diff --git a/.github/workflows/dotnet.yml b/.github/workflows/dotnet.yml index dd1388b..5e2e4c3 100644 --- a/.github/workflows/dotnet.yml +++ b/.github/workflows/dotnet.yml @@ -55,50 +55,29 @@ jobs: uses: actions/checkout@main with: fetch-depth: 0 - - name: Setup MSBuild - uses: microsoft/setup-msbuild@main - with: - msbuild-architecture: x64 - - name: Setup .NET 6 - uses: actions/setup-dotnet@main - with: - dotnet-version: 6.x - - name: Setup .NET 7 + - name: Setup .NET uses: actions/setup-dotnet@main with: - dotnet-version: 7.x - - name: Setup .NET 8 - uses: actions/setup-dotnet@main - with: - dotnet-version: 8.x - - name: Setup .NET workload android - run: dotnet workload install android + dotnet-version: | + 6.x + 7.x + 8.x + - name: Setup .NET workload maui-android + run: dotnet workload install maui-android - name: Setup .NET workload wasm-tools run: dotnet workload install wasm-tools - - name: Setup JDK 17 - uses: actions/setup-java@main - with: - java-version: 17 - java-package: jdk - distribution: 'zulu' - - name: Setup Android SDK 29 - run: C:\Android\android-sdk\cmdline-tools\latest\bin\sdkmanager "platforms;android-29" - - name: Setup Windows 11 SDK (10.0.26100.0) - uses: GuillaumeFalourd/setup-windows10-sdk-action@main - with: - sdk-version: 26100 - name: Restore - run: msbuild PDFtoZPL.Build.slnf /t:restore + run: dotnet restore PDFtoZPL.Build.slnf - name: Build - run: msbuild PDFtoZPL.Build.slnf /p:Configuration=${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }} /p:VersionSuffix=ci /p:RestorePackages=false + run: dotnet build PDFtoZPL.Build.slnf -c ${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }} -p:VersionSuffix=ci --no-restore - name: Pack - run: msbuild PDFtoZPL/PDFtoZPL.csproj /t:pack /p:Configuration=${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }} /p:VersionSuffix=ci /p:RestorePackages=false + run: dotnet pack PDFtoZPL/PDFtoZPL.csproj -c ${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }} -p:VersionSuffix=ci --no-restore - name: Generate artifact attestation uses: actions/attest-build-provenance@main with: subject-path: PDFtoZPL/bin/${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }}/*.nupkg - name: Publish libraries - uses: actions/upload-artifact@v4 + uses: actions/upload-artifact@main with: name: Library assemblies path: | @@ -133,18 +112,13 @@ jobs: runs-on: ${{ matrix.os }} if: success() && (github.event_name != 'workflow_dispatch' && true || inputs.run_tests) == true steps: - - name: Setup .NET 6 - uses: actions/setup-dotnet@main - with: - dotnet-version: 6.x - - name: Setup .NET 7 - uses: actions/setup-dotnet@main - with: - dotnet-version: 7.x - - name: Setup .NET 8 + - name: Setup .NET uses: actions/setup-dotnet@main with: - dotnet-version: 8.x + dotnet-version: | + 6.x + 7.x + 8.x - name: Download test assemblies uses: actions/download-artifact@main with: @@ -194,7 +168,7 @@ jobs: merge-multiple: true path: artifacts - name: Publish test results - uses: EnricoMi/publish-unit-test-result-action@v2.16.1 + uses: EnricoMi/publish-unit-test-result-action@master with: files: artifacts/**/*.trx check_name: Test results @@ -220,22 +194,15 @@ jobs: uses: actions/checkout@main with: fetch-depth: 0 - - name: Setup MSBuild - uses: microsoft/setup-msbuild@main - with: - msbuild-architecture: x64 - - name: Setup .NET 6 - uses: actions/setup-dotnet@main - with: - dotnet-version: 6.x - - name: Setup .NET 7 - uses: actions/setup-dotnet@main - with: - dotnet-version: 7.x - - name: Setup .NET 8 + - name: Setup .NET uses: actions/setup-dotnet@main with: - dotnet-version: 8.x + dotnet-version: | + 6.x + 7.x + 8.x + - name: Setup .NET workload maui-android + run: dotnet workload install maui-android - name: Setup dotnet-coverage run: dotnet tool install --global dotnet-coverage - name: Setup .NET workload android @@ -246,8 +213,6 @@ jobs: java-version: 17 java-package: jdk distribution: 'zulu' - - name: Setup Android SDK 29 - run: C:\Android\android-sdk\cmdline-tools\latest\bin\sdkmanager "platforms;android-29" - name: Cache SonarCloud packages uses: actions/cache@main with: @@ -274,7 +239,6 @@ jobs: shell: powershell run: | .\.sonar\scanner\dotnet-sonarscanner begin /k:"sungaila_PDFtoZPL" /o:"sungaila" /d:sonar.token="${{ secrets.SONAR_TOKEN }}" /d:sonar.host.url="https://sonarcloud.io" /d:sonar.cs.vscoveragexml.reportsPaths=coverage.xml - dotnet restore PDFtoZPL.SonarCloud.slnf - msbuild PDFtoZPL.SonarCloud.slnf /p:Configuration=${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }} + dotnet build PDFtoZPL.SonarCloud.slnf -c ${{ github.event_name != 'workflow_dispatch' && 'Debug' || inputs.build_configuration }} dotnet-coverage collect "dotnet test PDFtoZPL.SonarCloud.slnf --verbosity detailed" -f xml -o "coverage.xml" .\.sonar\scanner\dotnet-sonarscanner end /d:sonar.token="${{ secrets.SONAR_TOKEN }}" \ No newline at end of file diff --git a/.github/workflows/githubpages.yml b/.github/workflows/githubpages.yml index eccb6ef..a333bc2 100644 --- a/.github/workflows/githubpages.yml +++ b/.github/workflows/githubpages.yml @@ -17,12 +17,12 @@ jobs: uses: actions/checkout@main with: fetch-depth: 0 - - name: Setup .NET 8 + - name: Setup .NET uses: actions/setup-dotnet@main with: dotnet-version: 8.x - - name: Setup .NET workload android - run: dotnet workload install android + - name: Setup .NET workload maui-android + run: dotnet workload install maui-android - name: Setup .NET workload wasm-tools run: dotnet workload install wasm-tools - name: Update relative paths diff --git a/.github/workflows/githubpages_staging.yml b/.github/workflows/githubpages_staging.yml index c5e68e3..64f95b4 100644 --- a/.github/workflows/githubpages_staging.yml +++ b/.github/workflows/githubpages_staging.yml @@ -18,12 +18,12 @@ jobs: uses: actions/checkout@main with: fetch-depth: 0 - - name: Setup .NET 8 + - name: Setup .NET uses: actions/setup-dotnet@main with: dotnet-version: 8.x - - name: Setup .NET workload android - run: dotnet workload install android + - name: Setup .NET workload maui-android + run: dotnet workload install maui-android - name: Setup .NET workload wasm-tools run: dotnet workload install wasm-tools - name: Update relative paths @@ -78,6 +78,10 @@ jobs: name: Deploy needs: publish runs-on: ubuntu-latest + + concurrency: + group: "pages-staging" + cancel-in-progress: true # Grant GITHUB_TOKEN the permissions required to make a Pages deployment permissions: @@ -87,10 +91,6 @@ jobs: environment: name: github-pages-staging url: ${{ steps.deployment.outputs.page_url }} - - concurrency: - group: "pages" - cancel-in-progress: true steps: - name: Deploy to GitHub Pages diff --git a/Console/Console.csproj b/Console/Console.csproj index 95cb669..82b89e2 100644 --- a/Console/Console.csproj +++ b/Console/Console.csproj @@ -6,7 +6,7 @@ PDFtoZPL.Console PDFtoZPL.Console PDFtoZPL.Console.Program - 5.1.0 + 5.2.0 Debug;Release;ReleaseSigned @@ -16,6 +16,7 @@ enable strict nullable + CS0618 diff --git a/Console/Program.cs b/Console/Program.cs index 5f8cafb..53c04a2 100644 --- a/Console/Program.cs +++ b/Console/Program.cs @@ -1,7 +1,6 @@ using System; using System.IO; using System.Reflection; -using static PDFtoZPL.Conversion; namespace PDFtoZPL.Console { @@ -36,7 +35,7 @@ public static int Main(string[] args) { ".pdf" => #if NET6_0_OR_GREATER - OperatingSystem.IsWindows() || OperatingSystem.IsLinux() || OperatingSystem.IsMacOS() + OperatingSystem.IsWindows() || OperatingSystem.IsLinux() || OperatingSystem.IsMacOS() #else true #endif diff --git a/PDFtoZPL/Conversion.Deprecated.cs b/PDFtoZPL/Conversion.Deprecated.cs new file mode 100644 index 0000000..cb01e99 --- /dev/null +++ b/PDFtoZPL/Conversion.Deprecated.cs @@ -0,0 +1,99 @@ +using SkiaSharp; +using System; +using System.IO; +using System.Runtime.Versioning; + +namespace PDFtoZPL +{ + /// + /// Provides methods to convert PDFs and s into ZPL code. + /// +#if NET8_0_OR_GREATER +#pragma warning disable CA1510 // Use ArgumentNullException throw helper +#endif + public static partial class Conversion + { + /// + /// Converts a single page of a given PDF into ZPL code. + /// + /// The PDF encoded as Base64. + /// The password for opening the PDF. Use if no password is needed. + /// The specific page to be converted. + /// Additional options for PDF rendering. + /// Additional options for the ZPL output. + /// The converted PDF page as ZPL code. +#if NET6_0_OR_GREATER + [SupportedOSPlatform("Windows")] + [SupportedOSPlatform("Linux")] + [SupportedOSPlatform("macOS")] + [SupportedOSPlatform("Android31.0")] + [Obsolete("This method is deprecated and will be removed in a future release. Use SaveJpeg with a System.Index instead.")] +#endif + public static string ConvertPdfPage(string pdfAsBase64String, string? password = null, int page = 0, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) + { + if (pdfAsBase64String == null) + throw new ArgumentNullException(nameof(pdfAsBase64String)); + + return ConvertPdfPage(Convert.FromBase64String(pdfAsBase64String), password, page, pdfOptions, zplOptions); + } + + /// + /// Converts a single page of a given PDF into ZPL code. + /// + /// The PDF as a byte array. + /// The password for opening the PDF. Use if no password is needed. + /// The specific page to be converted. + /// Additional options for PDF rendering. + /// Additional options for the ZPL output. + /// The converted PDF page as ZPL code. +#if NET6_0_OR_GREATER + [SupportedOSPlatform("Windows")] + [SupportedOSPlatform("Linux")] + [SupportedOSPlatform("macOS")] + [SupportedOSPlatform("Android31.0")] + [Obsolete("This method is deprecated and will be removed in a future release. Use SaveJpeg with a System.Index instead.")] +#endif + public static string ConvertPdfPage(byte[] pdfAsByteArray, string? password = null, int page = 0, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) + { + if (pdfAsByteArray == null) + throw new ArgumentNullException(nameof(pdfAsByteArray)); + + // Base64 string -> byte[] -> MemoryStream + using var pdfStream = new MemoryStream(pdfAsByteArray, false); + + return ConvertPdfPage(pdfStream, false, password, page, pdfOptions, zplOptions); + } + + /// + /// Converts a single page of a given PDF into ZPL code. + /// + /// The PDF as a stream. + /// to leave the open after the PDF document is loaded; otherwise, . + /// The password for opening the PDF. Use if no password is needed. + /// The specific page to be converted. + /// Additional options for PDF rendering. + /// Additional options for the ZPL output. + /// The converted PDF page as ZPL code. +#if NET6_0_OR_GREATER + [SupportedOSPlatform("Windows")] + [SupportedOSPlatform("Linux")] + [SupportedOSPlatform("macOS")] + [SupportedOSPlatform("Android31.0")] + [Obsolete("This method is deprecated and will be removed in a future release. Use SaveJpeg with a System.Index instead.")] +#endif + public static string ConvertPdfPage(Stream pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) + { + if (pdfStream == null) + throw new ArgumentNullException(nameof(pdfStream)); + + if (pdfOptions == default) + pdfOptions = new PdfOptions(); + + // Stream ->PdfiumViewer.PdfDocument -> Image + var pdfBitmap = PDFtoImage.Conversion.ToImage(pdfStream, leaveOpen, password, page, pdfOptions); + + // Bitmap -> ZPL code + return ConvertBitmap(pdfBitmap, zplOptions); + } + } +} \ No newline at end of file diff --git a/PDFtoZPL/Conversion.cs b/PDFtoZPL/Conversion.cs index 9ca5e34..b283284 100644 --- a/PDFtoZPL/Conversion.cs +++ b/PDFtoZPL/Conversion.cs @@ -16,47 +16,44 @@ namespace PDFtoZPL #if NET8_0_OR_GREATER #pragma warning disable CA1510 // Use ArgumentNullException throw helper #endif - public static class Conversion + public static partial class Conversion { +#if NET6_0_OR_GREATER /// /// Converts a single page of a given PDF into ZPL code. /// /// The PDF encoded as Base64. - /// The password for opening the PDF. Use if no password is needed. /// The specific page to be converted. + /// The password for opening the PDF. Use if no password is needed. /// Additional options for PDF rendering. /// Additional options for the ZPL output. /// The converted PDF page as ZPL code. -#if NET6_0_OR_GREATER [SupportedOSPlatform("Windows")] [SupportedOSPlatform("Linux")] [SupportedOSPlatform("macOS")] [SupportedOSPlatform("Android31.0")] -#endif - public static string ConvertPdfPage(string pdfAsBase64String, string? password = null, int page = 0, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) + public static string ConvertPdfPage(string pdfAsBase64String, Index page, string? password = null, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) { if (pdfAsBase64String == null) throw new ArgumentNullException(nameof(pdfAsBase64String)); - return ConvertPdfPage(Convert.FromBase64String(pdfAsBase64String), password, page, pdfOptions, zplOptions); + return ConvertPdfPage(Convert.FromBase64String(pdfAsBase64String), page, password, pdfOptions, zplOptions); } /// /// Converts a single page of a given PDF into ZPL code. /// /// The PDF as a byte array. - /// The password for opening the PDF. Use if no password is needed. /// The specific page to be converted. + /// The password for opening the PDF. Use if no password is needed. /// Additional options for PDF rendering. /// Additional options for the ZPL output. /// The converted PDF page as ZPL code. -#if NET6_0_OR_GREATER [SupportedOSPlatform("Windows")] [SupportedOSPlatform("Linux")] [SupportedOSPlatform("macOS")] [SupportedOSPlatform("Android31.0")] -#endif - public static string ConvertPdfPage(byte[] pdfAsByteArray, string? password = null, int page = 0, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) + public static string ConvertPdfPage(byte[] pdfAsByteArray, Index page, string? password = null, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) { if (pdfAsByteArray == null) throw new ArgumentNullException(nameof(pdfAsByteArray)); @@ -64,26 +61,24 @@ public static string ConvertPdfPage(byte[] pdfAsByteArray, string? password = nu // Base64 string -> byte[] -> MemoryStream using var pdfStream = new MemoryStream(pdfAsByteArray, false); - return ConvertPdfPage(pdfStream, false, password, page, pdfOptions, zplOptions); + return ConvertPdfPage(pdfStream, page, false, password, pdfOptions, zplOptions); } /// /// Converts a single page of a given PDF into ZPL code. /// /// The PDF as a stream. + /// The specific page to be converted. /// to leave the open after the PDF document is loaded; otherwise, . /// The password for opening the PDF. Use if no password is needed. - /// The specific page to be converted. /// Additional options for PDF rendering. /// Additional options for the ZPL output. /// The converted PDF page as ZPL code. -#if NET6_0_OR_GREATER [SupportedOSPlatform("Windows")] [SupportedOSPlatform("Linux")] [SupportedOSPlatform("macOS")] [SupportedOSPlatform("Android31.0")] -#endif - public static string ConvertPdfPage(Stream pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) + public static string ConvertPdfPage(Stream pdfStream, Index page, bool leaveOpen = false, string? password = null, PdfOptions pdfOptions = default, ZplOptions zplOptions = default) { if (pdfStream == null) throw new ArgumentNullException(nameof(pdfStream)); @@ -92,11 +87,12 @@ public static string ConvertPdfPage(Stream pdfStream, bool leaveOpen = false, st pdfOptions = new PdfOptions(); // Stream ->PdfiumViewer.PdfDocument -> Image - var pdfBitmap = PDFtoImage.Conversion.ToImage(pdfStream, leaveOpen, password, page, pdfOptions); + var pdfBitmap = PDFtoImage.Conversion.ToImage(pdfStream, page, leaveOpen, password, pdfOptions); // Bitmap -> ZPL code return ConvertBitmap(pdfBitmap, zplOptions); } +#endif /// /// Converts all pages of a given PDF into ZPL code. diff --git a/PDFtoZPL/ConversionUtils.cs b/PDFtoZPL/ConversionUtils.cs index 14a25c3..46bd0d6 100644 --- a/PDFtoZPL/ConversionUtils.cs +++ b/PDFtoZPL/ConversionUtils.cs @@ -9,15 +9,15 @@ namespace PDFtoZPL { internal static class ConversionUtils { - private static readonly IReadOnlyDictionary _hexLookupTable; + private static readonly Dictionary _hexLookupTable; static ConversionUtils() { - _hexLookupTable = new Dictionary(); + _hexLookupTable = []; for (int i = 0; i <= 255; i++) { - ((Dictionary)_hexLookupTable).Add(i.ToString("X2"), (byte)i); + _hexLookupTable.Add(i.ToString("X2"), (byte)i); } } @@ -193,7 +193,7 @@ public static string CompressHex(string code, int widthBytes) /// The mapping table used for compression. /// Each character count (the key) is represented by a certain char (the value). /// - private static readonly IReadOnlyDictionary CompressionCountMapping = new Dictionary() + private static readonly Dictionary CompressionCountMapping = new() { { 1, "G" }, { 2, "H" }, diff --git a/PDFtoZPL/DitheringUtils.cs b/PDFtoZPL/DitheringUtils.cs index 2457b7c..1f585f2 100644 --- a/PDFtoZPL/DitheringUtils.cs +++ b/PDFtoZPL/DitheringUtils.cs @@ -1,165 +1,164 @@ using SkiaSharp; using System; using System.Runtime.CompilerServices; -using static PDFtoZPL.Conversion; [assembly: System.Runtime.CompilerServices.InternalsVisibleTo("PDFtoZPL.WebConverter, PublicKey=0024000004800000940000000602000000240000525341310004000001000100fd0018feed1ba4fac91744d868cb1bb8a4b55a97eec0e02e90a8d57db56bff5a32f03813b1a6c8a7ccd50eed8880be4e91ad281c9ee81fd4182de0905c0590019e9bf87a8f83ce93c09da9c4eaae5bd8aa63816c4a3bef8bd16bb358d3aed64cc2ec3ae17698c336b63df4fbd719dc13bd9a88d9fcfa87a2426d34db78d05fb7")] namespace PDFtoZPL { - internal static class DitheringUtils - { - private static readonly uint _black = (uint)new SKColor(0, 0, 0, 255); - private static readonly uint _white = (uint)new SKColor(255, 255, 255, 255); - - public static SKBitmap ToMonochrome(this SKBitmap input, byte threshold = 128, DitheringKind dithering = DitheringKind.None) - { - var width = input.Width; - var height = input.Height; - - var output = input.Copy(SKColorType.Rgba8888); - - IntPtr pixelsAddr = output.GetPixels(); - - unsafe - { - unchecked - { - uint* ptr = (uint*)pixelsAddr.ToPointer(); - - for (int row = 0; row < height; row++) - { - for (int col = 0; col < width; col++) - { - uint oldPixel = *ptr; - - uint sum = oldPixel % 256; - sum += (oldPixel >> 8) % 256; - sum += (oldPixel >> 16) % 256; - - uint newPixel = (sum / 3) < threshold - ? _black - : _white; - - *ptr = newPixel; - - if (dithering == DitheringKind.FloydSteinberg) - { - DitherFloydSteinberg(oldPixel, newPixel, row, col, width, height, ptr); - } - else if (dithering == DitheringKind.Atkinson) - { - DitherAtkinson(oldPixel, newPixel, row, col, width, height, ptr); - } - else if (dithering != DitheringKind.None) - { - throw new ArgumentOutOfRangeException(nameof(dithering)); - } - - ptr++; - } - } - } - } - - return output; - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static byte HandleByteError(byte input, int error) - { - if ((input & 0xff) + error < 0) - return 0; - - else if ((input & 0xff) + error > 255) - return 255; - - return (byte)(input + error); - } - - [MethodImpl(MethodImplOptions.AggressiveInlining)] - private static uint HandlePixel(uint input, int red, int green, int blue) - { - uint result = HandleByteError((byte)(input % 256), red); - result += (uint)HandleByteError((byte)((input >> 8) % 256), green) << 8; - result += (uint)HandleByteError((byte)((input >> 16) % 256), blue) << 16; - result += 0xFF000000; - - return result; - } - - private static unsafe void DitherFloydSteinberg(uint oldPixel, uint newPixel, int row, int col, int width, int height, uint* ptr) - { - int errorR = ((byte)(oldPixel % 256)) - ((byte)(newPixel % 256)); - int errorG = ((byte)((oldPixel >> 8) % 256)) - ((byte)((newPixel >> 8) % 256)); - int errorB = ((byte)((oldPixel >> 16) % 256)) - ((byte)((newPixel >> 16) % 256)); - - bool left = col != 0; - bool right = col != (width - 1); - bool below = row != (height - 1); - - if (right) - { - *(ptr+1) = HandlePixel(*(ptr+1), (errorR * 7) >> 4, (errorG * 7) >> 4, (errorB * 7) >> 4); - - if (below) - { - *(ptr+1+width) = HandlePixel(*(ptr+1+width), (errorR * 1) >> 4, (errorG * 1) >> 4, (errorB * 1) >> 4); - } - } - - if (below) - { - *(ptr+width) = HandlePixel(*(ptr+width), (errorR * 5) >> 4, (errorG * 5) >> 4, (errorB * 5) >> 4); - - if (left) - { - *(ptr-1+width) = HandlePixel(*(ptr-1+width), (errorR * 3) >> 4, (errorG * 3) >> 4, (errorB * 3) >> 4); - } - } - } - - private static unsafe void DitherAtkinson(uint oldPixel, uint newPixel, int row, int col, int width, int height, uint* ptr) - { - int errorR = ((byte)(oldPixel % 256)) - ((byte)(newPixel % 256)); - int errorG = ((byte)((oldPixel >> 8) % 256)) - ((byte)((newPixel >> 8) % 256)); - int errorB = ((byte)((oldPixel >> 16) % 256)) - ((byte)((newPixel >> 16) % 256)); - - bool left = col != 0; - bool right = col != (width - 1); - bool right2 = right && col != (width - 2); - bool below = row != (height - 1); - bool below2 = below && row != (height - 2); - - if (right) - { - *(ptr+1) = HandlePixel(*(ptr+1), errorR >> 3, errorG >> 3, errorB >> 3); - - if (below) - { - *(ptr+1+width) = HandlePixel(*(ptr+1+width), errorR >> 3, errorG >> 3, errorB >> 3); - } - } - - if (below) - { - *(ptr+width) = HandlePixel(*(ptr+width), errorR >> 3, errorG >> 3, errorB >> 3); - - if (left) - { - *(ptr-1+width) = HandlePixel(*(ptr-1+width), errorR >> 3, errorG >> 3, errorB >> 3); - } - } - - if (right2) - { - *(ptr+2) = HandlePixel(*(ptr+2), errorR >> 3, errorG >> 3, errorB >> 3); - } - - if (below2) - { - *(ptr+width*2) = HandlePixel(*(ptr+width*2), errorR >> 3, errorG >> 3, errorB >> 3); - } - } - } + internal static class DitheringUtils + { + private static readonly uint _black = (uint)new SKColor(0, 0, 0, 255); + private static readonly uint _white = (uint)new SKColor(255, 255, 255, 255); + + public static SKBitmap ToMonochrome(this SKBitmap input, byte threshold = 128, DitheringKind dithering = DitheringKind.None) + { + var width = input.Width; + var height = input.Height; + + var output = input.Copy(SKColorType.Rgba8888); + + IntPtr pixelsAddr = output.GetPixels(); + + unsafe + { + unchecked + { + uint* ptr = (uint*)pixelsAddr.ToPointer(); + + for (int row = 0; row < height; row++) + { + for (int col = 0; col < width; col++) + { + uint oldPixel = *ptr; + + uint sum = oldPixel % 256; + sum += (oldPixel >> 8) % 256; + sum += (oldPixel >> 16) % 256; + + uint newPixel = (sum / 3) < threshold + ? _black + : _white; + + *ptr = newPixel; + + if (dithering == DitheringKind.FloydSteinberg) + { + DitherFloydSteinberg(oldPixel, newPixel, row, col, width, height, ptr); + } + else if (dithering == DitheringKind.Atkinson) + { + DitherAtkinson(oldPixel, newPixel, row, col, width, height, ptr); + } + else if (dithering != DitheringKind.None) + { + throw new ArgumentOutOfRangeException(nameof(dithering)); + } + + ptr++; + } + } + } + } + + return output; + } + + [MethodImpl(MethodImplOptions.AggressiveInlining)] + private static byte HandleByteError(byte input, int error) + { + if ((input & 0xff) + error < 0) + return 0; + + else if ((input & 0xff) + error > 255) + return 255; + + return (byte)(input + error); + } + + [MethodImpl(MethodImplOptions.AggressiveInlining)] + private static uint HandlePixel(uint input, int red, int green, int blue) + { + uint result = HandleByteError((byte)(input % 256), red); + result += (uint)HandleByteError((byte)((input >> 8) % 256), green) << 8; + result += (uint)HandleByteError((byte)((input >> 16) % 