JdAx0os6BzoFzqQuJN9VCAkszpSS0VOOrtIrsT71Sfzw5Kzm1PlFfmTwKjWVG6lh9IjkLOtNFqUnJx1JdYTP0Tc05Vfnke81z1lfWr092SJpJuX4HIM2BxTIH0HkVBmFho8S+NOd+XitK55zEOSfX70uOSQ5PTgC+W3lFa1X95OQKYeGkKtgmu1f8y4XYAcPIttD3rbRWkBNttbbk1tpr7cmjddQ6gjM6a+dhTj9fO5+KtO5adyrWemg9IA96aj0xDwptqAxz3yNkGT8zfkYB4+fGz6kVLNfPqLX/pD9FHVlXOlfYKLwiIWkW6pO5Ppnrk7g+ieuTUV8XhM9DrTLXKnOtEtcqca1CB0trWwprW25b22I8ZMZDZjxkxkNiPBTGQ2hYrZkXJeZFiXmxiHlRYl7MY17MZ170Mi8WMC/KzIsSeLGe3FYSHOlhjpSYIwuZI13gSC8pgULwpZf5UgNflsLG1sCdxcydGrjTT2UBCzzqYx7VmEd15tFS8GhnKuFRK+4n9MlI/Flinbz5OMXYrKNOPDbFfmhek7E5BbQRKyL5thXHks/LKw1ib62AW0+MqYtHkJtx9PIIKmTsihm7UsaujEeQmsGuG410sLtTrJOzzCCWGWW8ItahBTGizMlR+/z17MzqvLDCxSw8CXUrXKvQ3D3c58R9K3HfyixnFO5VN/dqXiO49mnNH2Tgypitrkd7b9Rv5JtEHusj6yNAPGGdAMSTFnRSK2WB8wJKwIXWeAIeyBubdvYuqn1HZQ5rCmJFgGybn2cFF1sKbrYRPGwd5An5bv0dlGnQFewbNHYf3MVtFXaAWKu41VlBEByvML+Sw6+C8xR23agX7wGleWyus8sn9mkSmThR6xLrfoYjWYizbrRABesuaynLdhfjS4yvxPjKjK9yBjXfnaPmu7nmH1h3/dtqlpV9gOtWjrjG8fse/02fVF2WS98DTv9+A84JZ/KzDZpVfnODaxqX/ftM8PnKcCwVO63yWfsyDbEIl6XK+HsLXCzLOWXTvzl8D1w6LNb+mq0h5MDhVucfTU6VnkXDbPqn0zIxux3nhDP5s8KN4O6DO2X7s+KdvSiGPTbLpeH2tR2H18BlwzkFzJxtc/Km62lafybNcZm4YXC7c7vsOpryYqb8j1I/4u8N4v+mGuIy5cTdfvrqdZlGeIIO6XBmPfdU5VbCZWOd3WfpdmCU+7b5dhL5dvlepQLf6743IBEhRxC7jSTfs75nSfZt921Hvud8kKm+Hb4d5PY973uePL4XfC9Qnu9F34uU79sJKAWAsgulXva9jFK7fbtR6hXfKyi1x7eHvL5f+X5Fhb69vr1U5Pu179co9apT6+tU7HsDdYsTRebXrPsl30uo48swKGQMihiD4kYYvOZ7DWUFHiWMR6kjTYWE3Ue2NJ3HmrtP9WF20IV1oPphHQjrrwtmmWKrGLNMmVUG/UezDOg/naxOPCObjl14q3ob9A9hBXrZsixiC69Ee1nbDV1EWHWq9k/tn6Tpso66dZfuIoMtPFMfog8hP1t4lj5Vn0oBtupa6ev0ddRaf0Z/htqwPdcW9txOasf2XAe2UzvxHk5nMb9aeVYeZP051nnO/NtNnGeTvE77fsjziil5+IzKZ5lYmYpUfNACQzXQ6lYq9E61p9oTc2VIDZNLvVIdh7aXWCWkWj7LR5plWibpVnerOxlWuTWQTCthjeIZx8qmhjoLtrJXfVbdDmoIypQwZcqYMipTRmfKmEwZP1PGYsoEmDKtmDKtmTJtmDJtmTLtmDLtmTIdmDIdmTKdmDKdmTJdmDJdm1Hm6/Ry9r2KWqbbfMq+VxF21jTs2PS9in7U3YkV+sibjImYnwnzcx35HS1FzOF3W/+DU5dZz2JG7ho4H1ZYGlJ3pCx0IIlcCnTcWmhVr+hHqDPrtUHElqplahnapKka2mSqJtrUWm2DPuykdkJPnKueCx2ql9oL+mYftQ9ocKnajwrUAeoAKlQHqYPABVVqhIrVuBoHtBoVNqp6vTqe5YWLtVNi7VSBVncDeaDVTSSvw2fBrBNFC2w+A016ZZ0pWtAUCltGHrY5SpxWVXKr3gaXiVadc5ZbxRJA6oAR0sfB8R7EdOedY+KdYzev+3rsnWO2zfJ5t7iQd4uLtLe1A+Dl/9D+Awj+Xvs9adpx7V8Y2a31tuDi9np7cG5HvSM49xy9Czi3q/4d8GkPvQedyzTswjTspt+pz6bu+hx9DvXgdZzv6nX6UurJO8S9eD+4N6/XXMp7wP14D/gy3mftz/usg3m1soJXIofwikylOcwcTkN5nzXEqzNVvM8a4X3WqJnySxTzK36Fqv1uv5tq/Hl+Lw3zF/lL6Qo/hgS/ZeFb6hPHRrH75F4xSsRZoW8Nm8487m1sfsRWze36LIxhsQ4lbAe3eqN6IzCYpk6D/S1wlBlHnXE8t0VwFLZS+nbUQraWDql/Ro1H1CMYdR+oH6CWD9UPyaM9pT0NXn5Ge5bfHfDt0LSbI0dtfP+nIy8qWF5UZGK/XF7I2lCWggcgBdUWkxRprlz035KikaRo8d5w1hvs3vhxRka0PB5COvR28FicQzq0PEb9+SytjdF9ZyALWhZTe41HrEQtZkyXiPGeLY14Tf0clklDBTZWkVUEupZapdCaVAsYWn7LIsVqZ7WD5tbR6gjp0MPqAc2tl9ULmtvFVh8qsC61LqVCq7/Vn4qsQdZgKrYqrUpAC1lhKrOuskZzWyXepaUceN3/7eLFO8PkSE1xcn2X07N1jtTcROLuy6ZMrGjLrarYG5PJz/vcpC5TH0Cs2MlWeA/bpa5S16DvHlYfgXb+C3UD+mijuhF9tEndgj7aqj4DXfx+/X5o4cv05dDCV+orIZV+qq+B5i32lTvqJ/ST0LaTepLONcgogLZdaBRTT6PUKKWLDJ8RoN7GRUYfGmB8bvalwS0yq2TTZ2lO+iwV9NFv0m/9/44+Nl+LE9knmBLL2HK1279SfQg1ilMMiroObXapT6ibUddT6lOo5Rm0toBb6+UTB4Xc2iJ9DVpbzO0s4Xb60E4J40OcJtD5HIHJbba4za3RZpXaGIZhUjvDQvs7cPs7nXXbRdYUTSeCtflqTsnzAGsaD4AHSN2Avpb4jIWM3vwp89W3gZ2wJu37lcsb7RBMRN2ToBMpvKvoUqer01HTjMzeYuFZxzc/x65A0tkVkMjFuwJu3uvx8F5Pvn03RYb1LE/hN9LYUlbcmbTvVIpWPiji5EN4wiQp+Zk4We4t3gsjY2Q7dyAfBLThjTQvoXN51EfV9WjP4+rjwP5p9Wlgf0h9n0p41vPxfKeqH6ufkqYeV4+TqYmXmvp5h97SJmo3UyvtFm0KtdNu02ZSB22N9jB11h7Rfkbn8Q59N+05bQd1Zz2uB+txPbU/aofoQu3P2p/pImhzJ6i3Vq+l6BLere/Hetxl+vn6+TRQ/67+XRqkX6L3o8H6AH0ADeV9kSDvi4QhjSZRlT5Fn0JR3tGP6Xfpd1Gc9bsE9Ls6qoZ+9xOq0R/SH6LL9bX6wzRCf0LfTLWs641kXW+U4TW8dJVRYpTQaNb4xrDGdx3reuNY17seut4wGs+63g2s693Iut5Ec7I5lW4ybzNvoynmD8wf0K3mXHMuTTXnmfNomnmPeS9NNxeaC2mGudhcTN/jvfyZrAne7i/2F9Odfs2v0Wx/a387+oG/o78j3c07/fP83/X3oh/6L/ZfTPf4L/NfRvf6h/iD9CN/lb+KfsznABb7r/RfRff5r/ZfTUv91/uvp2X+m/1T6AH/NP80+skZ776fTf6Hnhloy6Mgx05WgHgnSwH/805WoCBQQHmBtijB+2lsFxDv6Cq8o+vivVw379/m8/5twSn33eobjzAhs3iXl4wrjCtJNkbBOnKzdeT5mqPUxW8j7kQRtiXFm9/st7SJe72SbxprkmLFjNRR4gSFOlodDahirUyxaqwaclnDreHATOJ7PVrm5Ay+9ZvE7jOJf92VKL3a8hNn1hbrap0zcUKDFidUyHrLelvM1qipC+/bNatbpHIuysBOrzatdG6/Dc+qb6Ww1W3YRnujA3B/w/otsD5g/R762CHrL1T6FbUpXIK4hJtLFGb2GC2nlocEDP2oA6lpKt+IMlpnUsV/ElvUjjWXGifPTzP0zo2Fi6UWsbyS+VyRS7tPW0KeDMUbwZVWOnBXfwXcy6AN3I/YR9THMLOIM0356j/UT2DDivNKJZCGj2L0CWmosjTUIQ1/B0n6R+1PFGAJ2IYlYHuWgJ1Y6p3D55U6Q8bdBEtWSLcuLN3OY+nWVf8J5Nr5fF6pm/6U/hR9R39afxoWrpBrF/DppB4s13pCrpXShXwW6SI+i9SbzyJdzGeR+piWadEl5gXmBdTX7GcOoEtZ3g1gGVfO55IGmjebU2D/Crk2lGVZELLsPti84rxSFZ9Xipjvme/B5v3E/IRiLOPiLNcSLMuqWX7VsMwaxnJqOJ9dupzPLo3wb/ZvhkX8jP8ZquWzS1f6/+r/K430f+E/QaOsa61raXRWD9l8kT4dsAb0L+Sz8MTr5BKvkyt8mszNZ9PyeGW7gFe2C/nEVjHk3jwqMZYay2AxiNNqaoavhB0oduOnOvDXnrLX/521Nub1h5nf7haj1PcXXyrLumpF6XvU63LkEbi345w2nEeyUu3c2Wvs/MZ4pDyaE5LJ2r/pPEQ/ywFL4Tdw2/nsGh/LWWN2237O8Vdzvjd9R5y2ZedYzznGfkmOX3CO65rkaEyfDTnraZzn8Zw1Nc6zMUddTen8v7JS7Vqb59nUJM/YHHmeaJLnupz9tTlny5rm+mXOtjXN9WTO1jXt+6dytq9pri05W9g019M52ticj7bmqLF5rmdy1Ng817acVBXvyWuHUDt2It+zOenaPN/2nJRtnu+5nLS1+D1NvN/HZYh25KRu83zP56Rv83wv5KSwlckpOflezEnj5vl25qRy83wv5ajXnk3TOe3+2JWj3lz5Xs5Rb658u5vVK8snoU09n5xlO77ntf0r3OnkEe7Nb8lN+m/H7nT6oWmffds4p92/u/9XNXd0tt5eIEOmivcWhKEZCe0n+3MC7nRvJKTzSc5tRftuIt9KdO4g8u1DtlDe4LsLMr+twwVNbDPCnejf8pEs6i91p0VSiXjrKlx3OAvPRLSlP2ToCY75EkcN9xvsMxCSeolts1GcT0q6oB/eBKtZ3Hrw8K2HPL71UMQWQjHrjfmsMZp86yHA1kkrvvXgZ+vE4lsPrdmKaMMnP2S2IhS+9VDAtx68fAqkgG89ePnkRwlbEaV88sPHVoTKtx40tiJ0PgViOPepxa2HtmxFtOWzIIV866GQddd2fOuhPdt97TM3qZPoSaHNSnzroQPzi5tP2rr51oPOlkYeWxp5bGnksaWRx7ce0neZ0/eXr+Gby6vgCysij2895PGthzy2IkrZfihjy6GMbz242XLIY8shj2895PGthzy2HIr51GYHvvXQim89WMxFHfnWQzHfemjDtx4UvvXQkW/glPINnDK++9CR7z7ofPehLd996Ige3ckc+Kl4W3ju/8c59adeqd+TLE9eLN48kNya2pyKpbbXK8lw8mRKdt4GUZfqjO9jRCfX1I+rP1j/26Q4jT8cOT2p2pOv1x9OrkiuTu7ns/U9kjtTZalFDXCTU5HeDK6oOQP3692rKGMultnKUXgF1b5nrPA7A+x7xgrfM5b5nrHCa6r2PWMFcNP3jJXM3eKJCN+EOiSuQ4yUtt/CeXlxJ90401PzgXMD55Ih1mOZE+ZAQrgov3lvsxTeDaqLGeqYc1ZzrHNTfVE6nXO+yT1zZmfYvafTJ1zevsutcHmJywt6FzONJaaHwvSQmR55TA+F6aEwPVxMDzfTQ2F6eJgeMtNDZnrknQY9ejAX9oCbIeiRXMccLOjBXGync84Z/yXoYc+SXahn01lS/JsANX+rj32DQOIbBDaO0pdBoSn8rrWmUOz7AhKvi4tU8D//w4N9ph9jmf93ZzxF4cbTKU6wO7l+Bzv0Cfhfnms8320+FSz7/UvCImx8gpDjQYdc8ZK0hpqf8xPn5KKs15zd1WnglSxviVpSnhappX2L1PLjFqhFapFa5PqDLcJj6/7r1JIafdZrwehP/Tj1ZkvUQ7elxNrU2TyVYtezPDXprNcjeGBqi/TO0y3QOy0laWTMji0xOs9+z7TMPCP6v32ynBr2K0XrxBuxxa6Gze3jU57s39I19Z80+v2L+peyf0M7/mEWPBEzumkMLJ7K7DJNfru/eLB+ZaN9CMwhyTcaxSDXiVe/MlfOcv+qb1JO1Hi4fkmjVUjEfT43R9yTTeJEDXvPOEZg0aY59OPbcsR90Dzu5Igccd7Ti0vuzRE36zTj9spTm9UxNkdcXZO4r0elloz5Bj0it5HF/yEUUT/xZrTYOyRnPeK31OSRne+a2ObY1tiO2K7Y3tibsf2xg7FDsSOxY7GPY8djybgr7o2Xxc14m3ineNd4j3jveL/4oHgQKbH48PhIJ/6a+Pj4pPjU+Mz47Pi8+L3xxfFl8ZXxtfHH4hvjT8a3xV+I746/Gt8XPxB/N/5+/Gj8w/in8RMJSngSRQk1YSXaJTonuiV6Jvok+icqEuEEPvFlqGNfYkTiqsTYxITE5MT0xB2JOYn5zX0H2sLEksTyxKrEOsStT2xKbElsT+xM7Em8jhreSryTeC9xOPFBbDNSP0p8ljhZLVfnV5c47c1udVbbbb9ar25V3cGmQ3WX6u7VvexWA6921X2ry6srqyNOvE0H9qtrqmurxzg0yaJM9bj4SOS1fRtyNmXmAeLE6inVM6pnOZRpRpPqudULqhc5lGHfjnH8uuoV1attigHik9XiH9Jy/29hS7zneZt4Yzu40hT2Z6SCn5p433h5vDIeidfEa+Nj4uPiE+NT4mMix+Iz4rPic+MLosHY6/FF8bro4viK6JPx1fFH4xvim+Nb4zscVxffFd8bfzO+HyUPInQofgTwBEQBsyZ+DHA/BuTj8WT848ixyLHYe4AN6LE+sT7xYwJ6tCzhiq8QsBPeRBmgb04I8pjxrQmxp5n+p8WWoNEW3gss4rmQqtqBPvL/3Y5a8l9hGlEnTFQT/SD6UfSz6MmYHMuHE34Jf+uxVvjugKdLrHusV6xvrDxWGYtwWk2slnML1ys2hkvZ+eVYrYAXGweIE/FrCuJmxGbF5sYWAO4sxMgMexFy18F1YOgC9ooM7JrYan5q4Vq1KHW6850dhzrB96kouiC6KFqHZ1F0RXRBuDy6OvoonhUZrAr4P2IJmExEjPgvWAW1zySX80+rj5Q9Qvn8H6sF/O+qXv4X1ULx3xCSeJ96EbUS75wIzuRHwlMT7RPtH62IhqOJ6IjoVdGx0QnRydHp0Tuic/Ckw/OjCzO/l0SXR1dF13H8+ugmjt8S3R7dGd0TfT36VvSd6HvRww39zPlQjnsavca/sx+UEf2SqSsbvignyqTxS+OYxjNdBo/gGoGL6F2BL/9O50nj7cBmzsLD+KdxT+MtnqZ4N30E9wm8AIty/6vbtyChK9fyUxOZE5kfWRhZElkeWRV+NLIulAjG8L0+6I1simyJbEd4Z6hnZE/k9chbkXeCL1TuibwXORxKDF1tO6R8EPmo8nDks8jJqBzNj5ZUboksjOqRJdFWkeXRDtEu0e5VZtXaaK/Iqiozsj6yPto36I2WRzZFK6OVyAvo0Ui0Jlqbhp120THRcdGW/Qc4cVa9bwONhszmpygSiZQEKyIlcDUI10bGRMbhqcnC7WuPtcZSb4iXasLHwh+Hj4eTVa4qb0itKhu6o3I7vs3KO6pOVHWq6opwj6Grq3pX9asaVBUc2n1I76pY1XDkKrIdUkZWXTNkeNX4qklVU6tmVs0e0il8vGoeIN4LmIurllWtDM2PUNVawJ9fJV6z9xhgb6w6EfFEPEM6MfRtVS9U7U7DzrhXq/ZVHaD0/3e1uNQbfIyKwh+GPw2fwPNpFYU/rPJUFVWpeCiD1dfvifF8sq2IIlSKuuZ+7acoPCM8KzwXz6yKEoQXhBeF68KLKsRdym/6HzFfv3WNRv+gdfzUhD4MfRo6EaawJ1wUVsPWoM3hdvjuHO42+EC4Z7hPuH+4omJOOBxOVHwQHhG+asiu8NjwhPDk8HTHhcN3hOeE51cQYheGl4SXh1eFTjBEAdMTXhcuGrw2rIZWhtfjuzPcpnA3AX3Q/kH7kSqgTw9vAXQb9nbAmQB/e6gMteykhv9+aXEJOXAOPzWD1dC60PrQptCW0PZgMLQztCf0ejA4dEbordA7g0eE3gtZocOhD0IfDTw4GLIs9FnoZFgO54dLgu/bLvRRWA+3CncIdwl3D/cK9w2XhysBT0AUMLeEI6Htg2YGg+GacO2gmUNnDJ0x8BBgA3p4DFxEQB9UFh4H6DbsiYCeD39ieEq4JKR+mzQqv4qfmlBJqGbw/lDtwE9DY4JbQuNCEyvaBLdU1oSmhGYMnhKaNfTT0NzBydCC8q3Bw8Gi4PbQolBdaEVodSjiuAWhR0MbQptDW0M7Bh8J7QrtDb05eL+AKGAC6v7QmNDB4JaB/YIfhQ5W1lTWlO8AbEAPHYLbL6CXHwsdAXQb9jFAXwH/WOjj0OqKTi1Mo0NSCdOoHA8N6HNGT01wY/DJ4DbMhncEd1eOGLJsaCT4auWI4L7ggcqxQw8OrQy+O/AI+Opo8MPgp8ETIQp5ho4bKIeKQqrtgkfBke1CnUPdwI19gj1C/UMVgAeIAmblHeWbgrtD4coRoURoRCgMuP+HvfMBiyurEvx9rypFNSJNp9M00ohIIyIixoiINI10/aOqqHqv/v+nqqh/VDFsjIgYMxmMTGQxsvnoDBMz2RgxZphsOrKZLMZMJkY6xkyMGYyImUw2EzFmMGZZzGDETER6zzmvCui02u2un99+327ed37v5L4/9d59555z7ruXqivNPt1VPHszLI1jePZGVXNCd186d3Pnh3k4fycsXfAp9K2ev9evJv3R4/Zz50lyXrirGlQN6mp09bomWOsaGnU1z1erzrHVX0f6/X5759WfEiTJ0c5q52A5rPGpg9o5jV6r1B7WLjyf/Yf5lPoHJDnaPapp1bR2n/agpgvWh7VHQT+uPfm//SkPOCmyuvDXn+v3/EHEojqhzX/hqLbouQeqfM0mbam2omE7rKvrHdoa1UNtvWZT/VZVj2q7tkmr00w3NGlNDaNam7ZC7ZMW2OJRd2qD2pi2Rt2l7XhuVrMZzrdFW6Ttee6Bdru2TzugOqXdrR1W5cO6Gpb9cO4RbY12VDuq2Yxnb5pQFWmPrZw7vTy3oD2hrWH/J7949EfvA9ctMYsm8X/3wqRfUfqj1M4zC0X4rYA5sl3sh5ArO0Ag/qjDIAmQTpCulTWn3gpriOHqnSC7QIZA9oIcAIH8R30EZAxkHOQ0yATIBZDLIFMg10BuMl59m4Sp75Lw6nsgi6AvQQ8Ke1JKkFyQDSCFICUg5SBVIJuka9DU/ZZ1Y/pcqGvSxxhBLLSNaVwgAel66ZhD0j1qIiBJkM1SeXrNa7pJOM02kB2g96+USTIIskfS4XN5zb50+cG0HE7LUZDjICdBzoCcS+97kfZnmkmQaameNNdX6lzad4b2Y5pZkDmQBZAH6XtYlj5PK5fuVZsNkgeSL23XFqW3l6YFWqq2GgSevrYepGnlXuietToQE4gNxAMCPlkbA+kA2QLSk15vX7PO7N8HMpBed6SPG1izfTfIMMh+EOgta0dBjq2u8ZlpT4CcesNrXnt29VnRvUGk0l6Snvfvta569RrtW3tF+hyypXQ5fe5auQpyY3VN9laVtjcLXNMtKL8DMp+2PzzP/dW19iH+6In8CdWAardqWLVfNUIcJR4DnlCdAp5VnQdeUl0BXlXdAN5S3QHiUfOq+6qHaqZWqHPU69UF6mJ1mbpSvZFYu6I3qFVA3KpXC2oHxIawOgGUdImd6i71VnWveidxF3CI9CHS96oPAA+pjwDH1OPA0+oJIB51AXgZ9Cn1NfVN9W31XeA99SJwScMDoVyj1ORqNmgKNSWacmCVZpOmTtOo0WiMkH26iAFiBJjUbAZ2a7YBd2j6gYOaPcB9moNAPOqw5qjmuOak5ozmnOaiZlIzDbyumdHMEuc0C5oHmmWtXJsNzNPma5axRFsklae3QjSFeFejrcfoqTVlqNkM8a2Jyj1pYvzsgKjZQ9wO7CN9ACJnh3ZYux84AhGzQ3sMomKGp7Rntee1l7RXtFe1N7S3tHe089r7QDzbQ6lEx3SKDLEEcvn1ugJdsa5MV0ncuKJjea2uQafS6XWCzgFE3QcMg57Qdeq6dFt1vcSdK/ou3RBwr+4A8JDuCHBMNw48rZsg/QIQj72sm9Jd092EfP+u7p5uUbeUYTOvW2pWQn9kA+iFzSXN5c1VzZvwGprriI0ZvVnTbARaoI8RwB7LCrFXEWje1rwDeiXYl0DuIx5M91P6qafS33wGeir92FcBTjdfB+JRM82z1O940Lysl+uz9Xn6fH2RvhRYoa8mol6jrwfi1ia9Tm/SzOpteg8wqDfpY2l26Lfoe/Tb9X3EAeBu0neTPqzfDxzRjwKP6U8AT+nPAvGo88BLoF/RX9Xf0N/S3wHim5Mb+ocGBoTy9LuTAkOxoQxYadhoqDU0GFQGvUEwOIg+YhiYMHQCuwxbgb2GncBdhiHgXsMBIB51yHDEMGYYN5w2TBguGC4bpoDXDDcNt4l3DfcMi4YlI29UAnONGwxLWGIslMrTW0uM5cYq4yZjneakwWdszNCoMRqBUG60pCm9g0saNxO7V/Rtxh3AfuMgcI9xH/Cg8TDwqPE48KTxjPGc8aJxUs2M08brxhnjrHHOuEBne5AuWW6RG2daspFY0pLXkt9S1FLaUtFSTaxZ0bG8vqWpRddiarG1eICoB1tiLR0tW1p6Wra39LUM6O8gW3av6MMt+4EjLaPAYy0ngKdazgLPt1wCXmm5CsRjb7TcarnTMt9yv+WhiZkUppxHuN5UYGKGCVOxqcxUadpoqjU1mFRE/YoumBxAnylsSpg6TV0r3GrqBe407TINmfaaDhAPAY+QPmYaB542TQAvmC4Dp0zXgDdNt4F41F3TPdOiacnMm5XmXPMGc6G5xFxurgJuItYRceSvhLZmxv8s5ggRdRwJTI8C4gggcd8jOo4H9tOIYD+NCfbTaGA/HYVjgtdpPHDOvCCN/wlyIRuIY3sLQpFQCqwQqs3dQg2xXmgSdIJJsAkeISjEiB3ELUCT0APcLvQBB4TdwGFhP5XbhBFhVDgG+gnhlHBWOC9cEq4IV4UbwFvCHeC8cN9UhhQeikxUiDnierFA8IjFYhlwvVhJLBBG0uUSN4q1YoOoEvXmblEQHUAfMSwmgFAudopd4lbVcFrvFXeKu8QhcS/xwAoPiUeAY+I48LQ4AbwgXgZOideAN8Xb4l3xnrgoLokqC29RChWWXIsS9A0WpaXQUiJ4LOWWKuAmIpaMWOosjRaNxWixPEIsd1kCloi4y5K0bLZ0W7ZZdlj6LYOWPUDU9wEPgn7YchTvy3KceNJyRtIt5ywXgZOWaeB1ywxw1jIHXLA8AC5b5UA4Vuy0ZlvzrPnWImuptcJaba15hPXWJqDOarLarB5r0BqzdpgOIa1bVthj3Q7ssw5Yd1uHrfuBI8RR6zHgCesp61nMSaznrZeskKtgbmC9ar1hvaXear1jnQfetz6UIriNYRy0KWw5tvXaDluBrVjbgZHIVmartG3EqGSr1XVhrLE12FQ2cOk2wQZRD9uLzWcL2xKmIbRbW6ety7bV3G/rte0E7rINSTZm24vP13bAdsiGT7PXNgY1DPVgG7edtk1gndgumLulO7Vdtk0Br9luWmMYcWy3bXdt95r70fPbFm1Ldl7fY1fac4Eb7IWSf7aXoJezl9ur7JvAE7rsdcYI+hl7o11jN6LPsVta+tCT2F32gD1iqrUn7ZtNtWT5I/Zu+zb7Dnu/fdC+x77PftB+2H7Uftx+0n7Gfk5dZr9on1T77NP26/YZ2GcW9pmzL9gf2Jcdcke2I8+R7yhylDoqHNWOGke9+qZuytGku+nQOUwOm8PjCDpizYWOjuZyxxZHj2O7tsbR5xjQBh2QqziGHftNS44Rx6jjmOOE45TjrJRvOM47LjmuOK46ILfEjMJxy3HHMe+473joZPgUnIpMZHfmONcTC4DF9llnmbPSudFZ62xwqpx6p+B0OH3OsDPh7HR2Obc6e507nbucQ1JOq7E492qMUh4lZSnOA85DkLtS3ug84hwDjjtPa2bRNpwT2hHnBeeE87JzynnNedN523nXec+56Fxy8binJtel1BS6cl0bXIVS5qa66ipRDbvKXVVge5Sjuja56tRbNYOuRo3RpXFB4NMec1m0HS6XKwCMuJLaO67Nrm7IwcZc23Rdrh2ufuCga4+jSFPi2gfnP+g67DrqOu466SzDGnCdcZ1zXZRs23DXNemahvNcd83o9K5Z15xrwfXAteyWSxmmO9ud5853F7lL3RXYLtzV7hp3PWTpkKu7myS6dW6TlIG7bWvoIQbxU9wxYod7i7tHvdW93d2nvukecO+GLBoyavewe797JK2PEo9h+3KfkGoS82H3KeJZvCr3efcl9xX3eUknXnXfcN/SVrvvuOchH4as2H3f/dDDpBzYo1jDHB1rbtTe8az3FACLkZi1esokeio9G6VM1VPrafCodMUevUcAQjmUODw+KWu1NazSE8ZW70kQOyV6ujxbIReFjNTT69np2QW5KOSlniHPXs+B5nLPIc8RoMMzBjYZ8YxDbgnPxXNaomfCc8Fz2Zz0TEGEAs9s7vZc89yEuJn03Ab9rueeZ1Go8CxhRPDyXqU317tBzPEWeku85d4q7yZvnbfRq/EavRavyxuQfHvae2/zRrxJ72Zvt6Xf6vFu8+6QPKG33zvo3ePd5z3oPew9KpzyHvee9J7xnpNyACHovQixiaKMd9JyMhOjvdPe694Z76x3zrvgpWjrXfbJTWXotXzZ4mlfni/bl2/e4ysSbvlKhSu+Cl+197AUl0XBV2Pu9tX7mjCX8OlMQz6Tz4Yx3ecx9/uCPojFvg4fRGFxyteD8cu3Xdzl6/MNQPlu3zBEpWXf/kyk8I34Rn3HfCd8p+DaIJdwFfrO+s47y/DufJd8V3xXJU9rnvTd8N2C89zxzVtjGHN9930PRb2fYZzyK/w5/vX+An+xv8xf6d/or/U3YL35VXgev94v+B1+nz/sT+hy0If7O9PZDtA2nmYmq3H5u5BSiX8rsRevwb+TuMs/5N9rnvEf8B8yL/iPUDYCmYlt3D/mH5d0sRPp78VY4D+NXtd/2j/hvyDlFf7LEvEubHv9U/5rEC9IR8KeN/23xQb/Xf89yCggr/Av+pcCvJRF2MZX6e8VhYDSogzkBiD6BwoDJVLEt+1FBsoDVYFNUpQP1AUaA9jJNQYg7mM5lLgCASnKByJrmMQ4FdiM9PeS3h3YFtgBsRsieKA/MBjYA5Ea4nhgX+Bg4LDVFjgaOA48GTgD0Xk4cA5iMdR54CJxUqqZwHTguqU/MBOYtVYE5gIL1ljgQWDZNNQqb81uzWvNby1qLW2taK1urWmtb20C6lpNhqVWW6tHn98abI1pZls7Wre09sA+22FrX+tA6+7W4db9sHWkdbT1WOuJ1lOtZ1vPt17S3zBca71iuN16tfVG6y1DQ+sdg751vvV+68MgCyqCOcH1wYJgsdEVLDNGgpXBjcHaYENQFdQHhaAj6Ev3DpqC4RZTMBHsDHYFt7Z0BHuDO4O7gkPBvcED+pipMngok4cHjwTHguPB08EJ0C8ELwengteCN4O3g3eD94KLwaUQH1KGckMbQoWhklB5qCq0KVQXapR6oAYhpDHopZ6O1KcIGUOWkEvq5YUCLbuBkVDScBtjfWizcU+oO7TZ1BnaFtoR6g8NhvaE9oUOBhf1t3BPQ07osKEgdDR0PJTuZzUPhs5k+rNSHzN0DvuVBqFlAHt8oYuZTzceDE0Cqa8Umg5Bvyndxzmlvw9XNRMcc1cYikOzcP650ELoQWg5LDcuYA2Es8N54XwpV9GfDxeFS42RcEW42lQbrgnXh5vCurApbJP6g2FPOBiOhTvCW8I9mOeEt4f7wgN6Ofasw7uJw+H94RHoNUOi5T6LDI9Sb3qO9GP4KeETEsOnwtA7Dp9vOaG/Eb4UvgJ9Xuj/hq+Gb4RvpfU7xHnMl8L3pZrE3mv4YZpwVW2sTdGW08Yknbi+raCt2