256), blue) << 16; + result += 0xFF000000; + + return result; + } + + private static unsafe void DitherFloydSteinberg(uint oldPixel, uint newPixel, int row, int col, int width, int height, uint* ptr) + { + int errorR = ((byte)(oldPixel % 256)) - ((byte)(newPixel % 256)); + int errorG = ((byte)((oldPixel >> 8) % 256)) - ((byte)((newPixel >> 8) % 256)); + int errorB = ((byte)((oldPixel >> 16) % 256)) - ((byte)((newPixel >> 16) % 256)); + + bool left = col != 0; + bool right = col != (width - 1); + bool below = row != (height - 1); + + if (right) + { + *(ptr+1) = HandlePixel(*(ptr+1), (errorR * 7) >> 4, (errorG * 7) >> 4, (errorB * 7) >> 4); + + if (below) + { + *(ptr+1+width) = HandlePixel(*(ptr+1+width), (errorR * 1) >> 4, (errorG * 1) >> 4, (errorB * 1) >> 4); + } + } + + if (below) + { + *(ptr+width) = HandlePixel(*(ptr+width), (errorR * 5) >> 4, (errorG * 5) >> 4, (errorB * 5) >> 4); + + if (left) + { + *(ptr-1+width) = HandlePixel(*(ptr-1+width), (errorR * 3) >> 4, (errorG * 3) >> 4, (errorB * 3) >> 4); + } + } + } + + private static unsafe void DitherAtkinson(uint oldPixel, uint newPixel, int row, int col, int width, int height, uint* ptr) + { + int errorR = ((byte)(oldPixel % 256)) - ((byte)(newPixel % 256)); + int errorG = ((byte)((oldPixel >> 8) % 256)) - ((byte)((newPixel >> 8) % 256)); + int errorB = ((byte)((oldPixel >> 16) % 256)) - ((byte)((newPixel >> 16) % 256)); + + bool left = col != 0; + bool right = col != (width - 1); + bool right2 = right && col != (width - 2); + bool below = row != (height - 1); + bool below2 = below && row != (height - 2); + + if (right) + { + *(ptr+1) = HandlePixel(*(ptr+1), errorR >> 3, errorG >> 3, errorB >> 3); + + if (below) + { + *(ptr+1+width) = HandlePixel(*(ptr+1+width), errorR >> 3, errorG >> 3, errorB >> 3); + } + } + + if (below) + { + *(ptr+width) = HandlePixel(*(ptr+width), errorR >> 3, errorG >> 3, errorB >> 3); + + if (left) + { + *(ptr-1+width) = HandlePixel(*(ptr-1+width), errorR >> 3, errorG >> 3, errorB >> 3); + } + } + + if (right2) + { + *(ptr+2) = HandlePixel(*(ptr+2), errorR >> 3, errorG >> 3, errorB >> 3); + } + + if (below2) + { + *(ptr+width*2) = HandlePixel(*(ptr+width*2), errorR >> 3, errorG >> 3, errorB >> 3); + } + } + } } diff --git a/PDFtoZPL/PDFtoZPL.csproj b/PDFtoZPL/PDFtoZPL.csproj index 1b3f0e9..0c8ea90 100644 --- a/PDFtoZPL/PDFtoZPL.csproj +++ b/PDFtoZPL/PDFtoZPL.csproj @@ -1,7 +1,7 @@ - + - net462;net471;net481;net6.0;net7.0;net7.0-android;net8.0;net8.0-android;monoandroid10.0;netstandard2.0 + net462;net471;net481;net6.0;net7.0;net8.0;net8.0-android;netstandard2.0 PDFtoZPL PDFtoZPL true @@ -12,7 +12,7 @@ - 5.1.0 + 5.2.0 David Sungaila false @@ -21,7 +21,7 @@ https://github.com/sungaila/PDFtoZPL https://raw.githubusercontent.com/sungaila/PDFtoZPL/master/Icon_128.png A .NET library to convert PDF files (and bitmaps) into Zebra Programming Language code. - - Added optional parameter PrintQuantity. + - Added System.Index for single page conversion. PDF ZPL Zebra Bitmap Convert Conversion C# PDFium MAUI wasm WebAssembly https://github.com/sungaila/PDFtoZPL.git git @@ -66,7 +66,7 @@ - + diff --git a/PDFtoZPL/PublicAPI/monoandroid10.0/PublicAPI.Shipped.txt b/PDFtoZPL/PublicAPI/monoandroid10.0/PublicAPI.Shipped.txt deleted file mode 100644 index 7c067b4..0000000 --- a/PDFtoZPL/PublicAPI/monoandroid10.0/PublicAPI.Shipped.txt +++ /dev/null @@ -1,77 +0,0 @@ -#nullable enable -PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.Base64 = 2 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.Base64Compressed = 3 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.Hexadecimal = 0 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.HexadecimalCompressed = 1 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.Conversion -PDFtoZPL.DitheringKind -PDFtoZPL.DitheringKind.Atkinson = 2 -> PDFtoZPL.DitheringKind -PDFtoZPL.DitheringKind.FloydSteinberg = 1 -> PDFtoZPL.DitheringKind -PDFtoZPL.DitheringKind.None = 0 -> PDFtoZPL.DitheringKind -PDFtoZPL.ZplOptions -PDFtoZPL.ZplOptions.ZplOptions() -> void -PDFtoZPL.ZplOptions.ZplOptions(PDFtoZPL.BitmapEncodingKind EncodingKind = PDFtoZPL.BitmapEncodingKind.HexadecimalCompressed, bool GraphicFieldOnly = false, bool SetLabelLength = false, byte Threshold = 128, PDFtoZPL.DitheringKind DitheringKind = PDFtoZPL.DitheringKind.None, uint PrintQuantity = 0) -> void -PDFtoZPL.ZplOptions.DitheringKind.get -> PDFtoZPL.DitheringKind -PDFtoZPL.ZplOptions.DitheringKind.init -> void -PDFtoZPL.ZplOptions.EncodingKind.get -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.ZplOptions.EncodingKind.init -> void -PDFtoZPL.ZplOptions.GraphicFieldOnly.get -> bool -PDFtoZPL.ZplOptions.GraphicFieldOnly.init -> void -PDFtoZPL.ZplOptions.PrintQuantity.get -> uint -PDFtoZPL.ZplOptions.PrintQuantity.init -> void -PDFtoZPL.ZplOptions.SetLabelLength.get -> bool -PDFtoZPL.ZplOptions.SetLabelLength.init -> void -PDFtoZPL.ZplOptions.Threshold.get -> byte -PDFtoZPL.ZplOptions.Threshold.init -> void -PDFtoZPL.IZplOptions -PDFtoZPL.IZplOptions.DitheringKind.get -> PDFtoZPL.DitheringKind -PDFtoZPL.IZplOptions.DitheringKind.init -> void -PDFtoZPL.IZplOptions.EncodingKind.get -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.IZplOptions.EncodingKind.init -> void -PDFtoZPL.IZplOptions.GraphicFieldOnly.get -> bool -PDFtoZPL.IZplOptions.GraphicFieldOnly.init -> void -PDFtoZPL.IZplOptions.PrintQuantity.get -> uint -PDFtoZPL.IZplOptions.PrintQuantity.init -> void -PDFtoZPL.IZplOptions.SetLabelLength.get -> bool -PDFtoZPL.IZplOptions.SetLabelLength.init -> void -PDFtoZPL.IZplOptions.Threshold.get -> byte -PDFtoZPL.IZplOptions.Threshold.init -> void -PDFtoZPL.PdfOptions -PDFtoZPL.PdfOptions.AntiAliasing.get -> PDFtoImage.PdfAntiAliasing -PDFtoZPL.PdfOptions.AntiAliasing.init -> void -PDFtoZPL.PdfOptions.BackgroundColor.get -> SkiaSharp.SKColor? -PDFtoZPL.PdfOptions.BackgroundColor.init -> void -PDFtoZPL.PdfOptions.Bounds.get -> System.Drawing.RectangleF? -PDFtoZPL.PdfOptions.Bounds.init -> void -PDFtoZPL.PdfOptions.Dpi.get -> int -PDFtoZPL.PdfOptions.Dpi.init -> void -PDFtoZPL.PdfOptions.Height.get -> int? -PDFtoZPL.PdfOptions.Height.init -> void -PDFtoZPL.PdfOptions.PdfOptions() -> void -PDFtoZPL.PdfOptions.Rotation.get -> PDFtoImage.PdfRotation -PDFtoZPL.PdfOptions.Rotation.init -> void -PDFtoZPL.PdfOptions.Width.get -> int? -PDFtoZPL.PdfOptions.Width.init -> void -PDFtoZPL.PdfOptions.WithAnnotations.get -> bool -PDFtoZPL.PdfOptions.WithAnnotations.init -> void -PDFtoZPL.PdfOptions.WithAspectRatio.get -> bool -PDFtoZPL.PdfOptions.WithAspectRatio.init -> void -PDFtoZPL.PdfOptions.WithFormFill.get -> bool -PDFtoZPL.PdfOptions.WithFormFill.init -> void -PDFtoZPL.PdfOptions.UseTiling.get -> bool -PDFtoZPL.PdfOptions.UseTiling.init -> void -PDFtoZPL.PdfOptions.DpiRelativeToBounds.get -> bool -PDFtoZPL.PdfOptions.DpiRelativeToBounds.init -> void -PDFtoZPL.PdfOptions.PdfOptions(int Dpi = 203, int? Width = null, int? Height = null, bool WithAnnotations = false, bool WithFormFill = false, bool WithAspectRatio = false, PDFtoImage.PdfRotation Rotation = PDFtoImage.PdfRotation.Rotate0, PDFtoImage.PdfAntiAliasing AntiAliasing = PDFtoImage.PdfAntiAliasing.All, SkiaSharp.SKColor? BackgroundColor = null, System.Drawing.RectangleF? Bounds = null, bool UseTiling = false, bool DpiRelativeToBounds = false) -> void -static PDFtoZPL.PdfOptions.implicit operator PDFtoImage.RenderOptions(PDFtoZPL.PdfOptions pdfOptions) -> PDFtoImage.RenderOptions -static PDFtoZPL.Conversion.ConvertBitmap(byte[]! bitmapAsByteArray, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertBitmap(SkiaSharp.SKBitmap! bitmap, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertBitmap(string! bitmapPath, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertBitmap(System.IO.Stream! bitmapAsStream, bool leaveOpen = false, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdf(byte[]! pdfAsByteArray, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> System.Collections.Generic.IEnumerable! -static PDFtoZPL.Conversion.ConvertPdf(string! pdfAsBase64String, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> System.Collections.Generic.IEnumerable! -static PDFtoZPL.Conversion.ConvertPdf(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> System.Collections.Generic.IEnumerable! -static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/monoandroid10.0/PublicAPI.Unshipped.txt b/PDFtoZPL/PublicAPI/monoandroid10.0/PublicAPI.Unshipped.txt deleted file mode 100644 index d38cea1..0000000 --- a/PDFtoZPL/PublicAPI/monoandroid10.0/PublicAPI.Unshipped.txt +++ /dev/null @@ -1,4 +0,0 @@ -#nullable enable -PDFtoZPL.Resource -PDFtoZPL.Resource.Attribute -PDFtoZPL.Resource.Resource() -> void \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/net6.0/PublicAPI.Shipped.txt b/PDFtoZPL/PublicAPI/net6.0/PublicAPI.Shipped.txt index a2ca05b..b6554cc 100644 --- a/PDFtoZPL/PublicAPI/net6.0/PublicAPI.Shipped.txt +++ b/PDFtoZPL/PublicAPI/net6.0/PublicAPI.Shipped.txt @@ -77,4 +77,7 @@ static PDFtoZPL.Conversion.ConvertPdfAsync(string! pdfAsBase64String, string? pa static PDFtoZPL.Conversion.ConvertPdfAsync(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, System.Index page, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/net7.0-android/PublicAPI.Shipped.txt b/PDFtoZPL/PublicAPI/net7.0-android/PublicAPI.Shipped.txt deleted file mode 100644 index a2ca05b..0000000 --- a/PDFtoZPL/PublicAPI/net7.0-android/PublicAPI.Shipped.txt +++ /dev/null @@ -1,80 +0,0 @@ -#nullable enable -PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.Base64 = 2 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.Base64Compressed = 3 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.Hexadecimal = 0 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.BitmapEncodingKind.HexadecimalCompressed = 1 -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.Conversion -PDFtoZPL.DitheringKind -PDFtoZPL.DitheringKind.Atkinson = 2 -> PDFtoZPL.DitheringKind -PDFtoZPL.DitheringKind.FloydSteinberg = 1 -> PDFtoZPL.DitheringKind -PDFtoZPL.DitheringKind.None = 0 -> PDFtoZPL.DitheringKind -PDFtoZPL.ZplOptions -PDFtoZPL.ZplOptions.ZplOptions() -> void -PDFtoZPL.ZplOptions.ZplOptions(PDFtoZPL.BitmapEncodingKind EncodingKind = PDFtoZPL.BitmapEncodingKind.HexadecimalCompressed, bool GraphicFieldOnly = false, bool SetLabelLength = false, byte Threshold = 128, PDFtoZPL.DitheringKind DitheringKind = PDFtoZPL.DitheringKind.None, uint PrintQuantity = 0) -> void -PDFtoZPL.ZplOptions.DitheringKind.get -> PDFtoZPL.DitheringKind -PDFtoZPL.ZplOptions.DitheringKind.init -> void -PDFtoZPL.ZplOptions.EncodingKind.get -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.ZplOptions.EncodingKind.init -> void -PDFtoZPL.ZplOptions.GraphicFieldOnly.get -> bool -PDFtoZPL.ZplOptions.GraphicFieldOnly.init -> void -PDFtoZPL.ZplOptions.PrintQuantity.get -> uint -PDFtoZPL.ZplOptions.PrintQuantity.init -> void -PDFtoZPL.ZplOptions.SetLabelLength.get -> bool -PDFtoZPL.ZplOptions.SetLabelLength.init -> void -PDFtoZPL.ZplOptions.Threshold.get -> byte -PDFtoZPL.ZplOptions.Threshold.init -> void -PDFtoZPL.IZplOptions -PDFtoZPL.IZplOptions.DitheringKind.get -> PDFtoZPL.DitheringKind -PDFtoZPL.IZplOptions.DitheringKind.init -> void -PDFtoZPL.IZplOptions.EncodingKind.get -> PDFtoZPL.BitmapEncodingKind -PDFtoZPL.IZplOptions.EncodingKind.init -> void -PDFtoZPL.IZplOptions.GraphicFieldOnly.get -> bool -PDFtoZPL.IZplOptions.GraphicFieldOnly.init -> void -PDFtoZPL.IZplOptions.PrintQuantity.get -> uint -PDFtoZPL.IZplOptions.PrintQuantity.init -> void -PDFtoZPL.IZplOptions.SetLabelLength.get -> bool -PDFtoZPL.IZplOptions.SetLabelLength.init -> void -PDFtoZPL.IZplOptions.Threshold.get -> byte -PDFtoZPL.IZplOptions.Threshold.init -> void -PDFtoZPL.PdfOptions -PDFtoZPL.PdfOptions.AntiAliasing.get -> PDFtoImage.PdfAntiAliasing -PDFtoZPL.PdfOptions.AntiAliasing.init -> void -PDFtoZPL.PdfOptions.BackgroundColor.get -> SkiaSharp.SKColor? -PDFtoZPL.PdfOptions.BackgroundColor.init -> void -PDFtoZPL.PdfOptions.Bounds.get -> System.Drawing.RectangleF? -PDFtoZPL.PdfOptions.Bounds.init -> void -PDFtoZPL.PdfOptions.Dpi.get -> int -PDFtoZPL.PdfOptions.Dpi.init -> void -PDFtoZPL.PdfOptions.Height.get -> int? -PDFtoZPL.PdfOptions.Height.init -> void -PDFtoZPL.PdfOptions.PdfOptions() -> void -PDFtoZPL.PdfOptions.Rotation.get -> PDFtoImage.PdfRotation -PDFtoZPL.PdfOptions.Rotation.init -> void -PDFtoZPL.PdfOptions.Width.get -> int? -PDFtoZPL.PdfOptions.Width.init -> void -PDFtoZPL.PdfOptions.WithAnnotations.get -> bool -PDFtoZPL.PdfOptions.WithAnnotations.init -> void -PDFtoZPL.PdfOptions.WithAspectRatio.get -> bool -PDFtoZPL.PdfOptions.WithAspectRatio.init -> void -PDFtoZPL.PdfOptions.WithFormFill.get -> bool -PDFtoZPL.PdfOptions.WithFormFill.init -> void -PDFtoZPL.PdfOptions.UseTiling.get -> bool -PDFtoZPL.PdfOptions.UseTiling.init -> void -PDFtoZPL.PdfOptions.DpiRelativeToBounds.get -> bool -PDFtoZPL.PdfOptions.DpiRelativeToBounds.init -> void -PDFtoZPL.PdfOptions.PdfOptions(int Dpi = 203, int? Width = null, int? Height = null, bool WithAnnotations = false, bool WithFormFill = false, bool WithAspectRatio = false, PDFtoImage.PdfRotation Rotation = PDFtoImage.PdfRotation.Rotate0, PDFtoImage.PdfAntiAliasing AntiAliasing = PDFtoImage.PdfAntiAliasing.All, SkiaSharp.SKColor? BackgroundColor = null, System.Drawing.RectangleF? Bounds = null, bool UseTiling = false, bool DpiRelativeToBounds = false) -> void -static PDFtoZPL.PdfOptions.implicit operator PDFtoImage.RenderOptions(PDFtoZPL.PdfOptions pdfOptions) -> PDFtoImage.RenderOptions -static PDFtoZPL.Conversion.ConvertBitmap(byte[]! bitmapAsByteArray, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertBitmap(SkiaSharp.SKBitmap! bitmap, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertBitmap(string! bitmapPath, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertBitmap(System.IO.Stream! bitmapAsStream, bool leaveOpen = false, PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdf(byte[]! pdfAsByteArray, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> System.Collections.Generic.IEnumerable! -static PDFtoZPL.Conversion.ConvertPdf(string! pdfAsBase64String, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> System.Collections.Generic.IEnumerable! -static PDFtoZPL.Conversion.ConvertPdf(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> System.Collections.Generic.IEnumerable! -static PDFtoZPL.Conversion.ConvertPdfAsync(byte[]! pdfAsByteArray, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! -static PDFtoZPL.Conversion.ConvertPdfAsync(string! pdfAsBase64String, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! -static PDFtoZPL.Conversion.ConvertPdfAsync(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! -static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/net7.0-android/PublicAPI.Unshipped.txt b/PDFtoZPL/PublicAPI/net7.0-android/PublicAPI.Unshipped.txt deleted file mode 100644 index d38cea1..0000000 --- a/PDFtoZPL/PublicAPI/net7.0-android/PublicAPI.Unshipped.txt +++ /dev/null @@ -1,4 +0,0 @@ -#nullable enable -PDFtoZPL.Resource -PDFtoZPL.Resource.Attribute -PDFtoZPL.Resource.Resource() -> void \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/net7.0/PublicAPI.Shipped.txt b/PDFtoZPL/PublicAPI/net7.0/PublicAPI.Shipped.txt index a2ca05b..b6554cc 100644 --- a/PDFtoZPL/PublicAPI/net7.0/PublicAPI.Shipped.txt +++ b/PDFtoZPL/PublicAPI/net7.0/PublicAPI.Shipped.txt @@ -77,4 +77,7 @@ static PDFtoZPL.Conversion.ConvertPdfAsync(string! pdfAsBase64String, string? pa static PDFtoZPL.Conversion.ConvertPdfAsync(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, System.Index page, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/net8.0-android/PublicAPI.Shipped.txt b/PDFtoZPL/PublicAPI/net8.0-android/PublicAPI.Shipped.txt index a2ca05b..b6554cc 100644 --- a/PDFtoZPL/PublicAPI/net8.0-android/PublicAPI.Shipped.txt +++ b/PDFtoZPL/PublicAPI/net8.0-android/PublicAPI.Shipped.txt @@ -77,4 +77,7 @@ static PDFtoZPL.Conversion.ConvertPdfAsync(string! pdfAsBase64String, string? pa static PDFtoZPL.Conversion.ConvertPdfAsync(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, System.Index page, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file diff --git a/PDFtoZPL/PublicAPI/net8.0/PublicAPI.Shipped.txt b/PDFtoZPL/PublicAPI/net8.0/PublicAPI.Shipped.txt index a2ca05b..b6554cc 100644 --- a/PDFtoZPL/PublicAPI/net8.0/PublicAPI.Shipped.txt +++ b/PDFtoZPL/PublicAPI/net8.0/PublicAPI.Shipped.txt @@ -77,4 +77,7 @@ static PDFtoZPL.Conversion.ConvertPdfAsync(string! pdfAsBase64String, string? pa static PDFtoZPL.Conversion.ConvertPdfAsync(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions), System.Threading.CancellationToken cancellationToken = default(System.Threading.CancellationToken)) -> System.Collections.Generic.IAsyncEnumerable! static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! -static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, bool leaveOpen = false, string? password = null, int page = 0, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(byte[]! pdfAsByteArray, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(string! pdfAsBase64String, System.Index page, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! +static PDFtoZPL.Conversion.ConvertPdfPage(System.IO.Stream! pdfStream, System.Index page, bool leaveOpen = false, string? password = null, PDFtoZPL.PdfOptions pdfOptions = default(PDFtoZPL.PdfOptions), PDFtoZPL.ZplOptions zplOptions = default(PDFtoZPL.ZplOptions)) -> string! \ No newline at end of file diff --git a/PDFtoZPL/ZplOptions.cs b/PDFtoZPL/ZplOptions.cs index a2310a3..74b1fdd 