FjVVtZWCb1X6MO2bWyrbWuQeqxtqjXUG5fbBONMm6PNBwwjsY9pOyCxLdHWKfUr27ratrb1tpS27WzbBYRyKBlq2yv1MdsOrOEhzOLajhDHJLaNt52GniP0H9sm2i60XTYx7EW2TbVda7tpKmu73XYXeK9t0VTbthThg+P4XCJKYq4hJ7IhfDVSGClpMUXKI1UmFtkUqTPVRhojmub+iDFiibiw7yDFI/Rd4BW7I4FIJJKMbI50R7aZLZEdrsJIf2QQY0dkT2Rf5CAS9MORo5HjkZORM8BzK7wYmYxMR65HZiKzkTk4akHq00UWIg8iy1F5NDuaF82PFkVLoxXR6mhNpB/9J1LsjNZHm7zl6C2jOqJJGI1C/y7qiQajsWhHdEu0R1wf3S6MRPuiA9Hd0eHo/ugIcRT9ZPRYum8FjJ6InoqejZ6X+lnRS9Er0avRG9Fbwdroneh89H70YYzFFLGc2HpgQaw4VoY+M1ZJ3BirjTXEVEC9eSYmxBzBqZgvFg5OSTElloh1xrpiW2O9sZ2xXbGh2N7Ygdih2JHYWGzcXYFe1JuMnY5N6PNjF2KXY1Oxa7Gbsduxu7F7sUVrUWzJWhHn40prfjw3vqGlVIpQyHihtc83inq8xK+XMjd3Ubw8XhXfFK+LN5o3xDVxY9wSd8UD8Ug8GXFFLsY3R6bj3fFtkeX4jnh/fDC+J74vfjB+OH40fjx+Mn7GsBQ/FxmMX3zV2Sbj0/Hr8Zn4bHwuvhB/EF9OyBPZibxEfqIoUZqoSFQnahL1iSZIi0wJW8KTCCZiiY7ElkRPa01ie6IPOJDYHb+Y5nBiv2koMZIYTRxLnEicil5NnE2cT1xKXElcTdxI3ErcScwn7icetrN2RXtO+/r2gvbi9jJ8vu2V7Rutnvba9oZ2Vbs+frJdMCy1O9p97WHp2bUn2jvbu9q3tvc6itp3tu9qH2rf234AeKj9SPtY+3j76faJ9gvtl717xN72KXFX+7X2m8Db7Xfb77Uvti8l+aQymQvcEHMkC5MlyXLP5WRVcpNmNlmXbExqksakJelKBpIRfU8ymdyc7E5uS+5I9icHk3uS+5IHLY3uiuTh5NFoafJ48mTyDOx5Dva8mJxMTkufkryenEnOJueSC86y5IPkckputsQnzYFUdiovlS9uTBWJDanSVEWqOlWTqk81pXQpU8qW8iROpGyWulTQoknFUh2pLda+VI91d2p7qi81kNqdGk7tT42kRlPHUidSp1JnI9dT573lyNQlqdefupK6mrqRupW6k5rH7CV1H7OU1EN8i9LBpBaHOYa2KP2m4lWtA8+w+magQ9GR07E+MovxvaMA++AdxWiNHWXS2yH0D2JnR2VkEM5PmVjHxo5a82TkeEeDeVIqkd6rdKjMhR36+KYOocMh9fo7fB3hjgQ+axt+H+vT3D3u3xjjfsEtMp57yP2KyblXeI4p+HW8gj3Gv4nPYW/i8/gn2Jv5p/h89jhfyD/DnuBL+WfZk3wF/y72FP8F/gvsaZleZmAF63Trmlnhuq51H2NF615e9zIrzoWFvS23JNfMSnItuQEm5IZyP8P8uS/mfoP15V7MnWN/mzufu8iuwtVYmRxndLBc9jh7jD3BHOxNzMUiTGQx9jkWYP+J7WY72RD7PutnP2A/YpfYj7ls9k9cDvdm9gr3OPcUx3GFXAWn5Cycg3ua83HtXBGX4vq5Sm6AG+b03D7uC5yT+yr3Xc4v+4rsK1yPvFv+ce4T8h3yPu6T8gH557jt8hflL3I75J+X/xX3afkX5V/mdsrH5Me5z8pPyv+OG5R/Q/4Nbkj+Lfk/cC/K/1H+XW5YPiX/Pvd5+U35DPdX8ln5T7kD8p/Jf8aNyH8h/yX3Jfmv5a9wh9c9ue5J7m/WfX/dMndEsU5Rxk0r3ql4J3df8S5FNfcLxQcV9dyvFA2KJu4VhVqh4eUKncLMKxSiIsDnKtoUMb5IkVB08SWKjyt6+fcoPqvYzX9QMaQ4wD+v+KJilDcqXlK8xNsUY4rv8HbFpGKS/6jiiuIa36W4objB/6liRjHDb1f8RHGX/zPFnOIe/2nFzxX3+X7FomKZH8hiWW/mX8xan/UU/8Wsp7Oe5b+cVZ71Af541gtZnfxE1sey9vBzWX+Z9ZeynKzPZx2QvTnrpawx2ZNZx7PGZU9nfS3rlKwo63TWy7LirG9mXZGVZ/0g65qsJut61qysLuunWb+UaZXlyhMyh/Lnj71d9qPcX+X+Sp7HOLaVjdI4fCXLYuwd59LCp6VqRS8XI3W3xOS7A8/1VDqkv+aoG8G/z6jaotoq/Y3Ge03iQfGweFQ8Lp4UzzQ3NQ+L5/Rj4sWa7lomTorT4nVxRpxtHq6pwzkcYO/3yN5/wTiw94dg9a9wrzAZ2Hgek+d+KPdDbF3u87nP03ePvpU/zB9mjH+Jf4lx/Ff4rzCeP87/Lez9df7rbB1/nv8WtJTv8t9lSv57/PegvXyfn2bZ/DX+Gsvhf8j/EFrNj/gfsVz+Nv+v0HZ+xv8M2s4i/0u2XsbJOLZBBv/YU7J1MgXLl+XIcliBLF+Wz94iK5AVsELZM7Ii9oysQlbB3ip7n2wTK5Y1yBpYiaxR1sjeLmuSvcBK8cmzspwv5XyJvQPuKIdbvzq/QTjBtr/mnSq+UZ0HZt6lrr5PvYHvU8XK1fem+NZU9OH7UulN6cobUukt6QF6M4rvRfGt6IVXLZfp7Si+G80smXekKwv5vFzwZIvg+dYuJZZC8R6+M7VsgmPSS7rPXUeL0WIRb1tcsC90niyRzJtSOGdh5m0pzpt4rDPtU+TgU55If2MhfhsCftuenJWzd7J1rAqWLPZeWJSsHpbH6HsUslkjLG9iGqaF2sRvachlblgeZ17mY3kMui5wPkhY2JMsCcsG9jHWzZ5in2Tb2NPsU7C8hf05LIXgrV5kz7DPw/JW9p9hKWZ/Dbb/NvYSLG9nY7CUsr+D5Vn297CUsa/D8g72TXYeru8SLBXgGa+yd7Fr7J+htfwLLFXsx7C8h/0Elmq2wH4O1/6A/Tt7H1uG5f0cz2WxGi4bPGM992bwjM+BZ8xjDeAZC1kjV8y9nX2Ye5Z7lqnBU1YwDfhKC9OCr/QxHdfKhVkzF+EirIVLcAlmAu+ZYmauk+tkAvcR7iNM5D7O9TAL92dcH7OBZ+1nHvCtn2Ve7nPcIPNzQ9wQa+X2c/tZEPzsKRbiTnOnWZSb4F5mMe4C9w8swX2b+zZLct/hLrMU2e+fgI+oYJ3KSmUl+4iyWlnNtijfp9zEPqqsUdawjynrlfWsW9mobGQfV76gfIH1KE1KM/uEMqxsY59URpVR9qfwbOfh7tH2a+HpMfMhkCMgYyDjIKfTMpGWCyCXmd98xDxmHjefNk+YL5gvm6fM18w3zbeBd833zIuwLAm8oBRyhQ1CoVAilAtVwiahTmgUNIJRsAguISBEhKSwWegWtgk7hH5hUNgDyz7hoHBYOCocF04KZ4RzwkVhUpgWrm9YFGaEWWFOWBAegL4sysVsMW/DopgvFomlYoVYLdbAUi82iTrRBItN9MDWoBgTO8QtYg8s28W+fPolsHWRdSkIla25QfpLacMfzM7NsDxO1p5H1v4EWfuTZO0byNqfImvPJ2svIGsvJGt/hqy9iKy9mKz9bWTtJWTtpWTtz5K1l5G1v4OsvZys/Z1k7e9il2GpJJt/N9l8Fdl8Ndn8e8nmN5LNv49s/v1k8x8Am+dZLSfn5OyDZO11ZO313Fu5YrD/Eq6EPU/W3kjW/mGy9iaw9lb2AhfiQkxFdq4mO9eQnWvJznVg53/G9NynuE8xA/dZsHMj2XkL2bmZ+wvuL6BdoLWLYO1fhXbxNe5rzErWbiNrd3CXwc5d3CQ3ydxKp9LJPEqf0se8ypQyhd9Lnbcjbxf9NRD+vSlnegh2CY/RrACBXMi8Pl1WAFIMUgZSiWXyJ9JvzH634D6rI4ibzHWPCJZJf0Ooofdtq39J+LsF91kdYVwV/D+OMe4DWf17w98tuM+Zlb9EnKRxx9Wxxzl6ywk6jj/i6COOPeJbLBx3XBH8/+oI5O8WaXyyQ9gi9JDgqCSOSQ6nBXS8N2H/qtD/pXHKUVqjSLH19QX3W43ArxaMx5nzrhUa7VyVlVj9ekKxPB3Jf5NgdM9E+EyUfyOSyQQeFcwM1mYHb0Qy2UMmg8hkEZlMAterGYSUOTwqmfzh9WQDZBNwDsgqykkgq6BcYq3g6OujYoH8Yq0EIM94o5IZuX1UMiO5j8o+y8G1Qvf9BgR7dJbjOPZrXv6NgtvOWS7iaDDp1y0zb0hmLXM4XvwawXMsW05a5emx4zcimfHljNRY61cEtzeB4Cgz6isjzdYt9FmPCI430xrHWV5PpBHpkVcdj+PSawVHqB8VPPasNGJNY9W4vmW985uu57eJdR7HtW3sUZFGt20Fr5FiW9mrpNK2ccW3r/XFaV+Z8XG2WltDxgfhmPhaP7JiI2ue68ozSdcRjqBnrpnG0NdcE/oSWwL8CbR9W6fkA2xdUvvFdmXbasnFuIH2busF2WnblbFn25BlD34ObrftlcbcbWM40i720jjOhO0CluO94Vg7jrSjf8VxdvSTtnvSKDvGABxnJ98O94z2jiPuGf9sL5HG2/G+7XX2RqwLHG1H34nnRLFbpPF2HG1/dJSd6hfqlGIC1KH9MMTJdDyzHzXPZOrZfhzOg2PxcA7adg5H5O3TNO8lE2fXPqPMOVEyMSUdC+heITbSWD5e26x9LvOcaX94dvTsMS5jzMN7W7A/wDL7MsTwkrRgvG58RAJSXKZ4hbEYY3AmFg+mBewH7+01MXZWEodcKEWhGJuJq2lxZAs9KJkYSZKJjWti5atiZCZOpsWRB3EQYyHGPoiHjnzhDgodg7FuXpIVnwWCsxtonZ7hQG0M/Iejae0cB0cHlUMbxviB7RbbEbYnad6Dow99kWPAsRvbRaYdrPhFsC08D/o5xzD4pkwbwVkg4Lfw+IwPfLRtPdquMv5lpW3BOdBvOvY7RvCZ42yLzPH0GdDepNkXDvI7mbkX6MPxfuge0jMw6LjX80Hp63I8TPvxTPnyGh+Vvma610f9ceZ+cJZPWn6rr/st/tTJ0msF+M9Lq/IaP7nGV5J/zPjINf4Q96Xz4D7om6AOnDnW8871zgJnsbMMBXMbfN6Y09AMFCwDn5WZiZLJXzIzUigPgbwDZ6ZgPoE+LTNDJZMT4EwV8mkY/zFvAF/n3Os8gDHaeQjnp+CcCueE88JvmpPiUlI+lvaXNKcLc7NM3gSfnclR6Fzpc+A2nMOC/pLynExel8nDdq76YJJMDpPOPfBcmI+5Cl0lmO/g7JfM8bQ/3A/9H3NBaCd4bzgrhsowb8xIJk9cK4/mgpncb62k6/U1eV1GMJ/LyCM53UqO9htyM1ejJK+bm2HutTb/wpwrk3etzbHgWulY3CdTJ4+2LWh/OEvo0XblgirL5FiuAM4acm1GX5TZz9Xt2oZ2jbOHyJ4yfgz2wXaF9odrnFfk2uc6SHp6VhHK2vaG84vQR7guuibRPl3TruuvyWNAXDOuWRSyRxBqh+C3cA4SrR+4ljNtENuEWy7NRsq0P2xXOCKF7c1dIc1MwtlINM8sLXi/2MfCesJ7dpvcNrfHHaRzg/9wx9zkgzP74wwlnJ+Es5NwXhL6IveIe9R9zH3Cfcp9FuceYfxDIT8JOYH7ijT/CP0xzkBCO8VYKM1B8ig8OZ71WF+eAk8xzjDCfgLOJsJ6wjlGuD/OMsLZRZ6wJ4E5IPr/jG+WZhN5ekngfBhn0LZxXhHWuzSryHMI7cxzxDOG9YjP0TPuOU3bcD4RnuOyZwp9Oc4m8tyW5hF5ljIziFbnD2H94hwi8mNw/ziXiNYWrwvtwRvIzCLCGUTe/oz9YA6O+cfauURUnva5mVlFeH5sJ96L3snMHKIVW830A9IxCnWaX4TzjB54l7EMv/kqtz93iLH/P/7y/9D4C/7jZPSLLPxnkBx9dx7/A6KGSs6S/mXieioZJL2Q9M8SZVTyMul3iTEq+RkxSCXXiAeJb6ZvXfuPpP+QKP1u1EW6Ho6O2kK8StTSPt8gfpT2jCNfoaN4+m1g7u+JH6CSZ0jfRWyic2ZReQ+V3CP934hhKrlOZzuFXD6G/PUXqfxHRAt94iXaf4n4J1T+r6TvI9L5uU+T/hjt/2s6p/RZJ4nvoH3ozEygrfTb4MvSNXfQ1n8m2umaqQZkAeLztA9dG19OJW8ifRvtf5/0z5H+kNhN+7RR+RWikUr+J+kXSKcnzkvHbibeIlrpDN+hfZpJnyH9C8Qc2qcfKX8/lXyJmEflVOf8bSLdBfePpP+CSFbB3SRdQfrHqTbITrjHqZyeBW+gkm8S/5z2+QTVGNUSLz0RnnTJPt9De/4NXQk9cf6/Et9FJWS3PD0d7ldEB10/faJskniA+CRRqr07dNTniWS9Mqpb2XeJZJMyuhJ84Q46Wb6M7lT2IpGuQRZFrouQTvYmp1/wk8upZCfpPmI2sZfK/zvpe4n0i3eyfyHO0/VQO5W9jfh94teI1BbkHyKShciozl8hG2MvEanG2H8hUqthnUSyDUatmB2lo6Sap3bBqG7ZduI4keyKURth1LLYfyCOEP+a+HXiO+lsZAksRJSerJN0uk7234gfpD0lnXzLK9Tq07//Ta2MfZhINcY+QvxM+u4WiPN0jwvEebrTBeI83e8CcZ7ueoE4T/e+QES9nfSX05yn2lggzlOdLBDnqWYWiPNUPwvEeaqlBeI81dUCcZ5qbIE4T/W2QJyn2lsgzlMdLhDnqSYXiPNUnwvEearVBSLqk6hDTc5THS4Q56kOF4ig8+QtefpVd44skyML5MgP8O8mvYJI3oaT2q+LSK2JqyL9adJ/SST/yR0h0nOnX8LleMlP0nl4ybPVE+eIUqSYTV/JFF3JFF0JkH9f+nqwhJ4sR1cOPhO3voW2Ulvj/j19DVjuZpJPwKMeUDnZJ0e/nM3VUPk/kU4Wzv04be14LP1aFUf2xpEP5EaJUix7Px1LMYij6+e+QkwSyc6599A+1BY46ZtDyQ/w1L548lqc1GaleCFZfhfxe1RCbY07Q3oJkdo+/y26ToqV3FephNopT76LSRG5kdo4PUHZE1RC8ZSnViaj+pdTucxLpOgppxqTke/lqXXz3ybSr4pz9Ln8HtqHfgOPpxYney/pFNd4yUOSn5GRr+Yl3U/cSCVUk/ynqKSF9OdIl+xqgXieSsjeZGYi+VsZPXcZeSe5pNN9yRqI5MdkZIfyT5JOXl0m1YZIZ95BOtk8T/Ygo2ctk3wp1aRMisvSsfQE+QnSKQ7KKKbIKEbLpmgrWZSMPlFO9i+zkV5MOlmInPaXU3YkT1A5PXHZIpWEiX1UQvUskzKcn5BO1iKjDEH+dtJ/TqQMSvZW2vN/EKVoQt5SRp/OUd3yw8hXpPNT/sbP0FaKEfwyWQ7VA3+CPuUF2pMiNS/FEbJbGeV4MvLYskqidD1kw7KfEiWfQJkMv5VKSumz6DnyFOVlFOVlA0Ty2Dy1NZ5yTk6K+xQj+N20z7NEioz8/2Lv/ON9rLLF//z8HPmVdJJOJ3MykpCEjHRGkvxOOnye5/OrkpGRypgyklxJP0am5BiMkV9jjCSMJFHnSK6QDDIIybgyMkiFkXE5vmu993M46fS67ut+/7v39bzWOqv1rL322muvvfba+5wezLJHLHnEnlcBbHZ5VrpL9LpkHhefO7ngqnDIco6ZQXZSl9rJYSd1yAmO0YM33AVgo58a0mGksoo3oXkTNZhgl0woK24TvpVM67CXOSbOn0Pmo6iXTVgiuITKoSTt3S445T8muBJ0RegboW9U2npWdnW7pKnXQXAzfyBve/H2d9AvCm7ivwHdAdpouBG6G21vENwIfjOvP3q0bRN6yUjtJthPq+QZ/Zc7LX+IYPfMh3DmCc6WWBbs/0rwQlpNU0tOQ58uxqoR8B+CbgrdFLoZ/TaN8BDwL5ERnaf/w2sgeLd5q7S8TWMnHqD3rn4lxbFb1OYzr8K/DjxScGNkblTLBc/A5iHQBtcEF8I3befjn5vx4YN4qS9v4bvb4FRAxsKq1+A8Qu9zsbAz/Iuhb0XP47z9DD2fYf/FjF3ent6gPj+9wZ8Kx6dtc9r2UfuhG0M38VrC7wfdHM3wwU1524S3P/HUGz/xH8LOlkgq3dQ9goyZhRfRVoRtjIsIaepPQ17xDd5sJGfjGUbntQAXINmbvhbT12N6IlBL3FcUO3dLDS44dlA4v1bsNYDerlj4i+Eshp4DPQd6JPRI6MPQWpncnVVT2yp27i65TTO231Oq5QOK3Wb0dT30WsXO9XCe8wdolavYec5wsKQjuDKWPBd7XWViSaVVszNINXgPoGcQrXoh/zLyt9LLG7y9lbe3Mq6h4KXIVInwHDhzoEdCj4Q+DK3julx7d9+g91sZ12/RvM1/VHqcrdjZRi8rsWEwmhfgmbfQsA3730LDVOwfpv73pjELw2g7jLbdaDtd+f69vJ2ub21HaZtZkwMDHJW0M8g/Du4Mx2G+xisWWsc1QLHQOq5HFQutVrVTLPTrWimBHWzriG116b0jfY2HvlqxdQwOnnTeBRPb3o+QacJYmqDHItI6w7fgW/gfO+Xt73U3UexYeLWPejX2EHPXB/nx/s9E8/uKnfGGg5fejTAjpa9ZGtveaiJ8FpKzkNmv2L+GHt8Bz9JWwlkMPQd6DvRI6JHQh6EPQ7cV+jrFzqySNWLbcl9kYu9h53L6ugR6N1FxScSRjOSu9mtgTwvlYE8lbLhEbbY/UWvduGYD+xO8+gn+mQ7+GbP5ZySPEu3VFNtHkTyKDPL2UZXxsum9kLl4E58XYkkh/T4BXkzvhazrxXigkHW9GA8Usq4X44FCovcJPFCoK9p7AlwM5y/4/A76+hN93aF9uS8rnXWlD2042mPWVTGd64nYPDHiz4GfkLbZ6KmBnmwzOiLnFHg1lntmpFjrEc94252LT3bTajf6P0ZyN2t2rq44+6T3kdA9FdsnkTwZqyN9TVLsFoJvVWyf9I8qR7HQW6C3QBdDF9O2Nq1qQ3eibSel8clG7wOJlmsVOxvxv6O0OwwOK9cp8DYL5y3FToHhYMNyrGoM/Qx0S/8TlfSfE7o++pugbRfacpE8hWQ7OO0Y3VfItFdsf2U4SFYFd2akH4NXM8bOjHE1Y+zMGFczxs6M8VNsaK822F+xTpvSVx9P+F6eYses1j7oP4w9fbSt7Au1Nf+oBq8Bo+jDKPJ1Lrzaip182ubT9hPaduXtJG+w0vrWOs7cjVRsHTcc7GcsTkdwHcXWcZ0753nFQsu4nO6KhS6GLqatWnWzYuGLbfbvFVvHsa0K0bKU3qvgvU70vo/etxsOPfbFhn8h/x4y/+Ltv1izxYxuO/xi+MW02k6rYrJfDcV2MV51iZyZzJ2LTzrih6bg681IdVze9YyxI9bGmYUcZiFOq7hKem3BT9MqTqunaRVXbwi9BboYuphWtZGvDX0V9FXI5Ar9W8VOvOS47uPY+THR9TnWvmBoxrgHb/Tz6ipt7NHsZ3/O/E5m7MfAn+Ol2Vj+pWJ7NhpmI3kzlhPb9hgk59FXP/qah+Q8JFshMw+ZuZ7sxe6Tiu259N4e713HXLQ3HDzTAP3t8UwDPNMezzTAM+3xTAM80561cBjPtGe9H1YstHopxEuD6P0MfdVkxs+Q5eorHWuLT+objvYba+vrOaK+9iX0M0IXmxhjXCuQnwtnheEw0sfACxjvClbuAlbuW3imA555C/m3kOyF5Fus3w6s34PeLzRfKbYPInnQX6cc8FDF9jHwQX8KnCnQA6AHQN8HfR/0B9AfQB9CzyGliefLtZdYRXq8HM938f9d6Gl6dnC60PsJravddortE4aDJfdgw27wgQg/rZL+Dcon8mP+e8L5XLET07b+Nf5qoXP8FcL/yn9faXSWYMNIRl1iOPTye/BW9Jcwxq2MsYQxbmWMJYxxK2MswYat2FDCjPfy10ovKxXbNaP4l1OGu0qxvaekvmJ6WUUve9C2Cm170LYKbXv8d3QdKRb71UvT1Uty5D5I3bVSOH+mzrya7HdQ29qjFVsHI47q/zfFTi3wT8GP6wxazKCTp9hiBp2bFQv9sdAN1R6LWbMOeverZvBuLHycvnbrWKx/Qs+g338aTiRflbfaYzss2ccohjKKffjqY5V031RJ++PIZpGxn1NsHcxqJW2fAC/SeXSb6Hz5h5k7U1XmQC9TLF5Sr35Gjy0jPAXOFH1LhKzWefE6I59L282GRlsuGnYp9q5EQ662FXoK9ADoAdD3Qd8H/QE0+6/Ol3cts5brzdUaWLHol7OnO4T4f5V+h7D2txjL1W/uFvWMu52YfAD+XkNjyV58OAZcyNv1vKWiswuxvBJvhzLSXP8jYkbj8DFicrhiy6ypy70zGgmK7dBwYpeJfLZi+yk0/BKZHOZoO3gyvWzHnjrG/3h4u/Ew62U7/slhvWzHPzlE+Hb8k0NOmKxYaPXV1YrtDehfQuRsQPNOpf33FTs7DUf79d/X2wahB0Dr2iyi7TDaFjGWjXCWwtnIituI5Uvxz0bsXErb8V5GtB1XbI+PzjUqmY3ktAg/rTK6Kp216kN3h6/VZpOSrpaeaicpzmLsWbUsPQ8qpwqcpXCqaF0tJ0fOX8q394EdJGcZrBxvP/Kz/HdldMXMWiFvC3m7WN/6XzGnR5Uv1e9iql/VfBQZT2Uk3+rbg7GfsuLIGHBK4GxVjuSuKdBkA+XbGxRbtHVyDUZ+l8p7673hxKryc+BvV75vKV+8OgWv6u6wkbdL6eUk/Z6MTaUq7iL0ajjFcDrDeZMa+y5ToSnf3qFYqq9J1Bhg5UgNI/J+jqc5qj389vAbwL/d+1T3QfSvQOcC6vYV9LVAZZyFnJvMaX0vcVUXTis4deHkcfqo5GcrDedGzvUW+fbG6EainvR4RexuoZ9Cwww0fMH9xtWGZo1/xnnkGGeTJwyNhrG63uUkq3vfWGLv75z+ihTbf0emCq0KaZVT0sbSewPtd5T2673G2b+i/3PBX0L3QM+lnJsqwblUOV4Lzk3PKo5NMjT8d805WjXLXqm9X87KWs4qns+4VjGW+djTkLZL0N+wRPesLVg4Fgu3mLsjWj1Cq5bYPBufNIAz25xA9Y7OWwzuiZ34zR0ALkIyy2CVj3GCq1CsOMb5JfYbXZsVLMWxx9nruVvwf8fcLWV0PXXlemaPPq15IIblWdw/xB5BT0N9G/tIsb9WZZyRnBn3c/Y/wMl3NufNt8zNBvRN5t6AUzaS9jpazTMnzTOv0NdCsfBVbjCWGJu9+Wqz95zS+GEbIyrCn/24r3ib+4qY+s0zdzJ3xzYT4Xo2BEsmUfqB6K5G6ceQ2R/dThha+ZdwZq8E/xr4lcCLzSk+ojcTe8b/bwrnJUY3FnuWYM9Y5jErOoMvFflv2SPu5kz9CrdY3Bd5qzlfH+XewDP3gf5+Im2/0npz6zwH549wnlOOnO6VM1CxfRSOybTsXPYYE1en9R7++tg24a+NPa80GWAQ/T6ADYMMp8QB5wm+HHwruAptC2m7EgvfwsJhaJiGhmFoGMatwkvcgQwzt3OqQTK26mmHTBOwZTD3hCPRZqmM24eZ7cstRx/VH3tI9bsDkB9Pj+/T43jDQfMl+HM3/GuUdrqSzT6BH8e3n8A5k9VB9/fYcc3zWXOVzkrhedVczcwCOgtLpoKVvoP94k/c89yhetyXVT7rSmx7GUuy0VADG7LxQ1NuRE8hM44IP4bkTVqneRUVOzex4qprpS01vObkG/wc9gjhODWpuxx2NKpi/xDZrzo1zDGNLvvjqD7UCjAPnTnUimRg2RGu1BOQv0Zpk7epoz6jFqpLfE5T2vsczjRkppkKB/0h54I5ir2bqSt6w1+ku7/bnhpgEbZt0qyS1YF6YxN6NmLPIM0Pfj1yxRZyy2Yyxi1URBWoHC7XmidW0a8iHDKVk039f0Kxk001ss6cL7JaUCG0YLe9jX32PnaudexiOqK2xgbNG1kdsHO61j9ytnqHs5XB5iTyDucXg6neqUI7KbY4lzkNqMR2IbOLVg8g8xU12API7I2qNeWsoMcMnllR0lpnBJs/w+YsTlvfKrZn4UnOIDKDWi/lQm/mdLCRanApoxvEuH7FHP2KVlMUux1Vj7+bGpgbZrcj1TI1v9sRv53wZOzuQsVyNtQsUYgG9i/7Kuq9GeCrkG/DjE/EwoOaPexTxG2M/JDDiqjAui4BL4l9K5x/Vyznr/s4i2kF28JEo/JlxX1LjZRHFdeKGWyFhknUUXpXcLNitwl7UxWdL6E1Zg5rDemavJGDf5YpR1bNOnp5mlOAnv5m4sO90L9hvRfCWQ+n0FQ4sWup+fW8Xxh7SWn9bZpU8ndZeso7LfT9SN7PSHPIAzEs30C1toRqbQP27MTC96lyN9GqCHuG0WMRNfNIauaN8Jci+Qmx+hry5DG7R6yB8N8D79Q6X3ROotUhWlGXktuHktubx7SWGx57Srz3Neulhd5aeNX0xsZpwdr/ltuMbdzhfBtxVMMrnn4NodhTb9/rjRD5Avw5GNtuQU9V9Dzt6T7Yz9BE1wtoW47mXENHN7F6e9bKe1Y4H3hbNWN7zyhtbqKQv17lrRIiuQ89MlPeVXpDaHEraH+ptG1uG76B3ssdzlpDY8MVyvHXK8e9gt47mJs9bhqLqQGeVkucD3WMfiPG+CGSVzC6yxgRbe3j2NaRsRzX2sxtCb0V/kxDIzmXe6G52J9Az0j0JNDcDhsaYNVXWLsEDfVoRSVjfwHnCTjrPM3bj3iaq9dR59TWW6as1dxr1YYzR+kKXeHMYafoRy8nwNXgrNe6wn+IvPoMeRhPxh7BS/weMPaoLztXVoyarRbW3s+9Vkbv5fxruZ0zu8MAcxPL27XmzpNqrS132g+Ye7Azk0UPEZK1WscSq2qs1VqoQlet0/wS7glvJCpuJirOlPxGNPSN7sz1DrAFN6VtuRv/nLvBydBj8G22uadFQz6z2VE12Hu8VSL5umJ7FZyT3Mv15FY8zg15Dnd0K7B5gfldg693jFeTA09STRX4deXtPhP/ZMV5/uVaiyIzD85kfr9QTWXse83vO6imHHocRo+VyQPmTFoL/i742VG1o3njY4N5ez1vn8Xn+VhbG04+8vncnWZzd5pvbvi1rZzpqMTMGRD8GqOrweiKqZ1c9Zg/gxtRVzX7M1Wz66K5I301pa+OhkOrV80dMra9gN++5SZ/ts99MpzZ9LiKau3mWHPlxPZBj8Nv2rYfkvOQnIe1LUsetvS8qWM/w/3wFZwrz1BB1ddWsbZYmEerfegpRs8+bmU3kqVXwJ8LfwmReQ02r6PVW4q9bFbcPFo9Ca6vd8ui/wQ5vxORoPTJ2O1Us4LtA+ySi6mmDjC/U7hHvcO7Umk4f4HzBzh/OXOp/qaG/TGHimgBu/mnaDiN/GmqqUHs1BXhvEEvITJvkMHu4O1VSNYyNJJ57MIfgvO469ujf2vhdPP0juISxU43JNfr7Z/LHY69nn18v/4ljGSeXkpHua4X+b+X0sjkUVesiW47ZwvdGm1Poucx9utcKsnH4E+Ccz2cSXB+D2cqVWhNX29dplKH3KgaYhW4QeKk794I3/z+Oocq6DrefksNeR0yeZr9/D8rds2NwYfcVfbz9Lckr1Anj+ak/wr2H6Vtf6x9AHv+hj39sfBvvH3RvFV5a6upcMDt8d5sxRa/HXB+orTkYa3WelGtrcNj0/BhJ6ru3tz+rWQu+sP5NZwvuONdwF68GczfM9gH2KM9OF5UP1eUVi+BC9Q22SPuZ5+VHr00N2m3YE99/PM1b+tHs6wcMzvrye3Pmrs+/ZsWqQQGsreqzC/g/+NMU6HR6T6CtRXQMwarmmPVWjx/j/lNAXvZKE6sszmxjkL+gKcyS73L9YaWuejG2eQLPZs4P6ZH7redH0dxolXWbURXTXMqwZPt8eTHcIppdYNbxNp5hKjQnfqvuoJiKbwxnDGysmID4axGhmo5NgTOt2fai55BekLxpnvzlGZENTgrtWLUMzgXbFEZ/3ZktrByb9G3/mB/sNLItCPG0qxQfufrHIbTg3k5bKom7ka4JxG6JzmqJ6PQHn3VZuMN9zFdlU6RtvVtNHCz6jajJq/GSr+I2VnK24uieVeZPyl2GsCpjcwOZGqbGyQvzepOK41Vq5G5kbhdDedt7yF8/pDS5vcCJTfpGlfbLPP7+jXY+TrRsgbbLmZGOM35nOYcTnNOS+9h/a2cd4XS5p4NO6dqVDg99C/WvOHuV0oj38P9UjhPubqzjPPuEPqA/v2VM45eWmm8xf5ILm2FtkVeb6HvVywxxm8TnFeUVmxvZnSjGN3mqHbK4GHlfBFxjM91LNPgm9PrTayyKsRnE89jFIKdzxX7Sw2NVU20KvCTiiVTyVhs8qf7n+AsxbEahqbHV7GhE329CudRPLYHzqNmrZHn93t6K9hTsT2fVpchw32gu4ycXA/+MTTUw/LfYfk/sPx3cLoisxCZX3HS/4aM9yuzW7Gu81jXA6nB6uHJNuwsrQyNnn5w7oPTj1PeF8T8w1j7BNp2wmkO50F+i7Gee4DXoqpb7d+jUeGuU2zv0axuj9C/i3P+qtgeEf3m7iKR+bWRZxfI09+PxK7gtsr8vnI3s5bBtkcY9f2MmttFpxecTnB6weliflNJjq0JLgT3YL2/gAc2wCkCj49+szlB6B2Mq7PmMdl5c9mRNfu9gcw88vkZWr2Lt3Ox/F3edmPVH+NGK5f7xtzYmyJTOboZ1pzZglvc5dRs/IbaaRurRPbWE816pZ33oY942/Ck1ldnOAWc5sb4Ov27RMnquhLn4JkPmCnuZGTd/Vz/zw5H6lUnofuIW997UHv3/ih4udLOYe8bS/9mRrB7xJtl6R2CSFo7Fdt9adVBsT9HsRcDN/KGsjYfZGf8UE8EaDilb2M9aFUAbsb+dQJcwdNdYIf7pM6sq79RLVDaGa7/95zzsGJ3gLsLbSJprVFs1zat4GxS7B1SLKNQPMN9SUeBnrbkjVVGD28Tiv0RaDgB3gUeBV7o6t17PcVufcVOkZthXWhknoBT3U9hrd74VVaOtUlpa6dikVd6jcr7+ejJQ+cy2jZ29d6vrjtRI8GdgZ1z9eactgvBLcF7IxuUTtB2qjtEYxh+qwjP1dog0jBDvYRVi5W2d2OJ69iK/WOCHWjHcZRjL+Ot/u1xU3sPf5WqvxPs5ozSOk0zp1PkvKxZ1/m1Wuv8SfBWpZ3nHb2/Hebo74kclbcLwQWK3YeQGe/wN3vOGME3uC8IfgO6ofsqesZoDYYkbZ07aPsy9KVoO6pRav+N3k86sueK4RoVCacmdlbTleJo9T7biWnN4FwsON+5Vs84Km93Bd+t2PqnYtdFQwe0xZ0rNKs4G9Cp9HHnc83G0HOR7IKGEtr+CHof+H1bPbwIGw7YPxbJRrbeIOn/2WPbp+x9mjEU26ftY5pnnMaCVzjDuZ3I1v3U3q1WKbZvc2oox1mie4f9d60HwLngRopFp2Drc+gx4Or2LiR3aWaA3mkP0WyDzg32TMHj7E+1wqTtP9UGy9ITt2V5XyuOZUP/B3QV/ka9EvRP4P8Zjmjw/hCbqbhEq6Y/ZEnGjl2pnNiVcFK8TUG3hW5raJX0DsE5BOcQnDNwzijH3a+0u9/Q+tadB2eecvzKSvuVDU3bU7Q9hbZTyvFbI9NaOY6ntOMZGvmxyI+F8xJvXzI0b+vxth6930O/9xgaS3oZDGcAbwfQ7720ulfp2Cf44RMsrI8l9Q2NbVlwsuB0ge5iaN7eBecu9HyFnq/QXxv9tZHshQw2eAn4CUMbX4H3Yds+7NyHZjT4RkNtRjqKtqOUk1VL6axahubttby9Fg3voe09Q6P/GJxjaMugOYMNeNvD2+5HyHwE/wH4D0A/Dv04MsORGQ7dDbobMiOQGQE9GHow9BToKUrbRJFtoojY84g9pxVz2gqdH6LzQ/i74e+Gxj8O/nG+hv4a+S3Ib8H/MfwfQ38h+guh+0D3gZ4DPQf6Heh30PMBej6A/wb8N+B/Cf9LaObaZa7dJHQSeWLSIybd0/BPYw/jiplxrYO/DvoZ6GegH4R+EPkbkL8Bnc3Q2QwZ4sd70WDe9oPux9v/RMN/4plf4plfwl8Jf6XRRoTcTqvbmYutzMVWJJcjuRz+AfgH4P8R/h+NvGqQakf158KhX9v0y6gdM+rejKI3/c6gxxnQLaBbQOdD5yOPZ2J4xlmLnrX0fjW9X01f39DXN8jMR2Y+NGN0GKNTBF1EW6LOJer8JUT7EvhEsmsieRr0NOjroK+DJju5ZCd/HG3HQa+CXoX907F/OvQm6E20PcZaG67YNnlyDphM5V+GhstMDMC/k7Z3oocc6JEDPTPjJmNMoe0w2g7Dkmugr0EPHnPxmF8Vyap4g7XpsDadutB1yRUXkTcuQvNeetmLntfR8zr8W+Hfik70+GaNt4HfBroqNH1VeF37rUDbCoyxAmOMucysi5726GmPDW9jw9vQ2dDZyF9p8jk+XIvO8WgbjyR5Pos8722m981oroPmOoyCDOySgV3mzmXuvBT73Sfoj3KpyZn09SaSbyLZGM2NsYf1EmO9OLfhw9vQvAj5RcizI3hmR2C9+2a990WmL5azK2WxK8XI27FaZn1hw1/Q8Bc4aHPR5rxAjy/Qy0FkDqLht2j4LTQ7Y8zsjMSPQ/y4j6LnUZMTGOPVrN/5ROY39Euu8EyuOIz8Yfr6K/y/Qs+EnokMu4/L7uMehT6K/ib02wR7oGPQPrb52OY1RU9T2qZpm4YmElwiwR0DPQaaMbqM0Z0IPRFPrseT64m0OLERpy+qF5/qxcefPv6MbcCeDbRlRrKYkRhtY7T16MszfZFjXXKsezP0zSbz48NX4LxCL+xfvqmdbkLDTdC3QN8CfTf03WjYSNuNeOwLPPYF9L+g/4X888g/j4U/w8Kfwe8Ovzv9Eqs+seo3h26OntHoGQ3NOnVYpw6z5jBr3iD0DILGAx4ecLHTNXYy+y6z75JRXZNR34V+l7YP0fYhaNa1x7p2r0DmCuz/Bfb/AprVGmO1ZiGThYxHFHlEkT+EsQxBnooxRsXoke09sr3HXumxV7rsXy77l38xbS9Gpjoy1aHZoz32aJec5pLTXGxzsc2hanJM1UTN4FIz+PTl05c3ED0DoV+Dfg16NvRs5MlOvqlC4bvwXSLQJQL91cishr8L/i7GSy6NkUtdagCXGsA5gm1H6Is87JGHfWR8UycwL56Zl2LoYvRURE9F9E9G/2RkyF2eyV3LoJchX4B8AXQOdA40vnXxrUut6FIrxkaicyR24ivH+IpV5rHKvE+hP4Vmp/ZMNUIO9MiBNrWcTS0XewqdT9HXk/T1JPpPov8kfCoHl8rBG4qeodDboLchT7ZxTLYh5l1i3jpinbDOfvE/7GL9ovSrXPo1rjJf4BpqvsEVPQWA+RaXec5+kav0C1z69a2yX92KvrjFE24FzL/jZ578RJuy392KvrPV0/yLfYkxQvFdLf2m1tmnD1/V4l/oi55NfE9rcmIvVopdyOkb7Vf6kVHaVeZYjtXl/8v3zu+0qlp3yXMJ3zuvzvfOL+V755dZ+r3zGlZfq591ufWwPDl89fxKvnp+FV89/xFfPc/jq+dX89XzH/PV8zp89fwavnp+LV89r8dXz6/jq+f1+ep5A7563tBaa62zGlnr5bmRr5434avnTfnq+U189by59YX1D+sn1kF5WvLt81v49vlP+fb5rXz7vDXfPr+Nb5+34dvnbe1adi3rDjvPzrPa8e3z9nz7vAPfPu/It8878e3zznz7vAvfPr+Tb5935dvnd9n/Zj9l3W0/bT9t9eDb53G+fR7w7fMEXz1P2m/Zb1spe6m91LqHr57fy1fPe/LV817eKO831s+833kTrQe8Jd5S6+feB94q60Fvv/cP6yHvn95x6xFL/zWQYediOGhoNQka6jcJg1ZBW/3+nn5vr/Q7e8FAniH6TTa+n8cX9M5+PU//NU591ui/xKn/DifPPrD+a5y7zb/HqY9GktNAIun6KJKq07/GkCOzdq3Ek0aPJzPSROJJoydG9GRJ7NwhUaVfy79I4iUlUaURU4mIqcwX8qtI1DwksaXxUU2io1AiTCOjusTFLIkwjYls6w15LiMmahATl0tErJRI1i/hXyFRsF1iTuPgSuIgl6/fXyWxcMCqxazn2dVkvq9mpmszuz9mXuvIvPa0rmFGr5UZHWDVswfJjNbna/YN7BdlFhsyi9czi434dv0N9tv2Equx1B/NK+Sfm4/4cO+S+PDvPc/HX4yPjU88+0yNz4yeOd97FsQXx4uiZ0V8jTzrhXP+szm+I75bnn3yHOI5Aj4RLyl9Ai+oWM5TTdvLzxrRkxs9tYN68jQSaFbO0zJoHbQ7+3RB1jwF0ZP43nNv0DvoFww4+wwKhkbPiO89I4PRZ/saF0ySp4twzn+mB7OCufJofwt5lgTLBK+khXnWlqN9RLCR9iNKPRtsjZ6dwR559gvMKuc5LOM7VvpIq5OlT2iZ5/ueCmNh5WBZWP3sUzOsxVOnjCeiJ6wfNpZYKH3ErrB5mH/e00agQ9iVp4c8qYjfM+wj+OGzsVIU1AgfDQeX8wwLnw1HhWPCCTyTwxnRMzucL/+9SJ53wkXn9Jx7wuXB1nDV2Wd+uK70iby/MJiu8R1uInIXh9vCXRpj4V48cUDjI/xaqOOMNj88lXDUooSDdqNJIiVRgTkanaiayFYqkaPeT+Th6TaJurJ2xoZ1ZN3MTDQMChJNRPuyRIt4UaJVoq1E875EJ4n2ioluwclEIJHcrMeuRCbsETRLtJU4yRXZXom+if7BscTAxJCErkeN/2aJ5xnlPpmxWJCbeDHRXzSOTUyUtaMyjAhJs1Z0dnPjaxJTw8HB2vjwxEzh1xO5ifFDQb3EHKHGhscTC8TGxYmixIrEmsT6xGbW8hrzJHYkWK+JfYlD8hxJnIibR9ZqoiTp0Zv0lKwY5Car6ZpM1hDNh5K5ydrJeslGyWZB62TLaP3pCixItk7K6PSROKslb9vJTPdIdglrJQuSieS94Yxkb5ldma1E22S/5IDkIJmL/HCwxErrsHJyaHKESI+UZ3TYNdlPI5BRmrnKJ3YkYtRLyXECk2TkoiE5XfjrkrOSc5OjkwuTS8LqyWXJlcm1yY3JreJrJ7lT4z25J7k/eTh5LHmSGC8yc56yJNbeCXukYsncVGV5qqdqhg/rI+9qJXem6sgIng0nyJv64YxUY41TwYtSzVP5qTapDonNqa7B1lSPcFUqJfE4X8eW6pnqI30ukghdp+NLPRz0Sz2aGix+GZoaFp8oUTpAYq5F0Cz1bGqUZIGC1BjJEyOS7VITUpPjDYMB8f7Jk6kZqdm6riVmxFup+alFqXeSidTy1CqJUMkcEpG98U6B5KqRRkI0rkttEl2a7YhgJMkyRHDbYFJqW9A6tStIpPbKm5MiN0Ds2ZM6IFS/VCz1dTA03CTjPp46lXbSFciCUSZLV5W8JJkuuSdRIVEhnZ3OkTy30uS6dF66rvamPaUbBlvTTTSbCd6TbpJukW6VbpvulO4W1EvFTObS3CVjy0sH6bxwRjqjlqR7Scxo7MxI90331/gxT6Kt2D0iPVBzUnpIcnR6eDhGenle4ipf8kF+SnJG/Ej6xfDh9Nj0RHkzNT1TImNlek66U7x/vH96Qfhs/Eg4QXJqxfTiYEm6KL0idTy9JlyUHK1+D/rJ2tyYXi+2bk7vSI5L707MEUsHp/eF86X/hfGJYfP0mkRGLBsTLgrqpQ+lj6RPhLXSJRkvUzFTTfKclamRyc3UDiZl6mUaZSQbZFrKTrMs0zrTLpgrmhem1qVnBsvi/TNdMgWZRObeTO9MP7FxtOi2xK5lmQGZQZmhQb2MzFZmpKzjojA/M1rGkS+x0iMzLqyVmpDReV0iMTIh0TY9PFiYHJGZnpmVmZTsEpzMzM0szCxJDs0sy6zMrM1szGzN7MwsC5+Vn3uS0zP7M4dF+limYrp/5uQ9Vrjuntg9le+pfk/NTMVgf3iKaur6//uGbOx/zzdk+1oD+HeL9BvCVkGJZXf3rOzuljwxeSrLU12emt1r3ln5zsrda3Wv1S3VLdW9jjz1u9eH11ie5vIoL1+eNvJIu85OZ6d7B3m6du+qvxeu2rXqXdJHNU43FqcbhxONS83rcaLxOcXEqHmzOMVU4BRzESeXSpxcKlPzVqXmvZiatxpnlks4rVxq2dV6V+vPmGrpiaBglGUXjJGfE+TnZO+SgjEFEy4IJgvMEJj9AzA/gkURvHOBsFxgVTmwLoJNAtsuEHYJ7I3gQARfR3A8+nmqYEJ3R6CCQNVyIFsg5wIgT6CuQMMImgi0+C4wtvOge6vzoO1/AzoJdCsHgnL0KmTOg14XCH0F+gsM/AEYEsHwCJ6/QHhRYGw5MDGCqQIzLxDmCCyIYHEERRGsiH6uEVgvsFlgRzmwW2DfBcChSMeRCE4IlHwXenjlQMXzoNp/A2oI5JYDtQXqlQONvguM+wKgRzOBltH6KAf0XY/WAu0iussFQoFAohxoGcG9Ar0vEPoJDCgDg8pAqczQ6OcIgZECo8v0VRbGRT8nXQBMF5h1Xvu558HCckDbLhFYJrAy+rn2B+z5IdgosLUc2CmwpxzYfx4cLpO7y+bbKFeW5rEex87llx4nz8sfpTFSdl5L/R35KG6dszke+65NZ/NJ2RxQun6jtaV7RmnMxysXfDeme5v38eoCNQVqmRyh+0u8juHrmOL1BRqb/BpvXkCejOcLtDF7QLxDgcntOl6J93jXgrP5Od5DIGXGG+9p/BDvY/Kl6gQeFnhUYLDAMIFnBUYJlPq31J9to32ydA87cM7P6JlgdOi7uMjFZxi7vjdP583R2T0lmifGKntjfHZk2/xz7ZFvFf33bLPnMbZFEW9GGZhfDpy/L68rB7aV2V/L7rERsLeWwvn7a+l++T/ZJzsVfHcvDArO7YFl9ruzOUtj853op875qogv+SOufpQaIy5jiu+K+AvN/sG6PWzWU1xqivgBk4viX0fronQdlObFZkYPeW5QmTXS2OQt2kc58Htr67x1dTa/lNrfOPp5PJrzU2XaTzLrLZC6Jqhg7A7E10F2lMMXmjEEEhtBXtTuv8o/5+fx8mRKbS4vH5fC6DLwQ339V/l02Xlwfp4smyt3lsmRZfNhy6jt1ig3qQ8kRwdSwwUNDWhto/OtNU3QJOJJzgokRgONrah+CSQGg05RHpO6I+gW1ROSzwKJwyBzriYIekW5rKKpGzTPBVJf6R4dSI0VSJ/BEAHtU/uSPgLtQ+qhYGqUP6N8qW2pzUrrpsXn8ii6Ih3YODPKlzvKycPn5eCzNUyUh1WX1mPBHFPvBAvKtN9nxsN/D4zWiYwtWBzx+peBIeXA+bXgxHIg8uv36rpS2FwGdpwHpTXa/6Q2q1Hw3fqrdsG5uqtsjTUxaptbxifnrS1df0HR99dVsOJcjRVInRqsN7moVC7YbOI62GHi6WweWGfWlcYfP6WGDfZFtNSpwREDZddbcMLkiKDExGfoFXy/jhEIKxogHodEa0/yVlgt+lnj3BrUNRHKuMPaZdafrKuwnllvofgnlHwYtjR7TynoeDljrTdjDqW2DNtFuiV/hF2icUbyoeSfUPJPKPVi2NvkolBycKj2qPxQs/8p0E5qglBqwFBrQO1/tIlT3QtDqf1C8UM43fgrlNoulHHrOSFcaPwULjHyoYwxlNotXFtADaj5vzQ3hzLecGsEymtnYjvcafweqh/2mzgLDxs/6jyGx6J3J42OhGVyeULqpoTUPgmxPSF1TkLWbULqm4TUNYnGxr+J5lEek/En8qOfbUw8JKS+SUhNk5BaJpEqEz8Fph5ISF2TkJom8XDEj3JuQmqaxGCjX9dJQmqbhNQ2iVHnYvXsOSDao5ROjDEyiQmGp//eUpUVVfQL8P93V/a/5q7Mq++t1N+oOmutP1tWu0AgI9BLoK9Af4GBZX4OERgu8LzAiwJjBSYKTBWYKTBHYIHAYoEigRUCawTWC2wW2CGwO4J9AocEjgicECixrPaeQEWBagI1BHJNn+1r/8DPetHPRpF8M4GWht++9f+j7mvAosrONE/dKpCmSXU1QUITYoghxPanREQaqm4V9XN/KsRxCTGG2C7tOMQYYhzaGNYhxjaMcRzXJca4xnFtw/A4hHYYYxjXMbZNjDGsa1iX8fFxDDGu8WEdQlzCGsK6BIt9z3suirY93bP77Myk63m/7zvf+c6555x7zrm3TtG+gKXaxvjDqg/2UqAaqFH+B7oWqFNttesf9tluABqBLUCzU99O53otwD7goONvBdqBTqfeLuAU0A2cBy4CfcBV4Dpwy9GD0/RU/DAw6uirTrnRafnjQiSwRBOpANZqIhPIeajluCRmAQXvXE+NRWIuUKTG8h+lsx/Vcp4kSlX9vE+On9ebDh2IPdQc22znXsq60dHEMue+yjqWP9SJlcBq8R2zwzxmnjBPm2fNHqLXvGxeM2+YA+aQOWKOmROWZqVZXivLyrXyrUJrvlWMT5kVtgyr0qqyVlirrDXWOmuDtclqIrZZO5jejc9e6wBw2DpiHbWOWyfNEesMajtnXbAuEVesfuumddu6Y9217llJ22On2z7rtp1t59mz7Tm23y6xA3bEtuyldrVdY9fadXa93WA32lvsZnun3WLvsw/arXa73cn8RrvLPmV32+fti3affdW+bt8iBu1he/SJGE9gLpi9iQznk4nPk+wcfGYlChJzYRc5n9KETsTwkf8tSyxPrEysTqwl1ic24pnwnGtEMuy4fuMaE5pr3PVb4XFNakKkailaqkjTntYyRLrm057FbjJTyxZeLVd7r/Bps7UPikxtjva8yNJe1V4V2e6E+yPiPSkbU74gnvPmexeJ93oXew2xwPsH3nWiwrve+7IwvZu8fyQ+6t3qfUV8zLvd+1Xxce/Xva+LT3jf8HaLbd4L3l+KZu+wd0y0/wtumfw/jhr49yqnxTwhzGsObgADDoYcjEyzJcaACcdGnKUp20pz4HWQBeQC+UAhMF/FWsVOvPSVTUuHHW04qHx4TatKpfEUmIe19HA1ybXUw8/lR9aU+hybWlvmgOU1h2BhhZk9zhqTq6zMvIZVVozraeKZFCvFFiLlByk/EJp3lneWcHuLvcXC4zW9lkjxfsT7e2KGt8q7SmR4X/KuwX34rPdz4n3ejd4viHxvk/fLYra32fvHotB7xntGzPF+3/t98bz3jveOmPv/uXaXKBZlD//6aOE+8YxZYM41ixa2mKWmDsTMxKIN5rIXzi06aS43V8pfHn3VaNWMlKdSnhLC91nfZ+F52fey0Hxf9H1RuH2bfZuFx/dl35dFiq/Ft1/I/yvvgnaDb18W3r7EQr/QpkGmXY9B+t3TIH1Vxgmjx+g1LhvXjBvGgDFkjBhjxoSpmWmm18wyc818s9CcbxabZWbYNMxKs8pcYa4y15jrzA3mJrNpkcfcZu4wd5t7zQPmYfPIg/yj5nHzpHnGPGdeMC+ZV0pKzH7zpnnbvGPeNe+ZSctjpS9qtHxWtpVnzbbmWH6rxApYEcuyllrVVo1Va9WZ/Va91WA1WlusZmun1WLtsw5arVa71Wl1WadQuts6X5SF9uFjXbT6jAHr6sIO6zoiby2utAatYWsUOeO2sFPfSk9dx86wM+0ce5ZdYM+1i+xSW184ZsfMdXbCXla81V4u67VX2qvttfZ6o8feaG+2t9rbzbRF9fYue4+93z5kt9kd9rGp8XvTOD4+no62T9inzaP22anxtXvsXv+ofXlqHO1r9g17wB6yR9C6MXviQf7U+Do6oSXSEt5E1tR4Pz7uidxEfqLQXDGlp677+LjLcUnMTxQnyhLhhJGofDDubzHeiarEisSqxJqpcZ/SU/4Hel1iA2reNHVfrPREE1p+G7Pe7Yv7PopZv8z3MfGU7yXfS+Jd8rdSZy2s9q3GWljj+zTWwmd89SLVt973eZHu+0OsjgzfF3xfEM9gjfyR8Pm+5PuSmIk18orI9n3F1yye8233bRfv9e3w7RR5vn+HVfN+30HfEfG8r933A1FCZrvTD9fpvDuiytxobja3mtvNXeYefKTcT33IbIMuBfj2ENvj7HgyrzcWY7T8nMC+J0up+F3IkfVdQ4034B+Az3nHQL0j8MjPIUsz2/COkIb6UbusOzZrqm6zF3slEMN/Zht3iqX/NKPj6U/JEjMwOvKvh8XcS8L1BKQ62uNoN6BNy59eLuUt6vhYfMI4bBwBjsI6Hj26oNY4uaA2uiF61DhjaMY54wJwCdYVI83oN24Ct2HdiXTMW7sgfd5a467hNe4ZWUbS9BhJf4+RZaYbuabPzAbyYM0250D6jdx4wsg1mswSM2BGzMC8E4i0jNxIhrkUqJaRRv6CRrMGqDXyzbpHyyG63mww6yMxXqEw2m82Rvvj641Cc4vZXHzE3Gm2GHfMfeZB1Jm5+Gok02yVdcbPmu1mJ9AF69Rjbemed8I8P+9EPMMoNi8aZWafedXsW3TDKIvVGWHzunkLiMAajF03h81RYDyaW3zE2GQJKxXIMIyo16i0Mv37rUwrx6hc6DWq/B3WLH/H/G1GVfSCkevvsQqAuexfllVkNlhFTh9WWKWWDsRgJSK9kQxrGbA80hvrNHKtldZqayXuhiz3zlOPtNpYZa211gMbYW3G1bda262t8/PVPbJ2WXuA/SxXaB2y2oAONZ7zYtYxs8U6ocbTOu0fsk5bZ2Wk1RM9Z/UCl2Ut0Vzr2oI+65p1g63W5hVYA8DQm+eLNWKNWRPWmHHb1ublPDp77DTba2fZ3li3nTv/7qNzKTJi59uFdr6/x54vW20XF3vtYruM97bHDtsGUGlXxdfbK4wme5XRFC00mmIee41dZa+zN9ib7CbTsrfZO+zd9o7oDmNH5DRml8/eCxyQ8+zRco/Ns8dS8VlWR3yWffjNc9A+Yh+1j9tHY+ftk5hZj8xI+4x9bsFB+0Kk1L5kX3k0FT87r8DuB25yfv4DMzJ23b5t3wHuqjlonLHvAUk5BxOeRHrCl0i3MhLZibw3z8HEbH/P/CtPnoOJOZiDqXIOMuVPlCQCMpWIyPmZsKxYYumCceZVJ2oStVN5iTnzJqxUmRfpTdQl6hN11mk5C2J9iQZrGbA80RjrNJuj2xJbzJZFA3IksHs+5fuQD98QfXN98/FWtdBXImb4gj5dvMsX9lVgx4z6YuJZ3yd8nxDv9q3y/WuR5dvt282/EnrW2XdrfbXYd+Xuq3H3dXP3ncHd92nuvu/i7uvj7vssd99s7r7v4e6by903j7vv+7j75nP3ncvdV/57QDtdZ/h3PHy7+1AV4XL0P4TpMVUVRnxOoYj74yXxQDwSt+JLoyvj1fGa8Nl4bbwuXh/oijfEG+NbmG6O7wx1xVvi+0K1gVPxg5Gl8dZ4ezAR74x3xU9Fd8W74+fjF+N98avx6/FbH75QsTd2Jz4Y2Rkfjo+GauPjFbsNERVG6nTEu40MI9PIia0wZhkFxtzoNaMoVGuURlcbuhEzEoUDxjJjubGS7Ztq41Q7gQ9dNFbHqyt2VOQba2Ubw3uM9cZGY3NF/odvyvZKGFuN7bLdU203dkWLJFB2T7zT2C/bjrYcMtqMDtl21W7jmGx3pM84IdsuIW0J47RxVvYlMtvowR1I8xX4CnDHn/c9jzu+wIf3aN8SXwDzJuQL4Ukb8UVwxz/u+ziety/6Xvwne3eJiBV8dwlIDuIPFgmhH3kImQ6WPgrph9Zip2KnHnnrWua8dcl/iUZDT17km9Egv1vE0B/X7MuEOzDwwHbFWqg12vuEq+yucMMWErC95YPYLeo/NAbdEKuPNT5Zz7vhpLe8jW529M630Fve4k6VPrhTT/FOpfNOPc07lfEW757y/+Zpefg3dB+4QrgcZEdPRE9Hz0Z7iBPR3ujl6LXojehAdAh6JDoWuBWdkP6YFkt7R/BGr0nttCaO1ti+BHpQ6asUbu5W0/vlfzAD3U6/ZA/SeR/fzX5lsR8z0Y8asYNzJCzP6D8ARC4pSPuF3UJEa1U6WgfUK3+0AWgUGdHKaBU+ldEV0VXQayAro+ui8q8LZ7xNi+QYp7MtT/8joyXz9Em2eQXeykV+Ddp396Euvazs0hG0/yR891Sa+bAjSWWXoS9R3Lvy1dDpIjMiIj14u7kcuRa5ERmIDEVGImOwRiITUS2aFjkU9UazONKFznNhHlq30LcQ37YX4emQyqdDOp8OGb4Yng5ePhee4XPh2f+Hki6RK2azv/wb1PevI1yReq7FT/pq5Bs/9hKXdkMbx2zI0K6KLvSz2oHsdy21K1LnpB9CQz1vZ0/3Pcn/aHzDA1te781oRN6WaWWbHyu/84lteSftfLu4t2q7iLQA+6alD07TrY9B1tUOdDrjWvsvdIynl318jLt+Z8bYFRoOjYbGMfM9malYpCLTzqwTwRwtRxefygnnvCj2Tc1/r/CWIC5DOyzwHAtVO8A1QrWOfhSuUP3b2tN9T/I/Gt8wzd4yLab5sbidT7zmO2nP28W9VRtFCOMf2jctfXCabn0Msq52oNMZu6nx++cYx+l4fBy7flfGUbsWLHvuWDAcNIKVwargiuCq4JrgOmBVcAOwiemm4DboHcBuYG/wQPAwcCR4FDgQPA6cZPoM4g4EzwEXgEvBK8H+4M3gbeAScAe4S/se/EndI209XfcpDWQj9gp0XrBfz9Nn63Ng+/US5vv1QPCKHtEtfalerdcAEaAWqKNdD3+D3kh7i95MvRNoQawFvQ/5+/SDeivsdr2T+V36KeR16+f1i0j3Ad3AVeA67VvwD+rDtEf1calDAkhF7HnoDP1iKCOUGcqBPStUwPy5oSL9fKg0pIdioURoGVAKLAdW0l4N/9rQemnreaGN9G0GtiJWh96O/O2hXaE9sPeHDjF/f6gNeR2hY8QJ4DRw1klL9EyzT4R6Q5enpSWuOVr6b4QGgKHQCDAGTAA3whqQFvbSzgJyQyPhrHA+04XAfKA4XMZ0GP6BsBGuDBuhoXAVsAJYBRjhNcC68Abam4D54SroJqa3ATuA3eG9TB8IN6GOw+EjxFHgOHDSSUucmWYfDZ8LX5iWlrjkaOm/Eu4P3wRuA1fCd4C7sO+G7zGdrPCE+yvSAR+QLeMq8sJXKmYDcyr8FSUVASAC+CssYCnspRXVTNdU1ELXAfVAA9BYsQX+ZmBnRUvFvoqDQCvQDrRUdAJdwCnqbvjOAxcf5O+r6AOuAteZvlUxCD1cMVoxXjEaEUAq7OFIBpAJ5EgdmQV/ATB3Kh+6CCgFdMbHIgnYyyLL3zFWRlZH1gLrIxthb4YtsTGyFb7twC5gD7AfOBRpi3QAx5B/CHEdxMbICfhOA2eBHqAXkG+r7xTL8Db7JKh33SHosciEtKNaZABvvPBHvcofzZK243+LeqK50fxoITDf0cXRsmgYMBxdjO8GYcCgLntTfBW/RazAtwil1wEbgE2AzGtCuW3ADurd0b3QB4DDQFP0SPRo9Hj0JHCG+lz0AvQl4ApwNNofvRm9Hb0D3HX0PSAZvR3zQCMvlo5Xb4VsIM+xZzt6DuAHSmKBWCRmEUthL41V066J1VLXAfXwLZXXjjVIxBqjl2KNsS20m2M7qVuAfbEt8B+MtTrIBvIce7aj5wB+oCTWHuuMdQGngG6gPXY+dtFpSx9wFbiI9lx3rnsLGASu4xrDsdHYeGw0LoBU2MPxjHhmPCc+CygAMuNzaWfGi+KlcR2IOXo6Ek/wLQOW014Zi8RXA2uBlfH18Y3Umx29nvmPxmxleruDXVLH9wD744dgt0Ur46uBtUBbvCO+kfqYozuY/2jMCaa3O9gldfw0cDZ+CHZPvDd+GbgG9MRv0O6JD8SH4iPAmKOnY+LNPkMD0qRteI0sI9fINwoBac83ih9D2QM7bBhGJVAFrADCxir6JNYA64ANwCamm+iT2GbseAy7H9h7jQPGYUDqI8BR47hxEpC/iJyDvmBcMq4AF3i+fcm4bdwx7gJS3wN4em2mmz7TY2bTzjNnU88x/fCVmB48x6sBi7qWdgOf+3i+mwG92sS7QSiTOC+1fKZDD8rnuHxemxZi8B5hVps1QK1ZB11Pu8FspN5iNkPvBFrkySvQyl9C9pld0ePmqehxPWJ2m+dhXzT7iKv87aDPHORvHeNSW8Ict1KtDCvTgbRzgFnIKwDmmu1WEeqVsfLXjBiQAJY5tsRyYCWw2rHXOvnrgY3AZidO/johf5PYDxwC2hxbogM4Bpxw7NPAWaAH6AUuO3HXrBvWgDU09WuDhK1BD0jI3xkcW/qz7Fwg3y6EPZ/5xXaZnWZN2Gl6xA7j3aoa71mteO9qxTtYK9/XInqrbSjNPPnehvtmV8JfJdP2CpRr5Xtat70K71LVoQK8X10E+uR7Ft+xcuw1SjNPvqfhvtrr4N8g0/amUBHycJ/tJueXi73AAeAw0ETI3xuUvZf6OHDSPgP7HNMXUO6Ifck+IvtrX4Gv375p3wbu2Hfte3Yy4bFvEul6a8IHZIdyEnnAbORJzFG/BeCbXxq+IabjG2JGZqFIyVyAb4v5/LZYgm+LqaI6Jy1ntvhkzvP45riR3xx3yG+Vz254doMQz7787MvClfnpmeVCk//MkvZ3wpWxO+Psw++TCzUHaYDX0Y/CtTD3be3pvif5H43Pn2bPnxZT/Fhc2ROv+U7a83Zxb9VGsTAMGNPSldN01WOQda0AVjljNzV+/xzjOB2Pj+Oa35Vx1L5UPrIgo3ysfGJBUflEQAPSAt5AFpAWyA3kQxcG5geKgcJAGdLz4Q8HjEBloApYEVgVWLN4dWAdsCGwKdAEbAvsCOwG9gIHgG2Bw8AR4ChwPHASvjPAuQf5OwIXgEvAFZledDfQD30zcDtwB7gL3HNsiWTgdtADpDu2D8gG8oDZwBwVV7Q96AdKivYHS4KBYATaQnopUL0kPVizJN1fpXSwdklJsA6oDzYEG4Etjm4O7gy2APuCB4M1wYP+KqWDtQs2BuuA+mAr4lqD7Y5uDnYGu4BTC0aC3cD5BRPBi9B9wFXguj+N/lvw3/JXBgdhD0v41wW7kZZgvJM36l8FPREcRDmZJuiTdSMuOB4cLBcyrQvUMSjLlZ8GztKXCmQsmNAzoXOAWUCBP43+ufDP9VfqRbBLAd2/Tk9FWoLxTl7Mvwp6Qi9COZlOAEX0yboRVzauF5ULppehjiJZrvw0cBb2Bn05sNLfpK+GXgusBzb6t9G/Gf7N/nP6VtjbgV3+m/CfI1S8ytvjvwLdBGxjej+wlT5ZN+LKc/St5bOYPoQ6tspy5T1Ar75Vb3thg962YEzv8Gv6MaANOAGcpp0Lf75+lvb80kzqMiCsH0OZNr+BfEPv8VfBXlHey/w1ei/yemD3OFrW14N6UAdjLyN9TcaWDesog3JVqKcK16/i9dugbyjNPNkOWXYA9pBMl6fq0i/rmvKN6GP6BOqSbR3xayENSJN2yKtPhLJCubTzQ4XU84Fi3IMx6DLkl4XCIQN2ZaiK+Sv8u/WxUBh1hB0t6wuHslgHYhfoSK9i7Br/bthVKD8RMsrPynroN5xrGsyT7ZBl1yG9gelN/t2wUdcDX1uwGzhf3hu8CN0HXAWu68fov6V3AD3BQdjDeluoSe+Fv4dQ8SpvFOUHETuIcjJN0Ie6ZVxoG+whmdaFLv2y3MADXyqQgbmRCZ0DzAIK9GP0z9U7gB69CHYpoOu98PcQKl7lxVC+CLFFKCfTCaCIPtTNuAHYQ0wv06VflpvyjejLgZX6hL4aei2wHtiI+yX9m+HfjPuyFfZ2YBfu1XKkJRjv5O0JVUFPYJ6fZXo/sJU+WbeMW4f0BqYPoY6tstyUL9iwZDS0A9gN7A0dCB1eMhpsCB1x9AGZPz0m2ODPZfqog+Pw7QydBM6EziF9AbgEXJF2qD90k/q2o/uZ/2jMHabvOkB9oXuhZOhe2BM6F04PHly8OuwDshevDh5ckhfOo57j6DyZ/1iMX6YXbFQIz5Z6SQSwwnOQ9hePh0uAAOBfUrPER13r6BrmPxpTx3REYYn0RZbUAw1hq3gw2LpkNLwUqMY4tIYOhGuojzj6gMx/NAbjJ32dChy/Toxfpxq/cC1QB9RLO9QfbqC+7eh+5j8ac0emH6svGeyU44f8xpI7wF1HT8e9J/iS4cYlHtpblrQC7Y6ejs4n+LqAU9Iu31W+p3w/cMLBofK2cDOwE2gpb1uQGd4HHFywHHo59Ei4FWhfMBHuhO7yV4ZPAXg+hvFsC+M5SLubMcgvGw93lwum+8pPwz4b7vZvCLcC7f6m8FXoLv856HP0XwS6HbTLvPIclJnFdF95D+zeMPaccCvQrneET0F36T3QPfRjHwljz6HdzRiZPwB7iOm+Bzb6AbTrE+Gr0F2hcPgqIP0XgW4H7cxbF+4ObWC6b8pe2BK+DtwCBoFhYBQYX9hSIRaOVqQuHEX+KPJHkT+K/FHkjyJ/VOUXba/IKNpfkQnkFN2omFU0UlEAzC3Oqygqrq0oWjxWUVqSX6FXxCoS/5ffbVJmfmZmvRAzX575mvDM/N7MbhGaef494yKe81LOS1qTcImfaj8RklFSsgEdTkkRkmsnS/6b3WQe0qRH+wX9LdKv2IYkVZqQXHHSv0rKlMtSevz03PVckow1rKeB/gIyDw1KO3UjY9ZSJlj/MGsbJQNQjcMGVCAku49kVTlMz1cdxiC/cHiGxG/IRVT5kElIjJNbKIs8Q52UayX/kOuIrE3rU+xEys/I/bQ11jBM2UjZ4W6Rf+uL/2QbYGvbyOuzXDIPaT3kBCqhXeL+G1kD4yfJBvRuh5cIUvxcxqQUs4Z7UrqrWdYg81BAelzv9hyS48BS2WQSmsOYww7zEGRy76RkhKqavCQ5EmjXyLZpfdJ2mbRXMteg/Qbta4zcQjuNdoC5P2Spcfr/jP4C+v+C/lLac5mbSvsztP9E1SBt108YOcTczcpmbqZqGz23kpKhZz5jMllDEeUa5l5Vkrm50k5WT45hnhRKj6cw+SrGoYK5XUKy1vXT3pZ8XY6M9Lif4d2JJr8tR552mDIplsoZyHp8UroWyRhtRNpinDEHWNt/Y+4R2c6Uy4x3MbdNXsWtSTv1ffR0Mj6N8W/IXNco7T1JMkgxpjr5XdlHaaeomdNCOZdyu/LIlni2srZG9msf7QD7tYaeDnrOsF+/ZKlvsEdNvOJs9uUw+3KBkevpX8eW7OLV09W8lXWmFDP3HOVBtvwI7UrG97M99fScUtdl2Wz6z9PDO+K6yjFJOFd8jvVLHimv6jvbc5uROWzh15JYuaJbSnc+Y947OQ5Ps7yu+A3buYG19Tt9l54G1nOdMbeldIdpX6e/lTPqGK+ylVcZUHeBspTxTdLvnqBnOftYlJwgJ9yEHDfKXVK6hihv0pPHmNu0M+k/Rc8v6VlGGaD/nJTuOEeghPerh23bzKuv5XVvcuZ42KM5av5MfkLOZLYnU3rSsqWcUaNmqRyl1BzG35Z2isWYDHpWqnkry3ryVA1yprl2cPRqkpJfbT1b2EE7PflJObuSkrHs3ZTLWKqHo2fSXiMjXaMsVUR7jJE9rGEP7d30X2Wve+kvpOfXzP06Pf2s7ev0VDDyV1JiR+NMYN8TbPlS9uLnbMNNecdTOQ+1fbK/njtSYnxeZ19e50r/Nlso45Oswe/czddZQxvZaOTKzeK9+AhzA5QDnDOXWWefM2JqHGSbDfbiJkcpm/53UdYwcr1zxQnOwwnO57ucGypSjtgsaWPfuMsdQMbUUu6h55OMzOW1chl5iaV6GHPQmV0y9x7nzzYpXUlnl3uOfq5W3n1drW61v3EWDYtnuE4hZ+RxFnHHcA8yvo6Su5znOMd8RF7L3ZH8GWf+Xc58OX+WOzvPXc5qNbaytX1sv5ppuzgaQ4z5Dv3r2fIE7Y/Sf4Q9ukq7k34reYV3to12A0f7ruRg4BWXOftMsXyX4J06wTv+X+hnj7Tvs+wZ3t8N6i7LGKwUcuyxd+rZdFjddzluYr+MwZ7zOuuUkdlqB3Z26efY09fZU1nnCY5VlrRTZ3NUG3mVQ2zbIdZQ7ax0Wc8qzroCytVswx1nx5ayhvX3qp0weYB3s5g7/362pJjxgs8IWed28tUNizqujjp5Byc/BnsF7/gQYxrUTs527lajp/2Y6/d1zkzZr7PqycjIV+hfzj7u445dTc9sPgvUOHdQpjE3n/2Nsac3KFsoJ1izwbsfoZwtZfLA5C3huv9XUqJV1XJ9seW/p55NbMmu5A/Jyiz/spTP3JRmti2fkdVJvv+wbJ6YhavnOu2fRcY7+a8HpFMKz07akIr9TggyTCjuMcV4p7juFL8dOe0cNjsy2CnuOsVXpzjqFDudYqRTXHSKf85hniNvk+KZUwxzilvOYZVTTHKKQ45cYooxTnHFKZY4xQ+n2OAUA5xifVN8b4rjzWF3I6Ob4nJTLG6Kv81hblNMV4qtTXGHKIY2xc1GfizFx6aY2BQHm2Jfc3jXFOMa+TkUy5riV3OY1RSnmmJTI4+aYlBT3GkOa5riS1MsLBwrxY6meNEcRjTFhUYGEcV/5jCfKbYz8pwphjPFbaZYzRSTmeIwU+xlirdMMZYpljLFT6aYyRQnmcNGpnjIyCOiuMcU65jiG1NMYw7HmGIXUyw4HDHFJeawiCn+MMUcpmaIYgsjT5jDEEZuMMX75XB9KZYvxQioOL3I5qV4vFLIBONwd5G1S/F1KaYuxdGl2LkUL5fDyMVSacxV/FuKeUtxbjlsW+TZUnxaiklLcWgp9iyHN0sxZpFhSPFgKQYsxX2lWK8U35ViulIcV4rdSvFaKS4rxWKl+KsUc5XDWaVWDUdAMVQpDirFPuXwTpFxyuGaIj+Q5nBK8bqKCZL8Lg6PlGKQUtxRijWKfFGKKUpxRDnsUGybYoRSXFCKBUrxPznMT4rziTxPiuHJ4XZSrE6KJ4lMTg6HE9mbFG+TYmxSXE0OSxP5mRxmJsXJpBgcFQ8Tr+5wLynWJTXTFKOP4ljiHVS8Sg6jEu+aYlFS/EmKOUlxJjlsSYpTkKtDcSM5rEiKs1AxIbE2xX6keI8U45HDdaRYjshjpJiNHE4jjp7iMVIMRoq7SLEWKb4ixVSkOIocdiLyEilGIsVF5LAQkX/IYR5SnEOKbYi7mWIYUtxCDquQ4hNSOwDnm2IPUrxBijFIcQUpliCHH4jMQIoTSLEBJV/0xCFXSrbm5NO002kvor2I9mJPArIkZRP9a+j/Ju3dkMUp36WdoK3KLqJdxbILIf30l0huadQjyxaz/lWexVKmvEhm1ibYWZI9PZmVInl8uxjzLXnd+7Tvv8E2NNP/OdqLaS+mXaJa68gmypcZgzrv/9wzD/Km06N5zH2RrWJPPeXs12fZ8nXSdl+jncZcwVKv0fN5lv0oPc/QrmDZf8PanmFLKihTGFPKmLWQRbSLaBd7AvTX0y5lDfRTLmZuMXNf8ASlTPkcWxJgpLQXy9MYxKhx2M3azrC2BO1vMVLKhZ4OxihZRlnNmDrWf5L1y5F5MaVXzofUX8r5QDud9iLai2gvTnlV9i71JP0N9B+l/ZK8eupO2j+iPUz7jrRn5LDsaTkf6C9J+Qrr+Uv24jecCbL9q1KvyPkwQ/YiKzUk5Qx5la7U9XI+zPiKnA/Svv+GtJPNqV+T82HGiKw/dUDKGb+i/VNZ/4xB2r+lrWI+RrmYkb9PWSdniGzb/ZuqzanfZHwbbVVqiG0epb+Afp+UMyLsnZ/yV+zvduaeoJxB/wuMjPFad+i/yDqL6VEzQXnGmfsi43fxihc5SuOUr/DqUUZyDs+QkUW0i2gXp16g/x7teaxH+QvZkhW0n6f9Kdbzd1KmzaDNOZ+WxtwX6flT1vY9OUNYwwusYRHtRbQXp/4rxv8t7WzKmSxlss3FbPMa3uVX2dPfMJdtS22n5yXKH1GOMvc9ct7O+A7t46yzm7aa539N+Q36T9C+TPvXnMk/ZmvlPFw8+ZrkBZ/8z7T/Sl6Rsnjy27Sfp5SRRU7ua5RtjG+irWQO5dfpV2WP0T7G2jopf0bPz2hfY4z0L07myzbcn6TNe5c8KHPv/0JG3ud8SK6nR67oxfffkO1RnuQrlPmULMUaFt0/z0iWvc+Rv/8q7QHW+UPaV2kPM5ez+v5P6Pl71oPZqH1afpPSqvitgd+VtCXSIz6ovh/Jq7t4mqfx7M6lTucW0v4mJU8Fxb+nzZMlF+sR/5WS34tdRyl5LipepeS3G9cHaP8HyiwpJ/+M1+JZh2sv/X9KP7+Du8Yo1bnWLyh56iX+gvL9jORp5KRqLU+NBE8IJ39CWUs/v0OJ31Lyu57rZ5SfpKeP8hOUv6L8NMvyfCn5+4z8OP38li14vjT5Y9qqzTPpUSe6PNNz7aTkiajgWZNLnUtspIc9muSZYZKno/e/JeUEzyIEzyIEz/Qmf0rJ78uamzV8mbkcGfEleljW9Rw976H9J7Tvsyy/RSb/N/1vUL7AXHW+sYSSpwqTMUbSc5+nwa6XmctTkUmOv6bG8xo9PId0dTOGJ58ufsvmAa5L8DTVxW/f4quUPFnVeBrjukX5Iv03OcfU2Ttrc/1HSp6daqrOVyjZBtcfsJS6L1HaXYxUZ2Kz6OdJiJttcHNWuHj3NTUPOQNd+ZQ8JXbxjosblKzfpU5BG+nh2YvrXbQ5tpPskeuj9PyIkrVNcma6fk7PFcpPUfLuC979SZ4YJ7/ASH73F/+JspKSJ+eTTzOXNbt4ki84W0SIvbDp/wElf5UQ36efc8D1DXq+TskzE/GXlOpOvUb5OiVPv8X/oGRtgit38o9pf5tyCyVPe4TqlxqTz1O2UnJeiQ+zrFojL1H+kO1RK4s9En9NyRk4SXtStZzj7+H+4OYZr4st1NSew9mrqXOkbbQ5M12XKNlT92fp53mv63uUH6HcTMlzZjfrd7FH2jx6uM9o++nnehGfoU2P4A7g4im0xh3A9Tzb+RQ9vNcern3tu8z9W0qesGmcb27+uuQ6zTvO+t3cqTSu+kn+CiP+nJ6TlBHWqc7xeMdd/J1CfJEeta9yPWrsHd68pc1V7+aO4eLvDq7/RQ9ngqZ27/9JD3ctTfWRu43rb+hXNfyauV+jn/dX44mchzPZrWbjcXq4V2hcLy716xLnsHaRueydmzu/S51MqlNHznaNMy2Fq9vN31Y07jke3lM3V5mHvdP+OyXnsJs7huD+4+FM0zi7NP5u4lG/2nA2apwPk3/uzA28J7jVHH5N2pNq7ZTSz90Aa+EyZ4j0qHm+XtqaGts2Z7bA4+FzSuOzD6sGHqFmYNKZOfJ0d7mTK8+9v+vYeBYLtUv/IWvgU8+jZoKaq1yVk2oWfYst4b6H9XiZK2UEfq5TjWsQnmGuL0iPenardSQ4DpyZGvdGt7o7as26nZkg61d73c/Zd650N/coD+NTudY0zh+Pesa1snc/dWxcN7WcMXz+erhONT5PPVW0qzg+fFq51Vrj3XSrNcVfGN3c8Vxq5aperKZUv0WqJ4Va0fwFxKV+qeSK1j5EmzuVi3fKzd1Y4x10sR433yXc/5YjpvaBIsaouc14198zhrX9H+6+Bjyq6lp7n79JxPB35kzmZP6YGSbJJHMCFBERERERYxoRMcUUESONQJFijIiIiICoFCmNGCMXkVJALsU0pkqRUow0Ui5FRMqlXKQpIlKa0hgopVxKk5m71ntmSORp1ed++PS5H5v9nnfWWvt/n733yczeR/oV+CfQYhZT7NEVc7p8O3A95E6UFGVX0GoyUlHsOcu+R/CtpdoTEtxBKr6vVI4CcXermOkU+/tTjPMqVibyVZCj1RTc+5I9UmHtIWMUUr4H+U3g94CjZypoLxkrJQVztIx7SsE9peDeV/EdqIw5VLF7DlY+cfTnBMarBO64OPpJHN9RxrEyUezawNpGtr8rQV3FUVftmFPiaOV2tFp7H0gw67VjzIljHmxHTuIYtdoxzrRj5G/H94BxjGDtmJ3j9kxhz0dYyyXQUgl7rYheGscsH8cdHce3xnHMle24j+Joi3gF7O1VFsbehL2SwfpBYKyOo2biqP842qsdPSqOO6Idlu34XimOHhsvAI4G2nKsQNqx/mzHPZt4HfELcQFYA9zF+Lft4K8DyyEZD05PPbQuh6V0O3JLPPFntiSswfqZJb8D/iEZ5wIe2/l3I/LkeAZjgp5bxV+VhTzn2khtKElFju8RTqDVhCSa0vgXKU6b818PRCL+GHN+yiZke2f8I/C3gd8GTgW+hbD9EU8EMbwP+4XQ/hRyGZKTkFQAH+K/tFN/l5Sn4/eD0zOgMirxMnPtMeD3gGWw0aHtDsl0SLqB3wEOSft5SDRIHiF8KD4CEgXo43TVCYzxkcjnOsbE95CfrpAgh1o7bBzQ9oRWhiQd2t+DZwC5vZraz0GOksbHAidCci/4k+D1jHTHswS1px6F/CXgDOCz0GYhXT8kSyDxgj8I3gtoW16BeP4MjvaKPw3JH8GXIdRgLjvN6lwnd6KeP0ZNPo06Qc1rw4HfQB2eYy2tU1gyDng95G2IYTz4CcRzBpJvoZ4HQfJr2FMtyar6XcLr2vlbKhWtqXK9ySr/ZYDwSv7rZVI7BUh9TM7hv3TJ1fFTjNwuco5WCFwE3A1tAng3JGvB7wHeB8k14F8HzmFsPwr5W5BUIZWRiL8L5GOBLwIPQe6B5UxIfgI+C/xm8EnAlxDz3yH/JSSvodRvotQPo0TPAM+gvDcATSr12aT2EeBfSTJA3UO4JrGRufYXRgf1H+nDeAvwdsiPsU38ZmhfBD4HnM9Px1x70pr2v8HmDg7VTjHL3bXr+EktsYN4Af9dSO7u+AEkOiO3nVyg8Xfr3eMPw+Z14KvAl4FRhHoTNuDcnwl7E96j8q/OtsS/j3q4E9gInM7y9lPQzuTRpt1uQe5pOnqCrr0N/A3wHdY67oM9WtbBvegG5Q5IYmi1xcC/AV9F/HugdSL+Ysi5p6XznS7rPJ5Qihng58CXw/5qcLSI8mPCShrXqQVpLSbJ76HXVWslkHBZ3ovPBvaC3AKOAO4DBmG5nlH5T8TwOORXQ47+qXUFZgPRozQJ2meRh3HIgwGkUIqs3kJYkZgEzqNiRfxt5lxjxH8MHAPtGcj5O+gslUYY5frEHOb8l3DCC5wfdRuXN1ku7pPVDhrZpFMskaL23dfO9Rzlv+MRbgHKwDog98wi9WVGbimaO7wcQ3wJJHWQ9AR2hfxrhPO5NqQtSGU++uF8/tsd1f/j4PnA7wKfhjzIz1yqhfxMZa4VAHcBc4BvA39BNj+i9QuPYxMxXtUBHwX+Avgs8HXY3MmzD/coaT7y49SizOOvQl4DXgS+APynwEGM6ivIWzVzRxb4teB2z18HzEV+cpEW36Hv81hNrfk6c3U1JPOAf2J5O9LV/o4UM4A/RD1MBz6J+Lsj7CrEw7/SfF/5NSSIU+MxKreNx8zl6ieMCR6v7tO4n9/nuJHwg3hP4FqMM8ORt3sxVvdk5L9MEh8L7I4UA8jJu4z8d1oqlwnJJ+BPAB2wrINNGSRPATMh2QOtB33ABD4BRH+D5Sm2pJniA8bEeK43HtnkHzn4V6lunmEJVyDPQ5HnbyKH6cjzOfDbgHwycz7/8lNt4D4vOVX+huvf7fZV+RcX96ppPBrHz2FMXoR5PI21yRl/HPBOrE/8WJ/cgBnzL5DfDSyBFjXDd5x0L8+kFOcdjG1cM2tVnkOf5LWNtFbj1lmLe6GMLaW9yE8Zf3Mk7Y2/Bf4ptDuhfQCSMLSPgNNqUO6p7EWcf2SuxYAvot15/Lwu0Q0lakN/eAzynyBXheAHoD3N3PE4JL9EWSpRugvgCvgjiGE0wqKu2vuhp30L8ncgqQQ/Bh5FbC9B8jH3NJV/nehI8JrzA/U1vjeVH7E2sY3l/Bd76s8Ktzv/nlm8yr8Zk07xmE+SR3GXPczjhoKRhOdr0mIs4tWRVMO1p7ym8q+AXmNL5RjXgPizxvdsRaKKuaOAkb8Lk2ocTuAE5PMG5LMRcdahly5EusMh+S5wL/AeRtyJp3huIpwCfAx4CPghWp9/EafGJ0OCOS6uIU4ZklsxszwH7gPuAb4Km9PgY4G2/UvAFeirMmIu4ThV9MP4d7CW+wvumj1ce+qPGfk7VjEdfalIrYL9TNgPRQ0/Chs/MAAJn/P2vIpeHbdX+M8DDwN/ixXsFGiHQDIIiJUtrw9JixLJn4KPQWw8Ypxq5zXtq0oDcBlyOI3z1s4zSJH837Dn2F5tnwHttcDBkLyFUGsR8yn0nO9grLuXucotcq9cgzphSZ7yHu4RWzsfefsEeBw4DUgxSI8pdL9Ldyu8XlqW+A/0roXoXc3o+f8G5FFuvv3MwuOeMkP5DfexxBPM1T+hvx1grn0L2p2MiQeh/QOjrY1HUBsSauMwo7IdLeLi1VG8DO1ut/Iq3CMzcL88xaOchvVMcoVzJywXA/8GtFc4H0MbBZ8BPgha7pm/Rh/7La8QKP4M8HPgy4HD2D7ZS7+BXMmQ3Artc+A+INZR6KVb0Eu3oJdu0Wz7l4DcSx+I/x5I62HJj1WrP86/wH8AK88BWHk+wCtDal/qq5KTv5miHngFOK91ndop9BDuq8+3/xCWVzHyt5yisL0G8uGw/B36cB1sYOngZ5xrYPMq29CTbDokaznORF9C0Z4HDAO/AXwB+F3GuA/2q9DuhSxpex5300igA/GkgacDM4DlyPM58LHAicAngdcDC2EzBfzbwCzEZsfjBfYCPgu8AvgY8GngMuAQ4AOI7TmMAHim0+x+az8JngeegKQH+EZgAyR26YZD0gpEz9fwVIh7sCmOp1qtL/AXwNdxt/JfJJoSvSH5EJLd4NvA9yIsQrXjSZb7GElCwAJIBoL3AbdHAPsO/QnwDUhuR1vsQz7HomXf5/KmGbDh0cDJ6wcxnb/XJv4ELFHbaV9D/JjBeS1BkrXoLZ8inl9B0h33uwnJu+BPAPFE75gH+TxIvgfk1UtRclWAMto5caA20vAsn8Z/Iy3S/sBpcSq02ukOXgG+H7nlmr/G8Xvgv6H3vou0VkP7e6C9ttGA3TCnvIc596/Ac7hTdOA9qKtHGNs+RrugTdsw7iVuhJb7xqttH4A7oR0KbTGeTx8B8pN+NcdA+AnwD5Dz72OzORRJPhK8J4VHgw85lLSG7ek5ke/EQ4inO2J4D9r5wC3As/y0Iv2AZ3YxQIzmsx5EvkgTou/hi17qe/Qzn+W+u/ru7XuAmVD1rnoPIfQsPYv4VfpVQjNdpovfvCHknt/vSTNcen368U5nSKxP+gXka5PXz3qp76Iv5J1l/0j+Wfs3OvEtnWwaLrHb8Q/T/DL5+SK7f5ZH0Xc3+X2dPh/sdG26xHNcNDP2bU7WXar+/hX12NlfWo+t/2fqca6IS+mSLvmkHKmfNFgaIY2SyqTp0jxpqbRaekPaJu2U9kmHpeNSq3ReluUMOVMOyvnyAHmoXCiPkcfLk+QKeba8UF4qL5fXyLXyZnm7vFs+IB+Rm+UzcpviUHooHiWi9FEGKcOVYmWsUqZMpTXJXGWRskxZqaxX6pWtyg5lr3JIOaa0KOdUoXZRDTWgRtX+6hB1pDpaHaeWq9PVWeoCdYlao65WN6qb1AZ1l7pfbVJPqKfVCxqNRpqphTVLG6gN04q0Em2CNkWr1OZoz2hV2gptnVanbdEatT3aQe2odlI7q8XpiVq2yq2pVoU1k9g4q8yqtKYRm27NsGZb8y5q5xAbYs2y5loLifUn/TxrNrGR1hxrgVUKbSXrhcrhrGesJdYya7m1ylonFPtqbbTqrc2k51QmWdOsumR8Cq5rrMXWBquG9Kut9Vat9Ya1xWqwdli7SYKrtc86aDVZx6xmIcf2xg7EDltNxHbELljC2k9sa2x7bKe1l1h97ESsxdpBbH2sNvZGrIHYXGuztc1qpJw2xJbHVsU2EttKqW6w6lgb28ThiY2NLePUSVsXW83hiW2k0FQGYsmcEdtEobdbO4k1Wrs4bmKcSzss6yhuYtugp1xRPS3iUhCrsmqsPZxn1FEjwi6yllKJU2F3WnuIUTjrgEVjbEfJrePWSeuQdYTYCauF9GeItVpnrQsFglhbAYdnbbxALehS0EPIBRkFOuV7N7FuBYZ1zmoj1qMgk9MmpheYnDYxo8BTELTWEPMVhLn9iQUKIgX50OYUdON2Ixam0FFoIwWOgoBVgZiDFHchwmYWdLGGEjOtZmqzMRyzdYRKVJhMdxu0ekEG1eSAZK42WPm2NtZmyXauYmdi51O5KshButHYkdhxTte6wO1vpxvbHdvH6VpnrPNWnNOlPJXGtiVjHhV7w46ZS5UsEcVOLEgxU6nsmLm+UKJ8rkuU16KaPk0sWtDHOmqdsMNySyBsjt2CFNbHLXxR23BRu+miduPFmlydjLmOejrHHKb7Ykky3RXWAmiD1D9mJXM1xZoObcCaYJVzzBRviTUO5W20iqzRdnkp5ZHJdAdaQ5JhLat/MuawFU2ma1qBZIm6WQax/IJ+1EpdkmGPWILDxk5STZ/jsLHzBfmxFrorzsZaYxdix6hfyVZ6bH/sELEeVmZsV4x7tm6ZsYbYDu51VrBAjW2lsMIKFzhi9cRkSrUttv6idiW0Uas5tox7rBWwjsQWEQtaObGa2FxiYcsXWxKbgd4esTbEphI7anmsVbEyYk2xXVZ1bCyxQ7EGa3GsmNgB0h6ODcedEiaLQcQCViQWjfVJxhyIRRBzNGbEPMQiVn6sS4zuDyvHsmLHYw777s4flbf6f73PfIxrghCu+1z3ia7uNndCdDO3mn8SuvlpVo4YwSstWe1YXVGL/WNfLCqtAdZgaxiNrsXWGKuU2x7jcDmNxLafmfSXyuaQX0B+UZJf+nlp0rOrTvoV5Fcn/fqkryX/Rqfrli/wDZf4VP5S+dqRzEfqmvK7ye9LXg928k1Jfyzpm5Oe42slf5b8Bauc+lF5gYN8RlJOadFoV05jT8c1cImPfNZfrL/O9ZrMO907tu+X9AOTnuMZkqyfWrssBcOTZUrFNYDvSSGbaSa1ttnbjPJ6WAzufNIaVseyfr/+bVo5P6g/LK7QH9PniG76Fv3nQtff1z8QmU7FqYksp8uZKXzOiDNbBJxXOQeIoPNm50gRdt7lLBUR5yznYyLH+ZRzoYg6X3TWiHzny86VwnL+u3OD6ON8zVkr+jnfde4Q/Z3vOd8XA5x/dP5JXOP8i/OvYrAhG6q43kgz0sQw4ybjJnGjcZdxlxhujDPuFjcZFUaFuNl41HhUjDSeMp4StxjPGs+KQmONsUbcarxmvCaKjLeMt8TXjZ8bPxfFxjvGdnGb8Utjp7jdOGj8l7jDaDaaxZ1Gi/GpKDFOGafEWJfX5RV3uXq5gqLUFXaFxTjXta5rxd2u0a47xHjXZNd3xARXheshcb/rEdcjYrJrtutxMcU137VATHW94KoW01y1rlox3f2y+2XxoPsV9yuigk+rE/yN9ACZ7rTUPRY99k98s7hBzKO7dolYJpYLfirZKOrFVtEo9ogD4og4Lk6K0+KcaJNkWht2kwzJIwVpfWhJ/aVB0lBaIxZJo6Wx0nhpojSF1oozpNm0XnxGWiItk5ZLq6R10kapXtpMa8dGaZe0VzpA68ej0gmpRTojnZfiPA7klefRuJY3ATg1r+KipDiP5sy8kXk03ueNyStNStS8UrJlCyVvUt60vDKSjCTNVLJQ8kp6R/JGkYQsevsQi5lHI32enkczXV5Gni7k6Nk8Gt3zRB6NdNHm6FmWRGmmizZRbbCklXBftAmhaDbOy8/rRxgBz8ij0TPPgTgD4JFONv3A+0GeD5t8pBvhdAkzEMoB5DyYnC6hnYfWi/k0YW+yfbQU9hlsHy2GvYPt8wTsBfJ8gdqSsRa4Hria0S5ptBq4FKksAlKonCNRWs1GW6MzUeqKf3CPqvZITmN4u+hKY/hO0d3cY7YK/lYyKPcTmsiQJvCvpKP15Dd/ZV76UnbbyDeS30WeZuPoAfjONkrS43PwmFCjhz/HH/0C/eXwJ4SaU23zYPNFebrQRVQMpZqdSndnjaB2ze6X3S93Efml5KvxaQVJPdme3MXkq3JrwFfm0ro1d1m2yi53IvkpYLR6yp0TaWWXW547FdeKXGr5yKHIodxp5AeSr8QnWj1EGiONuRPJD8qdAj49t4himBCpZZfbhfxIsEySjorUsMvNyB2C6/DcAPqSZErUlyabP0Nfkqj/4LeScrW8kd8SKI0RdwiRM+dzvfwF+s/zypeyo+fiHHqOzllKvvoL7aWc1f/Uq5+juxxeI+9IfQ7UXZR3EZligBgjKsRS6im7RbPkkGgEyt6W3Uh+V3ZjOJ69N/tA9uHso8ROZLdk07MSf8o+HD5KMnK2lK7ns+M5NCbTp8bslnAjhSWXfYbD05XDnLgYdh2FXUe4Mbs+ezNdOT1a/1OKe7N3hZ/J3ht+hnBJ9rLs5XRdlU2WpN1Mdps5Z+EpsDwQnpJyqTyHiyjdIkLWj6frAf4ELaUStrLXhWkBy6llD6XrZv5EWspFdn24G33uRkjp4rqckbSc/qrQ6ex1odOElGdcZzNS71Sony6j3lptviks86fUZ4vRZxtN/MZYmibN4bdbSWOpnkXvXV+Zl76U3V7yNLL1Pkz+6Bfbe2m+6N3yOf7MF+j/372S4t4LF2US1agcCUQikfxIv8jAYGlkSGQ4Ro7J1AoCrXAbWUnmHiFp27SdGDXGiTuFCI/8yrz8peyKyVNPCJeSnyCUcDl8Sq9eYq9FDCGFp36Or/gC/eXwM4WDruwlz6yL8t6iUEwSC8UasZ3We220vhtE67kZtH6rp/Vai9xFjsoj5XJ5gbxabpCb5AuKqQxUSpRKpUqpU/YoJ9V0NUcdQfW2MLw4XBVYyi5cE14ZXhPeAF4XoJWHLQlUsAtvCNeFN4W3gm8P0MojPCs8N7wwMIYdaavYGnxNgNaA/DkwIOXClYiJ2cLAANJyqpkpl0yH2YZAph3Wfz7lwgPDQ8KTwAr950lLqfoPpxzHRNbMVvoP2yXyb0u50IWwCOczC2f4t5G2MjzLvyrlwqPCJeFxYGX+VaQto3TmpVx4GqyJhfb550Fb6J+YcmEdYZlN8k8kLcXlH5FyoQWhRaRlVu3neh5OYXNSjsKa4VFg+f4c0lIJ/ekpx7akJRYq9afbWt/JlAutCDWFh4PV+k6SNj8sfHt8e8L9GENdYM3M59tD2kjomK/OVxfOZwy2ULoBsLivTsih1rDuq/JVhU3G4N5wgOIiFqr20ZNdqDl01lfpqww7GIP1YUFxEQvN9FVy2NAiXwlZlLALLQ1VU36IBdf5SkjbFJrqG0j2A9mFKkIzQ0uZBZ/xDSTt7tA+nxk66DPZhcZQbTUxC07x0Uo6tCP0hvdCaLf3ArvQgFB5qIFZsIjHodAboS3eppQLeoJB0jKzvLT6D60P1XobUo5tQ2DBbt4G1npXd7jgEqrLWma9Tntp5R2q9i7ocKRbTfbMar0LoC3vcMHRwbGhFcx6bfLSs05ogXdkhwv2Dw4KjWHWq8ZLo1Oo1BvtcEEj6AlNYNZrljdK2mJvlw4XCoeioT5gA7xdhOxp6ex6Hep1JDQAbIiHRmTP3s6u19Ze24P1YAEPraY99Z1dr5W91gSXgQlPPWmXdXaBfb3agpAFjnmWYR7lVaDA2P4+PT+IrJysHH6LXVp52mzhSD1F+Cq+Mi9/KbuZ5Gmd56M1oW+RUHxL4VN69RJ7yVf9OX7FF+gvh6c1IV3ZS8aaDnlwJT5fQyvCxfRE3yAOiTNSBj21D5PG0ci+VNpAT+NN0jm5h5wvj5AnyLPkZXKtvFM+SqO7ofRRCpWJyhylRqlXdivHlbhqqv3VYnWSOk9doW5S96rNmqz5tIHaaG2qtlBbpW3R9mvUgwJHAycCLeYSc0ngTOA8X21HmuOBk4HTZqVZGTgXaOOr7UjTHGg1S20XOJtiZqkdmznUdhTr0JQjzaHAETNiu8DxFDNpzRvYFzhodrFdYHeKmdT3A42BXe7TtgvUp5ib1n6BDYE690HbBWpSzH2QNCsCq93bbBdYn2JuGvsDywLPuNfYLrA8xdz07BVYGFjsXmS7QCTF3PTUHZjpP+GebrtAlxRz05NZYGJgirvEdoHpKeamsS8wLlDmHmy7QEmKuQeTpti/3B10BwNjyJcysx1pRvjnuh1uR6CI/FBmtiON6W/NbMlsCQTIR5jZjjQ9Ar7M/Zn7A5nkuzCzHWnS/XrmlkC3zC2ZW/yTGG0nZP8F3/nMVQGRuSpzlb+Y0XakafFvzFzoP5O5kLA/o+1Ic8RflTnVfzxzKqHJaDvS7POXZ462na8lxTJHk2abvzFzoO38wRTLpLHfX5fpSzn/pg5OmtWZcsr5V3Rw0ixxNaecf14HF7Jrr3+Wa6/t/HM7OGk2dTh/cQcnzYoO5+/fwSmdgd7D3qOuea55/iHeFr7ajjRR7xF/H9ck1yT/AO9pvtqO1sZN3mOuYtt5m1PMRU8i3hMUR3/bec+kmKs/aU5SHKbtvIdSzGXasRlx23mbU8yI01i4xXvCOG4777wUM46TZp13uLHbdt5JKWbsJk2Vd4dRbzvv7hQzaOz3zfFuM2ps561PMaOGNFM8Z405xhxvHflNzGxHmhLPYWOiMdG7nvwKZrajXM/wFhmFRqF3Nvl5zGxHmmnefkYfo4+3kvwkZraj2DI80w3Dpxv0z9NoXPxHYeKeEucFn+q84Lzg2cBoO9Kc9jqcR73nnEedRz1LGW1HmmOeFudOb7Nzp3OnZwaj7UhzwLPdWWs7T2GKOWtJs90bcC6znWdOijlp7vN2cc5KOW+PDk5zZptzQsp5znVw0jQ7R6Scp6mDC9mZ7zngzLed53CKOfNJ06PDUUkv8s882/5MWFnRrDx6huU5+VQW9gmKIjGL3xOLvxRLRstFL9h74vT8SM9pxDVPi16r13rOAM8z0jXuVfVaWmNwSmnmVHMqpTTDnEHxP2o+SvP9fHM+5eAp8ymhmk+bTwvN/L75fZrzZfo82ZxM1g+aD5L1Q+ZDZP2sSfOu4HfcBvHXa51/X0U9RvGs8Kz2rMfT4M9QphfNFynsK+YrJFlnruMSyeMVi0NJcd7nnVGY9BHyo5LXy+VLktdxnWRlnfiky5jWNPKVnT7P6nSde4lPlXVUJ/5VlLuz71zuqn9ZufuYi80qcjXmSnONucGsI9xkboVsu7nT3EO4n/CQecQ8bp40T5M7Z7YRI58lZ6Vndcsysjx0Tc8KkpMhk+HouUqEL34T2l1oek9dF1fohu4SV+pu3SO66n49JHrqvfWIyNRz9Bxh6gX610SWfpV+tQjo1+iDREi/Th8ieutD9RtEtn6LXihy9a/rxSJPH6XfLmL6GH2iKMD3qkPNdPNKcZPZ1ewmbjF7mD3FrabTzBRfN7NMv7jd7GUGRYlJD2BirJlnFoi7zL7m18R48ypzgLjXvMYcJO4zB5vXiW/ReukGcb853LxJTDZvNkeKb5u3mt8UD3zm77P8q1KJ/m/BHVcnokKkt14efwXdf1eMuuzxRd3DyI10F7vH0LWU/AR3uXuqu8I90z3HvYD8HFpzLXVXu1e4VxOud9fCv+He4m5w76Aru93k99FKr8lNT3vURj3w6z2n7hSSnqlnCln36j6h6PSITS2erWcLh95f7y/S9IH6QJGuX6sPpj5wvX499YFh+jCRod+qF1FPuE2/TXTXR+t3iB76t/RyoZsZZoYwzO5md+EydVMXmabbNIXbDJgBkWWGzJDwmH3MPsJr9jf7C595tTlQ+M1rzWtFL3OIOUQEzWHmjSJkjjBHiN7mLWahiJjjzLtFDtqRx3WBcT1HSIqq8K/hM+Qu4kkh0kYkfZB8UfJ6ufzo5HVsJ9n4TnziZU4v5aeQn97p84xO19mX+FS5izrxr6IOOvvOdbDkX1buOUaDsYPcbmOfcZBck3HMaCZZE/lW46xxwSVcDmJNrgyj2aWzzmUaZ10BV8SVT9p+roGuIa7hxApdo1wlZDOEQp11jUs5iqfBVeaaRDjNVema5Zpr7HYtdC12VdHnGtdK10pKkUOvcW2gPOwjSR3FQMw5m1bPW0m3naQ7mVHsNa49xPe7DpH2iOs4rWFPOmeT/LTrHEnHufaQ7X7Xfv4WnfAsxdbmGmgcI3+W0h1CFgNphZ/Oa1UaYy/vWH2jfhON1Txi52PEtjBi98GI3Q8j9o0YsUdixC7CiF2MEXsURuwxGLHvwoj9TYzY4zBi34sReyJG7HKM2JMwYk/BiD0VI/Y0jNjT/7+bgSQpQ9qNGWeriAkhz/kK/EHyTZc9vqi+Sd9Kfru+U99DuF3frx8if0Q/TvKT9Pk0uUP6Ob3NKZNPd3ZzGk6PM+jMIWfpm5z99a3OQSSXyQ3VD1Hb9roMs88IfST1Ap6DemAO0jEHOTEHuTAHuTEHmZiDsjAHeTAH+TAH+TEHBTAH9cIcFMQcFMYc1BtzUARzUA7moFzMQXn/Z+fOjtMreK/jBGUzo2girFJ4Z2wVc5E65wInXNinWvzvz7NQJjkGEu4W2J/m4N1Ecd7TLl53NJJ8IWtVB7TvarzbNo5d+jlso/bhs7YpFNnIE/HujbDjFJ/kC/l+tpcXszyt0SFwFnyAz3/XRvKZufykp3yQ9hDZ47wVaYq6TCTPWHFoWjHhBLZXtqfNS52SQza8q+RR5uqVWhaH5dhI/pSQujzG7zvp8jGn7ihhSdqdif9kG94bpv4u0YPzz1yOJX7KbzLgcxkcZ8XHhLnqD0nSwDbKp46b+azzRB9OS+X9Ws/YYdu7AnlV04w62YTTQNK5NpSFvFNImYT9QvtxVsI0LjvJGyBv4DzzaaHqLdgx3lW5C/vH+G0is3iHvPYu5IPltZCPYTnv9Cb54yhRHmEj712nEnE898M+loznuwhr7/ceSvwG+eLeby2KN8qUY8fs+8qL2JXKe4CreYetuob3MUpTFC/kGSTpoTxC9lcmeHfxOt6dKF/HJ4CoMyB/kOVaH95t6MBZYxRKhmQ0S7hupXVKEPJsrlve2+l4PfEO+GzwxxHzPsTcSi2Vzntd0q5OLAfvBU4ldfye99g7qjhO4tXgVAp1u/o7ji2Zloy8fcrnufMZlMoY9e/cglwnUjf5I+Kf8m5zZR/3VbFf/gXahWJQ6/FOjlfAI9z/1Qjvz1QP8X5ytQXvGjkESSHvOtby4p8QDlI+QLvQrKGuV1uI/wm5ekd7mfjziZeQq4WoAcqD403ekeuo5J08ahvv5nU8x3tu1TbuJ+r9vL86bSZa52O+C5SZfBqIWC/xLt8a5vIpHgHsU0Lkv3Dqopi1ygPcsuqVLFdf4Df3qL8Dr+fUtSzm1PpXEX6Dd3erc3nPpJoHm7nYX13Kpw8oCxHzYu5vihe8iOtQXqvOJWxHfso4RbkUuzqDvI9OOsv1RhJ+U9G1LJFjvI9LXuzgffutdpxce/JveO83IfO1ODPlWsQ5FXF+hF2gD8D+Pd4RrYzh2JTbcPLCGJyNspnPLFA2g1/Lu0CVD9r4HIrJfCK/egxhb+baE+dQM1dzjYljiH8Dl1EsA9/JZRRzwZ9BGT/iMoqNkGzj0snTUK5WuxScZ8XL+ScsR/3zjt+VSKUv51zsZe54jk/AcazDfq3k2UM4b+iaRJlIvrFJXIO3d+Cukc6y3H5bj1yN93DgRCTJPqmwCWN7E8I2QV6SGAQsA+7Azjrmo2yEjX2aFc50k6ogr7I53oThtOMBzrcRNvOhfQ5p7YLE2ektI19LrGTk90bYb+uhXGEnM+Q4LU7KRagi2BfxqR+k5Rw6IZ+X1HIMJXhLzSTEM4tjEDg7zH4LEUnKIInyrMES+30hygf2+M/pOuyzw7bbswBjl8cwa9jliiNvH/MuYs0+lawbp2u/7UbSsLvYrmeV3/9hv4eJSsp8BlLEiVoOlCstHRxnq6lIMfk+oV2wx/lTyj5oI0CceKUWIp5B4OuB7yRTOcCjASRtQPss1KnJGbkW/ElCWsGDP0HYA3PNWWUsbJYDn8WMz7v31yh8Xslm7i32W82kRnvegXwhelEN9/NEC3ZTV0E7BrPVdoXPudDxLrRa5gIng5BlMe44tnkB2MbvNlOvorWDpK4Ef0pSKayl3I3etRT9ls9b2ZfgU2ZKuUTSqQTdWVqTchOj4FOBauQ5sOcTHyxuZbk1cb3gN68EYD8c9tmwrKS6mqLwLLCC0yVeAf5nSt2DPNyB/GwF/yHyU4T81HF+tI+R7sfJdIsgz6eyZHCKpLVTGQZ5T4r5O0jrB0jrO0jrB3hnWI1cApsB/C4BzKQPA7vw6kK7UeLzOP4mt2J1NB73NfXAxCZeoSmrMMM+ifeynAH/VJ5GNobMe9TXYaZulX4rkiemqRk8b2pl/LYV7V2OUysTCdhPJstG3u2sNLONwGmkWhnVoqTN5b3xjht5vUc2XK7FHD/J6V5zRMVoxLAW2rug3YYUaQXleJhnDccS7ieOVxWqH8cmvC3GoDZhexn2pZwi10zaFTz7pF3H/ZP4K+DdKVQD3YuEuLMMtqewGdzTmDsalP9GDNx2n/CoTrl6AjHn8El/3Pe013g2l0slPpfncbahensBsT2Eusrmvs3lojk0QvY7YN/KMSh/xHz9E57pyJLP0KliS+Vp7r3qJM4bxUZ3lro7adMTcuJqNp/cod7G9wvxbzDnmlc/5DOkqC0cnCLupiBy+yFs2mDzE+T8Fm5xeRtrtT5cJ9o5rEwM+R7UQ0/UA7Tqr5DnUuZYuxocD9nwOSOtyZZ9GPXJs2ozQq3k+5GQZkZVhk057vd3MYO/Gf8B4Vvgz0nXkbZe4vN6Ygqv8dJZq3wEPk3injwSNTxNeQErCj6T7n62p5ipZVUvJL+SfsR1pfAK5xOWSM/LXVEP3D9dLNHKOAbtNebqTajh8Qj7d4S9CS3+d5p/qLZVPt9hMPL5NsacSm5f+SDs53Lq8pt4D+Ip2AzjmlcGc+tQ3vjMkSZtE5eFU6F4+A1GL+IMprf5HpfXcovI7+GeOoiwaZD/ESevpSl8Ass6bhclnZ+qlGmokxA/I1BdVXE9oCfI3Dq0muqJ8oYoVC5q9RTXqnIn16HaEzW5imtSjnO5aG32P9VdeTiU3fufzTayjiVjjywxPDNoqJTIGmONkpLs6zBZWxkRlZKIIrtSIaLotVVUtlRSlCRblkRpEZHf8xwt3n59v9/3+8f7e6/fNZfPnHOf+7mf+5xzn89zn2eu60B6VARyFS7Qi3jEB7gXZUgr4idWGvgzB/xRBZEpBvx0QuRYLSC3A35+BX76IH7Ca2kBs8HO7g3AEoCVyDnCYK+3Efk/SfNeaB1kZ4dkm/AqiwCYBrAV6McjO0H0MIKYYkQTDY/hfOtCGWArRgXIm0B5P7JbxCQg+E0TKbeiZ4G1FNBqCiRNQDIMdEyBNVNEgliDMQEgkCCnccGacF46n4Z2Q56hyJlBsBw5EYBnHjAMcoocigegDECBb+VbQOcw0GkBOi1ADsrziUATKQvMQ0ACgb5DQP4B6COIAndBAX3UNwn4Re+rB0Dk1zrKXD4ot4DWnQAh0It0gFUAx0FfngD/3UCZAeTAPoYdSIB9zCpQzkVOw0RaYVywIwbKV0A5GCAN4AZgUwoZJbDSUcjuBpY/AHMHrCHxA1+7DrQeBBIfUAbRgqxZGMG8IJwPl0HOgMQtjMcQxLEC5AU6YAQw4P3Dgj/IioPRBrkLehTca6EXOgCLAN4COAquCgdzutDfnSDSnoCrwDhgnoH7CgFUB2gFRhVEJsjWUAjHohSQ7AieOyAB/30NhWRZcCsSyQpArvBNDtbCHLAM3jag5r0ABgJNW2CnHkj2A9QFV7WDMhHomAIkAjk4Lxd8kG8UETkVWgBk7CjiDYhJrGLlWBFtFD3FhWbDZDKJhbDoAgZOiTkhDlYWJW4shsiCgpxY8UqsaByaScWgcZnWkCWkvEgili0RLgYncsjHHLUTpng6ygfligqE/9YiH0h6kTGcQMzr+6s3jV+FDraPcrq42+LYokWeZjIFIyEmrg5iYi9lYjFoDIaAnKR6JzR8JTqI6MkADt+BuH54i2aB/QoBbmI34VgJmE3WZALEh1TYCXg7p10enn7ugXQ/Mi/EjQjZCGxWri6+dD8XsgQkhkjwBEEzT2cGfRfdLVBKj87wpzOcAj3hK6QhSaQdS1j6s93G09eVZB3o5OsvZaG3HpIQ5iKvhLQgKpmqoamhZg9XNRdVoYjSv8UzLogTaeck4MzMLazI8tDyhaqEn56nv4crQ2qDtb6UvjVtlYEGRZOkRqVSSZrrqSvJyyGZhR6J/bZH1q6MYE9nV4iJXrZ4hNEsKCwTzYOC5XgME41GFXLKiOY3xSgIrOyv89jGelAhaP0h/vy0C+qYHVmFBtfwXAV5j7gM9Icvp4u937V9nj57LYWU9ElUJuaTZelQqp3tnFlztsb1QadmdwGM8IbPsYKGmST8cdTl5kM3TFwaNWt6jyqN1kWrXVO6QSyelj/DCvlr9lQR6sPvm+xICejvraOXx68y7OPlvMSIcdgvq8f95OJ5afWYZwUh8YO9PHtPCkfLxIk8uhtwJ+9TsYVyhn2LfTH6biKzHv1FEOM65lcjjCIdYjlxeHsc9ShHRo3bSz/fxy8zTbpeJKbv3vdUyO0GeoWqufyM/eDnd+KvuXGfvPUlBPbdcDnV9eD6vEGrV+0uSQwWXkc5TDQHPCIskDg8pOLcOCGcQHvtJ0pxDJnnlUjiu7W15JmtGB4OEEPiMrilkFC4gIz656dWBv74Nzpfgr+UKhXXaZTyQDaIgiTODNoIGWcaZupH63kEBvqvUlV1Zvio+H6fJxVnuq+qv7cnIlX1Z9BdgpwDd6n+mEZkFsEkwlGpAqtAm1nZ4YXJwsIGbwJNIRPI6HsdwkSv+XaDkJCQ393AlfFvLAdCBMTf5bglEP67SSz7LwsSi0RJylbU84kcoyMDFlruibI36MdrdHq0zimbxSrnb1lLwXu1zDoI41Ig87b5JdlRL5bfwq1in6INoEtf+Om50l5qq+j7Kwa1mXuaC4WWtu5ZOyFSYFZSFESxkmVJju80eja84Uu8k9CW7fdKlDYlZVg53LwBybONPzGVDyutmzLR4BIxyyHffv6IuCxOnkNdh9qabiR2OOiw3tlORZuyfKqPQHpDqE+5yMVDoTlUlxp0wli3zgFHPl6bRBb7ZwdKFTbyp6szj6gq7KDyvnMntjN3dfVQvvSo5fTraEhXUbdSPOjNnUrDaCfnE8kxr0bfFmMuT085zPZE1KnvL7PsFpUcsxqbgWnsDUxjj3/SGFrn1IVxf9uvLWwLj5pfaSzsbyELGUh6YdETF7e7uEpZe7r7wVYXEZkmWZMCkWH2QoiMSiZDlG9VKCLy/4LIvqlj/4X6fySmro1HRrBejg2i2/AsWgOPuRMe1PceGc7lYhHZfGNNh2J3bLmH38aM/VVnqm2itS6809QQeiVe8KXI+zkHNFEh0ePz2eTMpmSjBpnY0i3y6tVJZMM0nlYdDQr168h781xibmlYVXjqOtmU+of0xweG9OIGnk+2vSpye4NbJZ14zu45tkv5jui8klb+ttpNX7uNe2xYEi+p9eTuI58zq7a9L0T2WHfQW8z3/fhj6PC4q2h6ObuY4v6T1ZP7dIM1l7Xv2fuh4npAel3iB2a0BvNcYDVGbcYmOipnec3F2O19Wo5y61OIL66/MogKrbSkYAzHBqYlq3GWQa/4U4NfRyULLMNnEaacvhOTEzwi2363ULGL2CptcNiXaVdElX0xuv1CvWO8eOvTPZAV0syHg6ko1xDS/3V+1CEKUmUhKFEoWpqQmpIbVVNjJ9kZImm4aLmR1NXIK0maLiudSFR1J9eV6hQXF1e4cTEDNvMNN7WVCW1GN1JV1ISErpuewUtCtgsMaA7BHJgJc2C0/n/FgHAww6EMR7EjBD/syCQ4ZiHAgfaLOJAGwSy4iAPX/jUO/Be2A39HeN4Dtv0dBHEpnWnfkRe0rm0Sd3zkcqYGOcKXzNv1lrU/nXYw6mU9cCvXpuLU7o9xjZGEJQG1n2crVVoEd71HedOWX/xQj2ckWmWEmCmeVGAnCz3t8Qu8VD9MEyw5zbKBRjQ2Vi4IG6+NMj/oZzhR09l2xNiTWzHyY151jqh0YXbe2niptI8Z/Nq7twS5TDzLiTpI4cdgvFxC0Oe0UkrHsxWMfQpkKQpr84+4KX/BdEaqyiScmLJznc99PGLJnvjpydyNxzek9Of0jM3Dxl1EDuyg9dU3WdMkv9if4Np6TzZy767hRt0QfkeyXGNxq/VhJ5upW3GM0+9uXxPffzH+IG5VcljhDojJUgUTXu4C4eGd1OSIIF0j/8pzjoA+8BwJcrEnJ5Vd0CJCWHjgySKQ8J+EHD/mhUyClBaIQfYnMVjR6TA7wBPl6ebp7BToKrU+KNCDzvAMDANsBkGaamQKhaylRoHZjPKtSkGq/yTR/icKu8LY4iACudSKn9khJaV7OtjaZ63oE3pL87tR76/JQrwve1YFRhLLVTMpY/MvbunSZB4zUF0advjYpiIp4w9vPQrMNsblVYdtDEg1ZHs2t7znbFDM/Yu7NhzoiOh6Xz25MrfRQf/55ULtlwoeycTzeYxdtu+EEwfmNBIZmU+CHSVC9COjNIUe7NrK8oe7VVzeFU/VZyKcXxMCFfuCVW26BaAtn9vids41NzoakC2uyxMGdKD7DEVehWV3qTTtTIp2/L0sTdYoB5otU2EFC6V8Y4e581Abaec7fe2hAnbUJ4Os9Idbj8pZD+++aDJpcJ+6RjO9LMQhTzg9rpnvuO2amwUcjthH3ylsOzwi9hAPwgwENHoexwJh4a9F9PVbJkHYSpwHh4MjMBriZ+X4tjcRRONYgGE4//0hwyBW5h6SaY/kDif1puxYnU+mn1tT1UmCRH4oCWBwSyTwKGtUELyf0UOt/xOXcRcwd+jYyicPLifMrujFWydtGciFLBa4zBiC6TNTL3N99Lq/zmU/mhlwaCMUBFjMZhGLGUEG0IZFLKb532RyyILRW7D6v/kLg0Zt0Vp7QM7g8mu6TgnlqtdrblW/fOOp145Bb0xXkzr0Cjm/No+QyDkyLXstUsKltxVoq5r+kZ1vm9bvX1lR9jnsqjFjau3o+gNNvUuEPZvz0qRIM5wW9bb3SP0mbVX+Q/lc2dg825cVhzfaTSbppr17PzHeHy2pvqbC9sxba5moFblMsZN9iWzik320z0ezmoYJeSdoDaJtxxlJKwJ8U4mfxd5aP3FvWTbvIH4v+2i1/JUwZ9sN2Zb3pkdyNtt2p2L0N6g6fnhW1M6k+M3mJhEGXnsOXchWrmlQ4uV2PXa662P2DL8ch6tm4rvdkiaVD3tthx+Enlrq0Kgh5Nh9Utz4GKmmUH2D2DivIBG1rVtjq3Rryl2O8Sjuo+a+3ASa9l5FozTGw/c+TTfH/HPsEuz2JcZlihph7afu57jjA/NWviGpCje8YlD5P9BL1rgzp62uxKkJuUpwH+7mfeHygd5q0P5IeCSsHlf26Ityj+Th9AL8F4K8TuHAdO+FAwaVbDsMXXfo0Ip1x2hvSoPDOvHqHL5i4WTJPm6b7sGsL4OGvIUuKfMWQip7a1mkd/clrZf3rDt5PKkxrjNVuojLIe1tdlG0R+QSL1JlsDdK/FThpNCeT0KRstdj7nvlG5JVzzzvD9DuQO3fafiwNaaxYukMNyPuZo72ZYyO17xn6qk+3nzeMqoF+5M6bYjJygbz98R3/hbyUAf8LfZP8DdEhdQhmLE11CAthL/JoKoGIdV/br//n9g7I8unpKfLKGHFXm8Vkd7qvv7bpy1lLApbu5fSZHnGH55/aFoYCEnxvWZ7bJMkaJwoqptQlOIAyT1DeQ/vqR6LZeOZ4salvI1tkWxWkz10dvKDu5jy7J6hGPHRIVpO1k0Z66a4Gf37HA+2X35QrIvLnj7nc9K9Q+G5gXVx9INBBQMV+YJo801WSwawyl+84uMhv0Pvt0BnZ/Y/SS4dlk7e/7mN8J693NrXqkw/PsMIZWLoxiev6JafPPCINcIke/rgeT5DAQ5mxsE3m0K/os+IW7BHoXghgzflL2QMKutJNhmXJULXk0NaUntWR57McsJcFecqmZ1KvYJuXbbRZn6ape6WFOd39r4Ej8j5f8fev90J/4m9eRezNyxBQREpC+QbEQ9FxP2efrOcc53+9vBk8oYVCmWZZOYVmu7a/IGNoOL6/4b1/9LeHR5r3uTDdQ7YDSu7R8oKQ7pawyzN0CUqgQFbfZcQLrXW7DleodLOn33Ud2eFHaaZJkWwON29W6fPrvLy5jNiveLo6ILK0MkjD8ZWo8f7ao7jWRrijPreWgt2m19KGBiK83ocfvNV4iSrahR25MQK2WX+Xz7NDoSeVuGaYuvzr1pKO3vMG89IqsjSSnMn3bbkHt3psE4o5YjUuj42ImW6hWwSTNZWYnA2jPprz0fhCT238E7H3nZUCL+mHTlwW0Npe07t66p9nLp72q0Z0uNQU2Woq8NWtDBegLvtmUDKxzXX3TaXklSHpqOiWyxth8/6J/oUaJm2fwqrvbh0907FiexURXXWEOLORm0JX0nmW867ypX39UoHp8f2Xe3PzQ/UqKDdDpDhlwvmXGN1NMDeQE+gqrS02My9IUN3PjxMOjxdEHIb1uXfTmxIXyb9QG9EaaTyg1GLcnsnJdxUboWRrKP9qO3EuRenzzatoldHyAey8o0HS9emMm/K21wr8dKOzQp2KvPLIpyrvWj4lp8+d5jic+Vrj2XDUZlGt+qz4of4XTDapMtbjlcMSA9eLW5yLgu1YWlfr2JRkFicF3qpNPNUEPFpwiFC0DJVSj67X+bWo8trMycONkk/eS1h3nhm3PjlFNqVHsu5r8Gz4ZXf6PnkVrLiPPftrQ6dZqJZnTOq6etUNgl5NxJy5shMHLyEcecxaDQEL7d/Ll/+/XuTn2+RMyPqkXTtW/xyYMlLFr+ihh34WeMkc0OLWwWRZPD7hTgyTErE2rJC59EzA+0H9F+Jhd9OrtJTsoZcFl2yhGwL2WSuCFdAmaE8Uc4oBooO3nK7oQJRUigbVBjKH665w3InuOSBCsuSC5f9l4vVJsyf7s5w8vcIU/3loYJjwrtJ1nAVnp2s5fPnghgWHUtT73dfYKql+odxK0UWpZeXvnFW4mkusQni8uko39c8BfFS/bnTGYpKnBL30jZO9FyoMQ9ARV6y5z8rlNVfOXvea8VsUc5o77G5ldKU2dbNdSk3pNomiqcV4jxEVvmacfcH8I1R5FsssoPxNL6QINm+rKPjdYHQQMPk9pyQi1z6Rt6cOrakj9XLzz7v4hNMk7kvyKHdFxf3bGX+24fXIjrL2MLUr+xeIf66j0/nvNy0wYlwDa4z67wj/BnO+wfCL9jyfkwv30GVUJS85k4bjbE4VxAjMRd77GXD5SrdodUHSBl3bQ51zj3uVTR7kVi1I7nlVslg/pEsJkYBYmJkf84RK5mJEYRFfCAqj/1jWcDvf5JYFJPboKWLQ5Lz508raPjmP1pYyDzIazaIAic2murqyGu2XyMyows9886qb1uNo+7eWxxEtRhzvl+zMSRWmKsESjpEDvmoiTFPxybwjMoVRqS/2tQn1G9ZG5CgHR3+pkW7yvqu4ugfpiiR2plG52WbD4ZhE+8QXMOJL8KK0n1x25S6pe4wKtKUJdSJn02OXy+qyS9+Y80pmnL1mFxHwH6u61vlr92tFBPOG3zfVH6280ibwHXf4j8OVZyfTWmv6phMeLR8qtzYhD38kdmQ/fo2u2Tc7eMnWOwtNUltbVTRrydiBm7FjQoWSSnGQu88eKqbAo95yY4+NTs39h67RaOvLWjkqV3qakV3L8bgyGrr/KM8E5bPtZP7uM5/Tmgw1ztkxW63ulIq+KtJ1JBEn79hOW/S0j1NS8K8T86OzVwkOWraMf8HJf0ykg0KZW5kc3RyZWFtDQplbmRvYmoNCjE5IDAgb2JqDQo8PC9UeXBlL1hSZWYvU2l6ZSAxOS9XWyAxIDQgMl0gL1Jvb3QgMSAwIFIvSW5mbyA5IDAgUi9JRFs8NUQyNDU1Njg4M0VDQUE0MUIwMzQ3QTZGMDMyMUE0MEM+PDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPl0gL0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNzg+Pg0Kc3RyZWFtDQp4nGNgAIL//xmBpCADA4iqhVBbwRTjYTDF9AhMMXeBKZZKCLUOQj0GygM1CDAwQShmCMUCoRghFFQJK1AD6wmwPnYPMMWpycAAABqrCWINCmVuZHN0cmVhbQ0KZW5kb2JqDQp4cmVmDQowIDIwDQowMDAwMDAwMDEwIDY1NTM1IGYNCjAwMDAwMDAwMTcgMDAwMDAgbg0KMDAwMDAwMDEyNSAwMDAwMCBuDQowMDAwMDAwMTgxIDAwMDAwIG4NCjAwMDAwMDA0NTEgMDAwMDAgbg0KMDAwMDAwMDczOCAwMDAwMCBuDQowMDAwMDAwOTA2IDAwMDAwIG4NCjAwMDAwMDExNDUgMDAwMDAgbg0KMDAwMDAwMTE5OCAwMDAwMCBuDQowMDAwMDAxMjUxIDAwMDAwIG4NCjAwMDAwMDAwMTEgNjU1MzUgZg0KMDAwMDAwMDAxMiA2NTUzNSBmDQowMDAwMDAwMDEzIDY1NTM1IGYNCjAwMDAwMDAwMTQgNjU1MzUgZg0KMDAwMDAwMDAxNSA2NTUzNSBmDQowMDAwMDAwMDE2IDY1NTM1IGYNCjAwMDAwMDAwMDAgNjU1MzUgZg0KMDAwMDAwMTg2NCAwMDAwMCBuDQowMDAwMDAyMzQ1IDAwMDAwIG4NCjAwMDAxNDkxMTMgMDAwMDAgbg0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dID4+DQpzdGFydHhyZWYNCjE0OTM5MA0KJSVFT0YNCnhyZWYNCjAgMA0KdHJhaWxlcg0KPDwvU2l6ZSAyMC9Sb290IDEgMCBSL0luZm8gOSAwIFIvSURbPDVEMjQ1NTY4ODNFQ0FBNDFCMDM0N0E2RjAzMjFBNDBDPjw1RDI0NTU2ODgzRUNBQTQxQjAzNDdBNkYwMzIxQTQwQz5dIC9QcmV2IDE0OTM5MC9YUmVmU3RtIDE0OTExMz4+DQpzdGFydHhyZWYNCjE0OTk0Nw0KJSVFT0Y= + + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 0 + 0 + 12829.69 + 0 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 33 + 4743.75 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Anforderungmanagement + Beratung + + 1034 + + + 0721-880X + + + S + 19 + + VAT + + + + + 143.75 + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/02.04a-INVOICE_ubl.xml b/tests/inputs/ubl/02.04a-INVOICE_ubl.xml new file mode 100644 index 0000000..b6476f3 --- /dev/null +++ b/tests/inputs/ubl/02.04a-INVOICE_ubl.xml @@ -0,0 +1,296 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + 2018-04-13 + EUR + GBP + 90000000-03083-72 + + 2016-01-01 + 2016-12-31 + + + 65002278 + ABC123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bitte überweisen Sie bis zum 24.01.2015 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 0 + 0 + 0 + + E + 0 + + VAT + + + + + 0 + + 0 + 0 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + + VAT + + + + + + 0 + + + 0 + 0 + 0 + 0 + 0 + 0 + 0 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 33 + 0 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Anforderungmanagament + Beratung + + 1034 + + + 0721-880X + + + S + 19 + + VAT + + + + + 0.00 + + + + 2 + 42 + 0 + + Beratung + + S + 19 + + VAT + + + + + 0.00 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/02.05a-INVOICE_ubl.xml b/tests/inputs/ubl/02.05a-INVOICE_ubl.xml new file mode 100644 index 0000000..9a0b431 --- /dev/null +++ b/tests/inputs/ubl/02.05a-INVOICE_ubl.xml @@ -0,0 +1,592 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2019-08-20 + 2019-08-29 + 380 + EUR + 90000000-03083-72 + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + 58 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bitte überweisen Sie bis zum … + + + true + Fremdleistung Anbieter + 100 + 920 + 920 + + E + 0 + + VAT + + + + + false + 103 + Rabatte + 100 + 100.29 + 100.29 + + S + 19 + + VAT + + + + + 264.47 + + 1391.94 + 264.47 + + S + 19 + + VAT + + + + + 920 + 0 + + E + 0 + VATEX-EU-132-1A + + VAT + + + + + + 1492.23 + 2311.94 + 2576.41 + 100.29 + 920 + 2576.41 + + + 1 + 1 + 29.95 + + Produkt 1 + + S + 19 + + VAT + + + + + 29.95 + + + + 2 + 7 + 139.65 + + Produkt 2 + + S + 19 + + VAT + + + + + 19.95 + + + + 3 + 1 + 16 + + Produkt 3 + + S + 19 + + VAT + + + + + 16 + + + + 4 + 10 + 329.5 + + Produkt 4 + + S + 19 + + VAT + + + + + 32.95 + + + + 5 + 1 + 22.95 + + Produkt 5 + + S + 19 + + VAT + + + + + 22.95 + + + + 6 + 1 + 12.95 + + Produkt 6 + + S + 19 + + VAT + + + + + 12.95 + + + + 7 + 1 + 69.95 + + Produkt 7 + + S + 19 + + VAT + + + + + 69.95 + + + + 8 + 3 + 128.85 + + Produkt 8 + + S + 19 + + VAT + + + + + 42.95 + + + + 9 + 6 + 249.39 + + Produkt 9 + + S + 19 + + VAT + + + + + 41.5645 + + + + 10 + 1 + 15 + + Produkt 10 + + S + 19 + + VAT + + + + + 15 + + + + 11 + 1 + 10 + + Produkt 11 + + S + 19 + + VAT + + + + + 10 + + + + 12 + 1 + 9.68 + + Produkt 12 + + S + 19 + + VAT + + + + + 9.6774 + + + + 13 + 1 + 3.75 + + Produkt 13 + + S + 19 + + VAT + + + + + 3.75 + + + + 14 + 1 + 7 + + Produkt 14 + + S + 19 + + VAT + + + + + 7 + + + + 15 + 24 + 0 + + Produkt 15 + + S + 19 + + VAT + + + + + 0 + + + + 16 + 6 + 0 + + Produkt 16 + + S + 19 + + VAT + + + + + 0 + + + + 17 + 1 + 4.56 + + Produkt 17 + + S + 19 + + VAT + + + + + 4.564 + + + + 18 + 1 + 20.05 + + Produkt 18 + + S + 19 + + VAT + + + + + 20.0542 + + + + 19 + 1 + 3.45 + + Produkt 19 + + S + 19 + + VAT + + + + + 3.45 + + + + 20 + 1 + 417.6 + + Produkt 20 + + S + 19 + + VAT + + + + + 417.6011 + + + + 21 + 1 + 1.95 + + Produkt 21 + + S + 19 + + VAT + + + + + 1.9496 + + + + 22 + 1 + 0 + + Fremdleistung Anbieter A + + E + 0 + + VAT + + + + + 0 + + + + 23 + 1 + 0 + + Fremdleistung Anbieter B + + E + 0 + + VAT + + + + + 0 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/02.06a-INVOICE_ubl.xml b/tests/inputs/ubl/02.06a-INVOICE_ubl.xml new file mode 100644 index 0000000..1595373 --- /dev/null +++ b/tests/inputs/ubl/02.06a-INVOICE_ubl.xml @@ -0,0 +1,171 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2019-08-20 + 2019-08-29 + 380 + EUR + 90000000-03083-72 + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + 58 + Deb. 12345 / Fact. 9876543 + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Bitte überweisen Sie bis zum … + + + 2.08 + + 10.95 + 2.08 + + S + 19 + + VAT + + + + + + 10.95 + 10.95 + 13.03 + 13.03 + + + 1 + 1 + 29.95 + + Abschlag Monat + + S + 19 + + VAT + + + + + 29.95 + + + + 2 + -19 + -19 + + Minderleistungen Produkt 2 Vormonat + + S + 19 + + VAT + + + + + 1 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/03.01a-INVOICE_ubl.xml b/tests/inputs/ubl/03.01a-INVOICE_ubl.xml new file mode 100644 index 0000000..ab04dd9 --- /dev/null +++ b/tests/inputs/ubl/03.01a-INVOICE_ubl.xml @@ -0,0 +1,452 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456789 + 2019-02-28 + 2019-03-14 + 380 + EUR + 90000000-03083-72 + + 2018-05-01 + 2019-01-31 + + + CR123456 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + + seller@email.de + + [Seller identifier 1] + + + [Seller identifier 2] + + + [Bank assigned creditor identifier] + + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + [Seller name] + + + Kundencenter + 0800-12345678 + kundencenter@sellder.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 59 + + [Mandate reference identifier] + + DE75512108001245126199 + + + + + Dieses Guthaben werden wir auf Ihr Konto erstatten. + + + 117.58 + + 578.89 + 109.99 + + S + 19 + + VAT + + + + + 108.39 + 7.59 + + S + 7 + + VAT + + + + + + 687.28 + 687.28 + 804.86 + 1030 + -225.14 + + + 1.1 + Arbeitspreis Strom + 935 + 204.3 + + 2018-05-01 + 2018-12-31 + + + Arbeitspreis Strom + + S + 19 + + VAT + + + + + 0.2185 + + + + 1.2 + Arbeitspreis Strom + 119 + 26 + + 2019-01-01 + 2019-01-31 + + + Arbeitspreis Strom + + S + 19 + + VAT + + + + + 0.2185 + + + + 1.3 + Grundpreis Strom + 245.11 + 25.05 + + 2018-05-01 + 2018-12-31 + + + Grundpreis Strom + + S + 19 + + VAT + + + + + 0.1022 + + + + 1.4 + Grundpreis Strom + 24.40 + 3.17 + + 2019-01-01 + 2019-01-31 + + + Grundpreis Strom + + S + 19 + + VAT + + + + + 0.1299 + + + + 2.1 + Arbeitspreis Gas + 328 + 13.28 + + 2018-05-01 + 2018-07-03 + + + Arbeitspreis Gas + + S + 19 + + VAT + + + + + 0.0405 + + + + 2.2 + Arbeitspreis Gas + 3875 + 156.94 + + 2018-07-04 + 2018-12-31 + + + Arbeitspreis Gas + + S + 19 + + VAT + + + + + 0.0405 + + + + 2.3 + Arbeitspreis Gas + 1746 + 70.71 + + 2019-01-01 + 2019-01-31 + + + Arbeitspreis Gas + + S + 19 + + VAT + + + + + 0.0405 + + + + 2.4 + Grundpreis Gas + 141.80 + 18.42 + + 2018-05-01 + 2018-07-03 + + + Grundpreis Gas + + S + 19 + + VAT + + + + + 0.1299 + + + + 2.5 + Grundpreis Gas + 401 + 52.09 + + 2018-07-04 + 2018-12-31 + + + Grundpreis Gas + + S + 19 + + VAT + + + + + 0.1299 + + + + 2.6 + Grundpreis Gas + 68.73 + 8.93 + + 2019-01-01 + 2019-01-31 + + + Grundpreis Gas + + S + 19 + + VAT + + + + + 0.1299 + + + + 3.1 + Arbeitspreis Wasser + 25 + 46.5 + + 2018-05-01 + 2018-12-31 + + + Arbeitspreis Wasser + + S + 7 + + VAT + + + + + 1.86 + + + + 3.2 + Arbeitspreis Wasser + 4 + 7.44 + + 2019-01-01 + 2019-01-31 + + + Arbeitspreis Wasser + + S + 7 + + VAT + + + + + 1.86 + + + + 3.3 + Grundpreis Wasser + 245 + 48.33 + + 2018-05-01 + 2018-12-31 + + + Grundpreis Wasser + + S + 7 + + VAT + + + + + 0.1973 + + + + 3.4 + Grundpreis Wasser + 31 + 6.12 + + 2019-01-01 + 2019-01-31 + + + Grundpreis Wasser + + S + 7 + + VAT + + + + + 0.1973 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/03.02a-INVOICE_ubl.xml b/tests/inputs/ubl/03.02a-INVOICE_ubl.xml new file mode 100644 index 0000000..6faac4e --- /dev/null +++ b/tests/inputs/ubl/03.02a-INVOICE_ubl.xml @@ -0,0 +1,200 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 0000123456 + 2017-12-11 + 2018-01-10 + 380 + #ADU#[Invoice note] + EUR + 11002002-98765-14 + + 10520 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + Entwicklung System + + + + seller@email.de + + [Seller trading name] + + + [Seller street] + [Seller city] + 10623 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + + + [Seller contact person] + 1234567890 + contact@seller.de + + + + + + buyer@info.de + + [Buyer name] + + + [Buyer street] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + [Buyer contact person] + buyer@contact.com + + + + + 48 + + 41234 + mapped-from-cii + [Payment card holder name] + + + + Bei Zahlungen binnen 14 Tagen, 2% Skonto + + + 1706.2 + + 8980 + 1706.2 + + S + 19 + + VAT + + + + + + 8980 + 8980 + 10686.2 + 10686.2 + + + 0 + 1 + 850 + + Anforderungmanagament + Anforderungsaufnahme + + 1034 + + + S + 19 + + VAT + + + + + 850 + + + + 1 + 1 + 2986 + + Erstellung Lastenheft bis Abnahme + Lastenheft + + 1035 + + + S + 19 + + VAT + + + + + 2986 + + + + 2 + 1 + 2344 + + Erstellung Pflichtenheft bis Abnahme + Pflichtenheft + + 1036 + + + S + 19 + + VAT + + + + + 2344 + + + + 3 + 1 + 2800 + + Entwicklung System bis Implementierung + Entwicklung + + 1037 + + + S + 19 + + VAT + + + + + 2800 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/03.03a-INVOICE_ubl.xml b/tests/inputs/ubl/03.03a-INVOICE_ubl.xml new file mode 100644 index 0000000..f96f00e --- /dev/null +++ b/tests/inputs/ubl/03.03a-INVOICE_ubl.xml @@ -0,0 +1,201 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 0000123456 + 2017-12-11 + 2018-01-10 + 380 + #ADU#[Invoice note] + EUR + 11002002-98765-14 + + 10520 + + + 0000000752 + + + 01_15_Anhang_01 + Aufschlüsselung der einzelnen Leistungspositionen + + + 01_15_Anhang_02 + Gesamtübersicht der Leistungspositionen + + + Entwicklung System + + + + seller@email.de + + [Seller trading name] + + + [Seller street] + [Seller city] + 10623 + + DE + + + + DE123456789 + + VAT + + + + [Seller name] + + + [Seller contact person] + 1234567890 + contact@seller.de + + + + + + buyer@info.de + + [Buyer name] + + + [Buyer street] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + [Buyer contact person] + buyer@contact.com + + + + + 48 + + 41234 + mapped-from-cii + [Payment card holder name] + + + + Bei Zahlungen binnen 14 Tagen, 2% Skonto + + + 1706.2 + + 8980 + 1706.2 + + S + 19 + + VAT + + + + + + 8980 + 8980 + 10686.2 + 10686.2 + + + 0 + 1 + 850 + + Anforderungmanagament + Anforderungsaufnahme + + 1034 + + + S + 19 + + VAT + + + + + 850 + + + + 1 + 1 + 2986 + + Erstellung Lastenheft bis Abnahme + Lastenheft + + 1035 + + + S + 19 + + VAT + + + + + 2986 + + + + 2 + 1 + 2344 + + Erstellung Pflichtenheft bis Abnahme + Pflichtenheft + + 1036 + + + S + 19 + + VAT + + + + + 2344 + + + + 3 + 1 + 2800 + + Entwicklung System bis Implementierung + Entwicklung + + 1037 + + + S + 19 + + VAT + + + + + 2800 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/03.04a-INVOICE_ubl.xml b/tests/inputs/ubl/03.04a-INVOICE_ubl.xml new file mode 100644 index 0000000..09f5e65 --- /dev/null +++ b/tests/inputs/ubl/03.04a-INVOICE_ubl.xml @@ -0,0 +1,320 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456789 + 2018-06-05 + 2019-03-14 + 380 + EUR + 90000000-03083-72 + + 2016-01-01 + 2016-12-31 + + + CR123456 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + + seller@email.de + + [Bank assigned creditor identifier] + + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + [Seller name] + + + Kundencenter + 0800-12345678 + kundencenter@sellder.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 59 + + [Mandate reference identifier] + + DE75512108001245126199 + + + + + Dieses Guthaben werden wir auf Ihr Konto erstatten. + + + 6679.8 + + 35156.82 + 6679.8 + + S + 19 + + VAT + + + + + + 35156.82 + 35156.82 + 41836.62 + 39839 + 1997.62 + + + 1 + Energiepreis + 804878.94 + 20765.88 + + 2016-01-01 + 2016-12-31 + + + Energiepreis + + S + 19 + + VAT + + + + + 0.0258 + + + + 2 + Arbeitspreis Netznutzung + 804878.94 + 9223.92 + + 2016-01-01 + 2016-12-31 + + + Arbeitspreis Netznutzung + + S + 19 + + VAT + + + + + 0.01146 + + + + 3 + Konzessionsabgabe + 804878.94 + 241.47 + + 2016-01-01 + 2016-12-31 + + + Konzessionsabgabe + + S + 19 + + VAT + + + + + 0.0003 + + + + 4 + Grundpreis Netz + 1 + 29.51 + + 2016-01-01 + 2016-12-31 + + + Grundpreis Netz + + S + 19 + + VAT + + + + + 29.51 + + + + 5 + Messstellenbetrieb Netz + 1 + 17.73 + + 2016-01-01 + 2016-12-31 + + + Messstellenbetrieb Netz + + S + 19 + + VAT + + + + + 17.73 + + + + 6 + Messstellendienstleistung Netz + 1 + 1.7 + + 2016-01-01 + 2016-12-31 + + + Messstellendienstleistung Netz + + S + 19 + + VAT + + + + + 1.7 + + + + 7 + Abrechnung Netz + 1 + 14.77 + + 2016-01-01 + 2016-12-31 + + + Abrechnung Netz + + S + 19 + + VAT + + + + + 14.77 + + + + 8 + Bilanzierungsumlage + 543758.89 + 435.01 + + 2016-01-01 + 2016-12-31 + + + Bilanzierungsumlage + + S + 19 + + VAT + + + + + 0.0008 + + + + 9 + Energiesteuer + 804878.94 + 4426.83 + + 2016-01-01 + 2016-12-31 + + + Energiesteuer + + S + 19 + + VAT + + + + + 0.0055 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/03.05a-INVOICE_ubl.xml b/tests/inputs/ubl/03.05a-INVOICE_ubl.xml new file mode 100644 index 0000000..b6c7609 --- /dev/null +++ b/tests/inputs/ubl/03.05a-INVOICE_ubl.xml @@ -0,0 +1,184 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456789 + 2018-06-05 + 2019-03-14 + 380 + EUR + 90000000-03083-72 + + 2016-01-01 + 2016-01-31 + + + CR123456 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + + + + seller@email.de + + [Bank assigned creditor identifier] + + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + [Seller name] + + + Kundencenter + 0800-12345678 + kundencenter@sellder.de + + + + + + buyer@info.de + + BI123456 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 59 + + [Mandate reference identifier] + + DE75512108001245126199 + + + + + Dieses Guthaben werden wir auf Ihr Konto erstatten. + + + 8489.58 + + 44682.01 + 8489.58 + + S + 19 + + VAT + + + + + + 44682.01 + 44682.01 + 53171.59 + 53171.59 + + + 1 + Messpreis + 31 + 32.74 + + 2016-01-01 + 2016-01-31 + + + Messpreis + + S + 19 + + VAT + + + + + 386.52 + 366 + + + + 2 + Grundpreis + 2100 + 6912.37 + + 2016-01-01 + 2016-01-31 + + + Grundpreis + + S + 19 + + VAT + + + + + 3.2916 + 1 + + + + 3 + Arbeitspreis + 616290 + 37736.9 + + 2016-01-01 + 2016-01-31 + + + Arbeitspreis + + S + 19 + + VAT + + + + + 0.061232374 + 1 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/03.06a-INVOICE_ubl.xml b/tests/inputs/ubl/03.06a-INVOICE_ubl.xml new file mode 100644 index 0000000..09b2413 --- /dev/null +++ b/tests/inputs/ubl/03.06a-INVOICE_ubl.xml @@ -0,0 +1,177 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 112233 + 2021-04-23 + 2021-04-28 + 380 + #ADU#Rechnung enthält 100 EUR (Umsatz)Steuer auf Altteile gem. Abschn. 10.5 Abs. 3 UStAE + EUR + 991-33333TEST-33 + + + test@test.de + + Teststraße + 12345 + Testhausen + + DE + + + + DE12345464867 + + VAT + + + + 1121081508150 + + ID + + + + Testverkäufer + + + Test + 123456789 + test@test.de + + + + + + buyer@info.de + + Teststraße + 12345 + Testhausen + + DE + + + + Testkäufer + + + + + 58 + + DE21081508151234123412 + Testkäufer + + + + 304.00 + + 1600.00 + 304.00 + + S + 19.00 + + VAT + + + + + -100.00 + 0.00 + + Z + 0.00 + + VAT + + + + + + 1500.00 + 1500.00 + 1804.00 + 0.00 + 0.00 + 0.00 + 0.00 + 1804.00 + + + 1 + 1.00 + 1000.00 + + Neumotor + + S + 19.00 + + VAT + + + + + 1000.00 + + + + 2 + 1.00 + 100.00 + + Bemessungsgrundlage und Umsatzsteuer auf Altteil + + S + 19.00 + + VAT + + + + + 100.00 + + + + 3 + -1.00 + -100.00 + + Korrektur/Stornierung Bemessungsgrundlage der Umsatzsteuer auf Altteil + + Z + 0.00 + + VAT + + + + + 100.00 + + + + 4 + 1.00 + 500.00 + + Montage + + S + 19.00 + + VAT + + + + + 500.00 + + + diff --git a/tests/inputs/ubl/04.01a-INVOICE_ubl.xml b/tests/inputs/ubl/04.01a-INVOICE_ubl.xml new file mode 100644 index 0000000..d496c42 --- /dev/null +++ b/tests/inputs/ubl/04.01a-INVOICE_ubl.xml @@ -0,0 +1,391 @@ + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0#conformant#urn:xeinkauf.de:kosit:extension:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 12345 + 2019-05-15 + 380 + EUR + 12345678-12345-83 + + 2019-02-01 + 2019-05-07 + + + 123 + + + + seller@email.de + + M. Meier + + + Hauptstraße 2 + Musterstadt + 12345 + + DE + + + + DE/12/345/67890 + + VAT + + + + M. Meier Handwerk GbR + 1122334455 + + + M. Meier Handwerk GbR + 010/12345 + info@m-meier.de + + + + + + buyer@info.de + + 345LA5324 + + + Dorfplatz 3 + Musterort + 54321 + + DE + + + + Beispielkunde + + + + + 31 + + DE091111222233334444 + + + + Zahlbar innerhalb 14 Tagen nach Erhalt der Rechnung. + + + 2382 + + 12536.84 + 2382 + + S + 19 + + VAT + + + + + + 12536.84 + 12536.84 + 14918.84 + 10000.0 + 4918.84 + + + 1 + 1 + 818.04 + + Sanitär und Zubehör + + S + 19 + + VAT + + + + + 818.04 + 1 + + + 1 1 + 1 + 335.79 + + Demontage Sanitär + + S + 19 + + VAT + + + + + 335.79 + 1 + + + 1 1 1 + 149 + 193.70 + + Demontage TW-Rohrleitung DN 12-25 + + S + 19 + + VAT + + + + + 1.30 + 1 + + + + 1 1 2 + 32.50 + 48.75 + + Demontage SML DN 100 + + S + 19 + + VAT + + + + + 1.50 + 1 + + + + 1 1 3 + 71.80 + 93.34 + + Demontage AW-Rohrleitungen Kunststoff PP bis DN100 + + S + 19 + + VAT + + + + + 1.30 + 1 + + + + + 1 2 + 1 + 482.25 + + Abwasserleitungen und Zubehör + + S + 19 + + VAT + + + + + 482.25 + 1 + + + 1 2 1 + 9.5 + 99.75 + + Abwasserleitung HT-PP DN 100 + + S + 19 + + VAT + + + + + 10.50 + 1 + + + + 1 2 2 + 45.0 + 382.50 + + Abwasserleitung HT-PP DN 50 + + S + 19 + + VAT + + + + + 8.50 + 1 + + + + + + 2 + 1 + 11718.8 + + Heizung und Zubehör + + S + 19 + + VAT + + + + + 11718.8 + 1 + + + 2 1 + 1 + 1324 + + Demontage Heizung + + S + 19 + + VAT + + + + + 1324 + 1 + + + 2 1 1 + 20 + 700 + + Entleeren der Heizungsanlage, teilnetz + + S + 19 + + VAT + + + + + 35 + 1 + + + + 2 1 2 + 52 + 624 + + Demontage Flachheizkörpers + + S + 19 + + VAT + + + + + 12 + 1 + + + + + 2 2 + 1 + 10394.8 + + Heizflächen und Zubehör + + S + 19 + + VAT + + + + + 10394.8 + 1 + + + 2 2 1 + 52 + 10202.4 + + Flachheizkörper Stahl profiliert Seitent. H 300mm L -500mm Typ22 + + S + 19 + + VAT + + + + + 196.20 + 1 + + + + 2 2 2 + 104 + 192.4 + + Einzelrosette aus Kunststoff, weiß + + S + 19 + + VAT + + + + + 1.85 + 1 + + + + + \ No newline at end of file diff --git a/tests/inputs/ubl/04.02a-INVOICE_ubl.xml b/tests/inputs/ubl/04.02a-INVOICE_ubl.xml new file mode 100644 index 0000000..a81d07f --- /dev/null +++ b/tests/inputs/ubl/04.02a-INVOICE_ubl.xml @@ -0,0 +1,161 @@ + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0#conformant#urn:xeinkauf.de:kosit:extension:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 12345 + 2019-05-15 + 380 + EUR + 12345678-12345-83 + + 2019-02-01 + 2019-05-07 + + + 123 + + + + seller@email.de + + ID123456 + + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + ATU123456789 + + VAT + + + + [Seller name] + 1122334455 + + + Kundencenter + 0800-12345678 + kundencenter@sellder.de + + + + + + buyer@info.de + + 345LA5324 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 59 + + + [Mandate reference identifier] + + DE75512108001245126199 + + + + + Zahlbar innerhalb 14 Tagen nach Erhalt der Rechnung. + + + 5.27 + + 27.72 + 5.27 + + S + 19 + + VAT + + + + + + 27.72 + 27.72 + 32.99 + 32.99 + + + 1 + 1 + 27.72 + + PDD + + S + 19 + + VAT + + + + + 27.72 + + + 1 1 + 28 + 12.32 + + Hose Bernhard ws UKD + + S + 19 + + VAT + + + + + 0.44 + + + + 1 2 + 35 + 15.40 + + Kasack Bodo blau UKD + + S + 19 + + VAT + + + + + 0.44 + + + + diff --git a/tests/inputs/ubl/04.03a-INVOICE_ubl.xml b/tests/inputs/ubl/04.03a-INVOICE_ubl.xml new file mode 100644 index 0000000..f1954e1 --- /dev/null +++ b/tests/inputs/ubl/04.03a-INVOICE_ubl.xml @@ -0,0 +1,1234 @@ + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0#conformant#urn:xeinkauf.de:kosit:extension:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 12345 + 2019-05-15 + 877 + Bereits gezahlte Rechnungen zur Schlussrechnung (insgesamt bereits gezahlter + Brutto-Betrag: 1.064.317,34): Zahlung vom 23.01.2020 zur Rg. Nr. 1/10416097; 19,00 % MwSt; + Netto-Betrag 5.444,00; MwSt.-Betrag 1.034,36; Brutto-Betrag 6.478,36 Zahlung vom 23.06.2020 zur + Rg. Nr. 24/9999999; 19,00 % MwSt; Netto-Betrag 788.940,32; MwSt.-Betrag 149.898,66; + Brutto-Betrag 938.838,98 Zahlung vom 23.06.2020 zur Rg. Nr. 25/9999999; 19,00 % MwSt; + Netto-Betrag 100.000,00; MwSt.-Betrag 19.000,00; Brutto-Betrag 119.000,00 + Abrufnummer: XXXX + Kettennummer: YYYYY + Kostenträger: 01 Leistungen Bund + EUR + 12345678-12345-83 + + 2019-02-01 + 2019-05-07 + + + 123 + Bestell-/Auftrags.-Nr. XXX + + + + 1/10416097 + + + + + 24/9999999 + + + + + 25/9999999 + + + + + seller@email.de + + M. Meier + + + Hauptstraße 2 + Musterstadt + 12345 + + DE + + + + DE/12/345/67890 + + VAT + + + + M. Meier Handwerk GbR + 1122334455 + + + M. Meier Handwerk GbR + 010/12345 + info@m-meier.de + + + + + + buyer@info.de + + 345LA5324 + + + Dorfplatz 3 + Musterort + 54321 + + DE + + + + Beispielkunde + + + + + 31 + + DE091111222233334444 + + + + Zahlbar innerhalb 14 Tagen nach Erhalt der Rechnung. + + + false + 104 + Standard - Gewährleistungseinbehalt auf Rechnungsbetrag + (Leistungssumme abzgl. Bauumlage abzgl. Bauleistungsversicherung) + 1.25 + 255384.19 + 20430735.11 + + E + 0 + + VAT + + + + + false + 104 + Standard - Bauumlage auf die + Leistungssumme + 0.2 + 41483.73 + 20741863.06 + + S + 19 + + VAT + + + + + false + 104 + Standard - Bauleistungsversicherung auf die + Leistungssumme + 1.3 + 269644.22 + 20741863.06 + + E + 0 + + VAT + + + + + false + 104 + Nachlass + 2 + 423303.33 + 21165166.39 + + S + 19 + + VAT + + + + + 3933072.07 + + 20700379.33 + 3933072.07 + + S + 19 + + VAT + + + + + -525028.41 + 0 + + E + 0 + Ausnahmegrund + + VAT + + + + + + 21165166.39 + 20175350.92 + 24108422.99 + 989815.47 + 1064317.34 + 23044105.65 + + + 1 + 1 + 21165166.39 + + Leistungssumme + + S + 19 + + VAT + + + + + 21165166.39 + + + 3. + 21165166.39 + + Ortbetonstützwand Los 15/16 bahnrechts, km 5,910.. + + S + 19 + + VAT + + + + + 20741863.06 + + + 3.1. + 19715327.10 + + Baustelleneinrichtung + + S + 19 + + VAT + + + + + 3.1.10. + 210 + 19715327.10 + + Baustelle einrichten + + S + 19 + + VAT + + + + + 93882.51 + 1 + + + + + 3.3. + 42227.17 + + Abbruch / Rückbau + + S + 19 + + VAT + + + + + 3.3.70. + 1025.5 + 11813.76 + + Asphalt sägen + + S + 19 + + VAT + + + + + 11.52 + 1 + + + + 3.3.80. + 1643.968 + 30413.41 + + Asphaltfläche aufnehmen + + S + 19 + + VAT + + + + + 18.5 + 1 + + + + + 3.4. + 542076.10 + + Erdarbeiten + + S + 19 + + VAT + + + + + 3.4.10. + 86.561 + 13488.80 + + Boden Suchgraben lösen, lagern BK 3/5 + + S + 19 + + VAT + + + + + 155.83 + 1 + + + + 3.4.20. + 1 + 3000 + + Aufmaß und Dokumentation + + S + 19 + + VAT + + + + + 3000 + 1 + + + + 3.4.40. + 1035.278 + 44030.37 + + Boden aus Dammböschung abtragen (TE) + + S + 19 + + VAT + + + + + 42.53 + 1 + + + + 3.4.60. + 4589.754 + 252436.47 + + Boden liefern für Dammböschung, in den Auftragsb.. einbauen + + S + 19 + + VAT + + + + + 55 + 1 + + + + 3.4.90. + 80.748 + 5650.75 + + Geeigneten Boden für Randweg liefern und profilg.. + + S + 19 + + VAT + + + + + 69.98 + 1 + + + + 3.4.100. + 416.828 + 24105.16 + + Kabel-/ Leitungsgraben herstellen + + S + 19 + + VAT + + + + + 57.83 + 1 + + + + 3.4.110. + 1366.486 + 52090.45 + + Erdarbeiten für Fundament herstellen + + S + 19 + + VAT + + + + + 38.12 + 1 + + + + 3.4.120. + 1 + 2032.60 + + *** Bedarfsposition mit GB Bereitstellungsfläche herstellen + + S + 19 + + VAT + + + + + 2032.60 + 1 + + + + 3.4.130. + 5081.928 + 82632.15 + + Bereitstellen des Aushubmaterials + + S + 19 + + VAT + + + + + 16.26 + 1 + + + + 3.4.140. + 5081.928 + 62609.35 + + Entsorgung von Aushubmaterial mit Z0-Qualität .. + + S + 19 + + VAT + + + + + 12.32 + 1 + + + + + 3.5. + 217257.09 + + Steinkorbverkleidung / Betonwand + + S + 19 + + VAT + + + + + 3.5.110. + 179.949 + 119815.44 + + Beton einschl. Schalung Stützwände C 30/37 + + S + 19 + + VAT + + + + + 665.83 + 1 + + + + 3.5.130. + 54.914 + 83552.75 + + Betonstahl einbauen + + S + 19 + + VAT + + + + + 1521.52 + 1 + + + + 3.5.150. + 379.827 + 7250.90 + + Sauberkeitsschicht d= 10 cm + + S + 19 + + VAT + + + + + 19.09 + 1 + + + + 3.5.160. + 45.500 + 6638.00 + + Abschalelement incl. Abschluß-Fugenband + + S + 19 + + VAT + + + + + 145.89 + 1 + + + + + 3.6. + 396839.57 + + Bohrpfahlgründung, Stahlbau + + S + 19 + + VAT + + + + + 3.6.5. + 1 + 38362.40 + + Geräteeinsatz für Herst. Ortbetonbohrpfähle + + S + 19 + + VAT + + + + + 38362.40 + 1 + + + + 3.6.6. + 83.150 + 10491.04 + + Leerbohrung + + S + 19 + + VAT + + + + + 126.17 + 1 + + + + 3.6.8. + 954.000 + 138120.12 + + Ortbetonbohrpfahl herstellen + + S + 19 + + VAT + + + + + 144.78 + 1 + + + + 3.6.9. + 159 + 30162.30 + + Ortbeton-Pfahlkopf herrichten + + S + 19 + + VAT + + + + + 189.70 + 1 + + + + 3.6.90. + 58.250 + 74984.06 + + Betonstahl einbauen Ortbetonbohrpfahl + + S + 19 + + VAT + + + + + 1287.28 + 1 + + + + 3.6.110. + 2.500 + 11477.25 + + *** Bedarfsposition mit GB Stillstandskosten Bohrgerät + + S + 19 + + VAT + + + + + 4590.90 + 1 + + + + 3.6.140. + 286.050 + 69770.46 + + Geschweißtes Stahlgeländer + + S + 19 + + VAT + + + + + 243.91 + 1 + + + + 3.6.160. + 148 + 5014.24 + + Geländer-Verankerung an Kopfbalken herstellen + + S + 19 + + VAT + + + + + 33.88 + 1 + + + + 3.6.170. + 112 + 6829.76 + + Erdungslasche für Geländer + + S + 19 + + VAT + + + + + 60.98 + 1 + + + + 3.6.190. + 286.05 + 3875.98 + + Oberfläche mit metallischem Überzug versehen. + + S + 19 + + VAT + + + + + 13.55 + 1 + + + + 3.6.200. + 286.05 + 3875.98 + + Oberfläche zwischenbeschichten. + + S + 19 + + VAT + + + + + 13.55 + 1 + + + + 3.6.210. + 286.05 + 3875.98 + + Oberfläche deckbeschichten, Farbton nach Angaben.. + + S + 19 + + VAT + + + + + 13.55 + 1 + + + + + 3.7. + 150109.20 + + Entwässerung + + S + 19 + + VAT + + + + + 3.7.10. + 709.90 + 128648.08 + + Tiefenentwässerung + + S + 19 + + VAT + + + + + 181.22 + 1 + + + + 3.7.50. + 18 + 16447.50 + + Reinigungs- und Inspektionsschacht (Durchgangssc.. Tiefenentwässerung hinter + Spundwand + + S + 19 + + VAT + + + + + 913.75 + 1 + + + + 3.7.60. + 2 + 4065.10 + + Übergangsschacht Beton-/Stahlbetonfertigteil DN1.. + + S + 19 + + VAT + + + + + 2032.55 + 1 + + + + 3.7.90. + 2 + 948.52 + + Anschluß an bestehenden Schacht + + S + 19 + + VAT + + + + + 474.26 + 1 + + + + + 3.8. + 3612.84 + + Wege + + S + 19 + + VAT + + + + + 3.8.20. + 380.70 + 3612.84 + + Fugenanschluss an Beton + + S + 19 + + VAT + + + + + 9.49 + 1 + + + + + 3.9. + 36415.06 + + Sonstiges + + S + 19 + + VAT + + + + + 3.9.5. + 1 + 725.45 + + Baustelleneinrichtung Mattenverlegung + + S + 19 + + VAT + + + + + 725.45 + 1 + + + + 3.9.7. + 1765.105 + 8649.01 + + Auslegen der Erosionsschutzmatten + + S + 19 + + VAT + + + + + 4.90 + 1 + + + + 3.9.8. + 1 + 554.39 + + Baustelleneinrichtung Spritzfass + + S + 19 + + VAT + + + + + 554.39 + 1 + + + + 3.9.9. + 1765.105 + 1270.88 + + Rasenansaat herstellen + + S + 19 + + VAT + + + + + 0.72 + 1 + + + + 3.9.9.1 + 1765.105 + 123.56 + + Zulage für Mehrpreis Wunschlieferant Fa. Rieger .. + + S + 19 + + VAT + + + + + 0.07 + 1 + + + + 3.9.10. + 430 + 6991.80 + + Kabel während der Bauzeit sichern + + S + 19 + + VAT + + + + + 16.26 + 1 + + + + 3.9.20. + 14 + 2737.84 + + Fundament für Beleuchtungsmast + + S + 19 + + VAT + + + + + 195.56 + 1 + + + + 3.9.40. + 14 + 2371.32 + + Lampenmasten (neu) einbauen. + + S + 19 + + VAT + + + + + 169.38 + 1 + + + + 3.9.40. + 14 + 4173.54 + + Leuchtkörper einbauen. + + S + 19 + + VAT + + + + + 298.11 + 1 + + + + 3.9.60. + 1018.160 + 8817.27 + + Leerrohr DN 110 PVC + + S + 19 + + VAT + + + + + 8.66 + 1 + + + + + 3.10. + 61302.26 + + Ausführungsplanung + + S + 19 + + VAT + + + + + 3.10.10. + 1 + 46518.26 + + *** Nachtragsposition zum Nachtrag 1 Ausführungsstatik und Zeichnungen für das + Bauwerk + + S + 19 + + VAT + + + + + 46518.26 + 1 + + + + 3.10.160. + 1 + 14784.00 + + *** Nachtragsposition zum Nachtrag 1 Bauausführungsvermessung + + S + 19 + + VAT + + + + + 14784.00 + 1 + + + + + + diff --git a/tests/inputs/ubl/04.04a-INVOICE_ubl.xml b/tests/inputs/ubl/04.04a-INVOICE_ubl.xml new file mode 100644 index 0000000..34e7844 --- /dev/null +++ b/tests/inputs/ubl/04.04a-INVOICE_ubl.xml @@ -0,0 +1,266 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0#conformant#urn:xeinkauf.de:kosit:extension:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 17794 + 2021-07-14 + 877 + EUR + 992-90009-96 + + + seller@email.de + + Bahnhofstraße 46 + Gerüstbau Ort + 12345 + + DE + + + + DE814060619 + + VAT + + + + Test Gerüstbau GmbH + 176/77/1508 + + + Frau Test + 0123/456 78-0 + test@test.test + + + + + + buyer@info.de + + 14217 + + + Am Mühlberg 4 + Gerüstbau Ort + 12345 + + DE + + + + Bau Auftraggeber + + + + + 58 + + DE63622515500220028855 + + + + Zahlung ohne Abzug bis zum 13.08.2021 bei uns + eingehend. + + + 666.67 + + 3508.77 + 666.67 + + S + 19 + + VAT + + + + + + 3508.77 + 3508.77 + 4175.44 + 4175.44 + + + 1 + 1 + 3508.77 + + Arbeitsgerüst + + S + 19.00 + + VAT + + + + + 3508.77 + + + 1.02 + 1 + 3508.77 + + Zwischensumme + + S + 19.00 + + VAT + + + + + 1.02.005 + 277.290 + 2024.22 + + Fassadengerüst, Gr.3 + + S + 19.00 + + VAT + + + + + 7.30 + + + + 1.02.006 + 3882.083 + 465.85 + + Fassadengerüst, Gebrauchsüberlassung + + S + 19.00 + + VAT + + + + + 0.12 + + + + 1.02.007 + 5.210 + 119.57 + + Gerüstträger für Durchfahrt einbauen + + S + 19.00 + + VAT + + + + + 22.95 + + + + 1.02.008 + 72.932 + 32.09 + + Gerüstträger für Durchf., Gebrauchsüberl. + + S + 19.00 + + VAT + + + + + 0.44 + + + + 1.02.009 + 1.000 + 216.00 + + Treppenturm/Geschoss, Außengerüst + + S + 19.00 + + VAT + + + + + 216.00 + + + + 1.02.010 + 18.000 + 72.00 + + Treppenturm Gebrauchsüberl. + + S + 19.00 + + VAT + + + + + 4.00 + + + + 1.02.011 + 112.000 + 453.60 + + Systemkonsolbelag 0,30 m + + S + 19.00 + + VAT + + + + + 4.05 + + + + 1.02.012 + 1568.000 + 125.44 + + Vorhaltung Konsolbelag 0,30 + + S + 19.00 + + VAT + + + + + 0.08 + + + + + diff --git a/tests/inputs/ubl/05.01a-INVOICE_ubl.xml b/tests/inputs/ubl/05.01a-INVOICE_ubl.xml new file mode 100644 index 0000000..eaa1cb9 --- /dev/null +++ b/tests/inputs/ubl/05.01a-INVOICE_ubl.xml @@ -0,0 +1,167 @@ + + + urn:cen.eu:en16931:2017#compliant#urn:xeinkauf.de:kosit:xrechnung_3.0#conformant#urn:xeinkauf.de:kosit:extension:xrechnung_3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 123456XX + 2016-04-04 + 380 + #ADU#Es gelten unsere Allgem. Geschäftsbedingungen, die Sie unter […] finden. + EUR + 04011000-12345-34 + + + seller@email.de + + [Seller trading name] + + + [Seller address line 1] + [Seller city] + 12345 + + DE + + + + DE 123456789 + + VAT + + + + [Seller name] + [HRA-Eintrag] + 123/456/7890, HRA-Eintrag in […] + + + nicht vorhanden + +49 1234-5678 + seller@email.de + + + + + + buyer@info.de + + [Buyer identifier] + + + [Buyer address line 1] + [Buyer city] + 12345 + + DE + + + + [Buyer name] + + + + + 58 + + + DE75512108001245126199 + + + + Zahlbar sofort ohne Abzug. + + + + + MobilesBezahlen + + 19.96 + + Mobiles Bezahlen (Brutto-Forderung für Fremdleistungen Anbieter A) + + + + + MobilesBezahlen + + 10.00 + + Mobiles Bezahlen (Brutto-Forderung für Fremdleistungen Anbieter B) + + + + 22.04 + + 314.86 + 22.04 + + S + 7 + + VAT + + + + + + 314.86 + + 314.86 + + 336.9 + + 366.86 + + + Zeitschrift [...] + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 1 + 288.79 + + 2016-01-01 + 2016-12-31 + + + 6171175.1 + + + Zeitschrift Inland + Zeitschrift [...] + + 246 + + + 0721-880X + + + S + 7 + + VAT + + + + + 288.79 + + + + Porto + Versandkosten + 1 + 26.07 + + Porto + Versandkosten + + S + 7 + + VAT + + + + + 26.07 + + + \ No newline at end of file diff --git a/tests/inputs/ubl/Invoice-Max_content.xml b/tests/inputs/ubl/Invoice-Max_content.xml new file mode 100644 index 0000000..ed11db9 --- /dev/null +++ b/tests/inputs/ubl/Invoice-Max_content.xml @@ -0,0 +1,545 @@ + + + + + + + + + + + + + + + 2.1 + urn:cen.eu:en16931:2017#compliant#urn:fdc:peppol.eu:2017:poacc:billing:3.0 + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 2018210 + 2018-02-08 + 2018-03-07 + 380 + Document level Note +Line break should be respected here. + 2018-02-08 + SEK + EUR + BES, 87392 + + + Buyer reference + + + 2018-02-01 + 2018-02-07 + + + + 20180117 + INK/0117/JM + + + + Preceding invoice no.1 + 2018-01-31 + + + + + Preceding invoice no.2 + + + + Despatch_advice Feb 01-07 + + + Receipt_advice 01-07 + + + Tender 2017-12, lot no. 3 + + + 2017-123 + + + + + ABC123 + 130 + + + + + MT123 + Contracted maintenance plan + + + + + Time report 1 + Attached sample document + + 01234567,abc + 89012345,def + + + + + + Example 1 + Referenced external sample document + + + http://www.example.com/index.html + + + + + + Project 99 + + + + + 1234567890 + + 7350000001204 + + + BilateralID + + + Global Trade Chain + + + Streetname-line1 + AddStreetname-line2 + Big City + 11122 + Delstat A + + Address-line3 + + + SE + + + + SE123456789001 + + VAT + + + + Godkänd för F-skatt + + TAX + + + + The Global Chain Sweden AB + 1234567890 + Säte: Big CIty + + + A Persson + 0201234567 + info@UCS.se + + + + + + + 1234512345 + + 7350000001228 + + + Project Services + + + Gata (rad1) + Box 8 (rad2) + Motown + 10203 + Delstat B + + Building 4 (rad3) + + + SE + + + + SE123451234501 + + VAT + + + + Project services AB + 1234512345 + + + B. E. Ställman + 070123456 + B.E.Stallman@projekttjanst.se + + + + + + + 7350053850019 + + + Finansiell Support u.p.a. + + + 5566778899 + + + + + + + Tax Administrators Inc. + + + TaxREP Streetname-line1 + TaxREP AddStreetname-line2 + TaxREP Village + TaxREP 98765 + TaxREP State A + + TaxREP-line3 + + + SE + + + + + SE998877665501 + + VAT + + + + + + 2017-12-01 + + 7350000001211 + + DELIV Streetname-line1 + DELIV AddStreetname-line2 + DELIV Town + DELIV 90807 + DELIV Delstat C + + DELIV-line3 + + + SE + + + + + + Deliver-to Name A.S. + + + + + + + 30 + 1800355 + + SE1212341234123412341234 + Name-of-account_A (normally not used in Sweden) + + BANKSBIC + + + + + 30 + 1800355 + + 12341234567 + Name-of-account_B (normally not used in Sweden) + + BANKSBIC + + + + + 30 + 1800355 + + 1112222 + + SE:BANKGIRO + + + + + 30 + 1800355 + + 121212 + + SE:PLUSGIRO + + + + + + + + 30 days net. Penalty rate 12 % +Line break should be respected here. + + + + false + 95 + Discount + 0 + 0 + 0 + + E + 0 + + VAT + + + + + true + WH + Warehousing + 0 + 0 + 0 + + E + 0 + + VAT + + + + + + 2500 + + 10000 + 2500 + + S + 25 + + VAT + + + + + 0 + 0 + + E + 0 + vatex-eu-132-1g + EU Direcive Article 132, section 1(g) + + VAT + + + + + + + + 249 + + + + 10000 + 10000 + 12500 + 0 + 0 + 0 + 0 + 12500 + + + + 1 + Line level Note +Line break should be respected here. + + + 500 + 10000 + Accounting 101-222-8 + + 2018-02-01 + 2018-02-07 + + + 20080117/JM + + + 130-DR35141 + 130 + + + + false + 95 + Discount + 0 + 0 + 0 + + + true + WH + Warehousing + 0 + 0 + 0 + + + + Universal product, customized with option X + Universal product + + Buyer's ID + + + UNI+X + + + 17350053850016 + + + SE + + + 9873242 + + + SST3242 + + + S + 25 + + VAT + + + + Surface grade + A11 + + + Density + 2.33 + + + + 20 + 1 + + + false + 0.50 + 20.50 + + + + + + 2 + 10000 + 0 + + Guarantee facility + + E + 0 + + VAT + + + + + 0 + + + + diff --git a/tests/inputs/ubl/invalid/no_customizationid_01.01_comprehensive_test_ubl.xml b/tests/inputs/ubl/invalid/no_customizationid_01.01_comprehensive_test_ubl.xml new file mode 100644 index 0000000..f52169d --- /dev/null +++ b/tests/inputs/ubl/invalid/no_customizationid_01.01_comprehensive_test_ubl.xml @@ -0,0 +1,444 @@ + + + urn:fdc:peppol.eu:2017:poacc:billing:01:1.0 + 1234567 + 2018-04-13 + 2018-04-13 + 380 + #AAC#Invoice Note Description + #AAC#Invoice Note Description 2 + 2018-04-13 + EUR + GBP + Buchungscode1 + 90000000-03083-72 + + 2018-04-13 + 2018-04-13 + + + 65002278 + ABC123456789 + + + + PIR1234567890 + 2018-02-04 + + + + + PIR0987654321 + 2018-03-05 + + + + DAR123456789 + + + RAR123456789 + + + ANG987654321 + + + 0000000752 + + + 01_15_Anhang_01.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + 01_15_Anhang_02.pdf + Aufschlüsselung der einzelnen Leistungspositionen + + 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 + + https://xeinkauf.de/xrechnung/ + + + + + OK987654321 + 130 + + + PR12345678 + + + + rechnungsausgang@test.com + + 987654321 + + + [Seller trading name] + + + [Seller address line 1] + [Seller address line 2] + [Seller city] + 12345 + Bayern + + [Seller address line 3] + + + DE + + + + ATU123456789 + + VAT + + + + 123/456/789 + + FC + + + + [Seller name] + 123456789 + Amtsgericht […], Geschäftsführer: […], Sitz der Gesellschaft […], Aufsichtsratvorsitzender: […] + + + Tim Tester + 012 3456789 + tim.tester@test.com + + + + + + rechnungseingang@test.de + + 138 + + + [Buyer name] + + + [Buyer address line 1] + [Buyer address line 2] + [Buyer city] + 98765 + Bayern + + [Buyer address line 3] + + + DE + + + + DE12345ABC + + VAT + + + + [Buyer trading name] + 90000000-03083-72 + + + Tina Tester + 0800 123456 + tester@test.de + + + + + + 74 + + + [Payee name] + + + + + [Seller tax representative name] + + + [Seller tax representative address line 1] + [Seller tax representative address line 2] + [Seller tax representative city] + 12345 + Bayern + + [Seller tax representative address line 2] + + + DE + + + + DE124567 + + VAT + + + + + 2018-04-13 + + 68 + + [Deliver to street] + 4. OG + [Deliver to city] + 98765 + Bayern + + More Details + + + DE + + + + + + [Deliver to party name] + + + + + 58 + Deb. 12345 / Fact. 9876543 + + + DE75512108001245126199 + [Payment account name] + + [BIC] + + + + + Beschreibung 1: Bitte überweisen Sie bis zum 13.04.2018 auf das unten aufgeführte Konto. + + + true + TAC + Testing + 10 + 10 + 100 + + E + 0 + + VAT + + + + + true + TAC + Testing 2 + 10 + 10 + 100 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term + 10 + 10 + 100 + + E + 0 + + VAT + + + + + false + 102 + Fixed long term 2 + 10 + 10 + 100 + + E + 0 + + VAT + + + + + 2048.44 + + 10781.25 + 2048.44 + + S + 19 + + VAT + + + + + 0 + 0 + + E + 0 + VATEX-EU-132-1A + [VAT exemption reason text] + + VAT + + + + + + 2048.44 + + + 10781.25 + 10781.25 + 12829.69 + 20 + 20 + 0 + 12829.69 + + + 1 + Die letzte Lieferung im Rahmen des abgerechneten Abonnements erfolgt in 12/2016 Lieferung erfolgt / erfolgte direkt vom Verlag + 30 + 4743.75 + Konto 1 + + 2018-04-13 + 2018-04-13 + + + 6171175.1 + + + ANG987654321 + 130 + + + true + TAC + Testing + 10 + 20 + 200 + + + true + TAC + Testing 2 + 10 + 20 + 200 + + + false + 102 + Fixed long term + 10 + 20 + 200 + + + false + 102 + Fixed long term 2 + 10 + 20 + 200 + + + Anforderungsmanagement + Beratung + + 5034 + + + 1034 + + + 123456789 + + + DE + + + 0721-880X + + + 0721-880XYZ + + + S + 19 + + VAT + + + + [Description] + [Value] + + + [Description 2] + [Value 2] + + + + 158.125 + 1 + + false + 10 + 168.125 + + + + + 2 + 42 + 6037.5 + + Beratung + + S + 19 + + VAT + + + + + 143.75 + 1 + + + \ No newline at end of file diff --git a/tests/inputs/zugferd/EXTENDED_Projektabschlussrechnung.pdf b/tests/inputs/zugferd/EXTENDED_Projektabschlussrechnung.pdf new file mode 100644 index 0000000..3555662 Binary files /dev/null and b/tests/inputs/zugferd/EXTENDED_Projektabschlussrechnung.pdf differ diff --git a/tests/test_suite_runner.rs b/tests/test_suite_runner.rs new file mode 100644 index 0000000..8361ab8 --- /dev/null +++ b/tests/test_suite_runner.rs @@ -0,0 +1,92 @@ +#[cfg(test)] +mod tests { + use einvoice::validate_invoice; + use rstest::rstest; + use std::borrow::Cow; + use std::io::Read; + use std::path::PathBuf; + + #[rstest] + fn validate_each_ubl_file(#[files("tests/inputs/ubl/*.xml")] path: PathBuf) { + // Read file to string with BufReader + let mut reader = std::io::BufReader::new(std::fs::File::open(&path).unwrap()); + let mut original = String::new(); + reader + .read_to_string(&mut original) + .expect("Cannot read file"); + + let invoice = validate_invoice(&original).unwrap(); + // Serialize + let serialized = yaserde::ser::to_string(&invoice).unwrap(); + + // Normalize both strings + let normalized_original = normalize_xml(&original); + let normalized_serialized = normalize_xml(&serialized); + + // Compare normalized strings + assert_eq!(normalized_serialized, normalized_original); + } + + #[rstest] + fn validate_each_cii_file(#[files("tests/inputs/cii/*.xml")] path: PathBuf) { + // Read file to string with BufReader + let mut reader = std::io::BufReader::new(std::fs::File::open(&path).unwrap()); + let mut original = String::new(); + reader + .read_to_string(&mut original) + .expect("Cannot read file"); + + let invoice = validate_invoice(&original).unwrap(); + // Serialize + let serialized = yaserde::ser::to_string(&invoice).unwrap(); + + // Normalize both strings + let normalized_original = normalize_xml(&original); + let normalized_serialized = normalize_xml(&serialized); + + // Compare normalized strings + assert_eq!(normalized_serialized, normalized_original); + } + + use einvoice::ZugferdProfile::EN16931; + use regex::Regex; + use xmltree::{Element, ParserConfig}; + + fn normalize_xml(xml: &str) -> String { + // Parse the XML string + let element = Element::parse_with_config(xml.as_bytes(), ParserConfig::new()) + .expect("Failed to parse XML"); + + // Create a String buffer + let mut buffer = Vec::new(); + + // Write the normalized XML to the buffer with newlines and indentation + element + .write_with_config( + &mut buffer, + xmltree::EmitterConfig { + perform_indent: true, // Enable indentation + indent_string: Cow::from(" "), // Use two spaces for indentation + line_separator: Cow::from("\n".to_string()), + ..Default::default() + }, + ) + .expect("Failed to write XML"); + + // Convert the buffer to a String + let string = String::from_utf8(buffer).expect("Failed to convert buffer to String"); + // replace ubl:Invoice with Invoice + simplify_invoice(&string) + } + + fn simplify_invoice(input: &str) -> String { + // Regex to match and remove xmlns attributes + let xmlns_re = Regex::new(r#" xmlns(:[a-zA-Z0-9_-]+)?="[^"]*""#).unwrap(); + + // Replace opening tags to remove xmlns attributes + let result = xmlns_re.replace_all(input, "").to_string(); + + // Normalize opening tags to just + result.replace("ubl:Invoice", "Invoice") // Remove ubl: prefix + } +} diff --git a/uniffi.toml b/uniffi.toml new file mode 100644 index 0000000..267bdc3 --- /dev/null +++ b/uniffi.toml @@ -0,0 +1,3 @@ +[bindings.kotlin] +package_name = "com.schneppe.einvoice" +generate_immutable_records=true \ No newline at end of file diff --git a/uniffi_bindgen.rs b/uniffi_bindgen.rs new file mode 100644 index 0000000..f6cff6c --- /dev/null +++ b/uniffi_bindgen.rs @@ -0,0 +1,3 @@ +fn main() { + uniffi::uniffi_bindgen_main() +}