100644 --- a/PDFtoZPL/ZplOptions.cs +++ b/PDFtoZPL/ZplOptions.cs @@ -23,7 +23,7 @@ public readonly record struct ZplOptions( public ZplOptions() : this(BitmapEncodingKind.HexadecimalCompressed, false, false, 128, DitheringKind.None, 0) { } } } -#if NETSTANDARD || MONOANDROID || NETFRAMEWORK +#if NETSTANDARD || NETFRAMEWORK namespace System.Runtime.CompilerServices { internal static class IsExternalInit { } diff --git a/Tests/AntiAliasingTests.ExpectedResults.cs b/Tests/AntiAliasingTests.ExpectedResults.cs index b920d37..b67641a 100644 --- a/Tests/AntiAliasingTests.ExpectedResults.cs +++ b/Tests/AntiAliasingTests.ExpectedResults.cs @@ -5,7 +5,7 @@ namespace Tests { public partial class AntiAliasingTests { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() + private static readonly Dictionary> _expectedResults = new() { { "SocialPreview.pdf", new Dictionary { { PdfAntiAliasing.None, 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:ACD7^FS^XZ" }, diff --git a/Tests/AntiAliasingTests.cs b/Tests/AntiAliasingTests.cs index f14843a..400e72f 100644 --- a/Tests/AntiAliasingTests.cs +++ b/Tests/AntiAliasingTests.cs @@ -1,8 +1,8 @@ using Microsoft.VisualStudio.TestTools.UnitTesting; using PDFtoImage; +using PDFtoZPL; using System; using System.IO; -using PDFtoZPL; using static PDFtoZPL.Conversion; namespace Tests @@ -51,7 +51,7 @@ public void ConvertWithAntiAliasing(string fileName, PdfAntiAliasing? antiAliasi using var fileStream = new FileStream(Path.Combine("Assets", fileName), FileMode.Open, FileAccess.Read); var zplResult - = antiAliasing != null ? ConvertPdfPage(fileStream, pdfOptions: new(Dpi:203, AntiAliasing: antiAliasing.Value), zplOptions: new(EncodingKind: BitmapEncodingKind.Base64Compressed)) : ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203), zplOptions: new(EncodingKind: BitmapEncodingKind.Base64Compressed)); + = antiAliasing != null ? ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203, AntiAliasing: antiAliasing.Value), zplOptions: new(EncodingKind: BitmapEncodingKind.Base64Compressed)) : ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203), zplOptions: new(EncodingKind: BitmapEncodingKind.Base64Compressed)); Assert.AreEqual(expectedResult, zplResult.Replace("\n", string.Empty)); } diff --git a/Tests/ApiTests.cs b/Tests/ApiTests.cs index af596cf..f0e08f4 100644 --- a/Tests/ApiTests.cs +++ b/Tests/ApiTests.cs @@ -7,233 +7,235 @@ namespace Tests { - [TestClass] - public class ApiTests - { - [TestMethod] - public void BitmapNullException() - { - Assert.ThrowsException(() => ConvertBitmap((Stream)null!)); - } + [TestClass] + public class ApiTests + { + [TestMethod] + public void BitmapNullException() + { + Assert.ThrowsException(() => ConvertBitmap((Stream)null!)); + } #if NET6_0_OR_GREATER #pragma warning disable CA1416 #endif - [TestMethod] - public void PdfStreamNullException() - { - Assert.ThrowsException(() => ConvertPdfPage((Stream)null!)); - } - - [TestMethod] - public void PdfStringNullException() - { - Assert.ThrowsException(() => ConvertPdfPage((string)null!)); - } - - [TestMethod] - public void PdfByteArrayNullException() - { - Assert.ThrowsException(() => ConvertPdfPage((byte[])null!)); - } - - [TestMethod] - public void PageNumberException() - { - Assert.ThrowsException(() => ConvertPdfPage(string.Empty, page: -1)); - } - - [TestMethod] - public void PdfAllStreamNullException() - { - Assert.ThrowsException(() => ConvertPdf((Stream)null!).ToList()); - } - - [TestMethod] - public void PdfAllStringNullException() - { - Assert.ThrowsException(() => ConvertPdf((string)null!).ToList()); - } - - [TestMethod] - public void PdfAllByteArrayNullException() - { - Assert.ThrowsException(() => ConvertPdf((byte[])null!).ToList()); - } + [TestMethod] + public void PdfStreamNullException() + { + Assert.ThrowsException(() => ConvertPdfPage((Stream)null!)); + } + + [TestMethod] + public void PdfStringNullException() + { + Assert.ThrowsException(() => ConvertPdfPage((string)null!)); + } + + [TestMethod] + public void PdfByteArrayNullException() + { + Assert.ThrowsException(() => ConvertPdfPage((byte[])null!)); + } #if NET6_0_OR_GREATER - [TestMethod] - public async Task PdfAllAsyncStreamNullException() - { - await Assert.ThrowsExceptionAsync(async () => - { - await foreach (var zplCode in ConvertPdfAsync((Stream)null!)) - { - } - }); - } - - [TestMethod] - public async Task PdfAllAsyncStringNullException() - { - await Assert.ThrowsExceptionAsync(async () => - { - await foreach (var zplCode in ConvertPdfAsync((string)null!)) - { - } - }); - } - - [TestMethod] - public async Task PdfAllAsyncByteArrayNullException() - { - await Assert.ThrowsExceptionAsync(async () => - { - await foreach (var zplCode in ConvertPdfAsync((byte[])null!)) - { - } - }); - } + [TestMethod] + public void PageNumberException() + { + Assert.ThrowsException(() => ConvertPdfPage(string.Empty, -1)); + } #endif - [TestMethod] - public void ConvertPdfPageLeaveOpenDefault() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - ConvertPdfPage(fileStream, page: 0); - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); - } - - [TestMethod] - public void ConvertPdfPageLeaveOpenFalse() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - ConvertPdfPage(fileStream, false, page: 0); - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); - } - - [TestMethod] - public void ConvertPdfPageLeaveOpenTrue() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - ConvertPdfPage(fileStream, true, page: 0); - Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); - } - - [TestMethod] - public void ConvertPdfLeaveOpenDefault() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - var result = ConvertPdf(fileStream); - Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); - - foreach (var _ in result) ; - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); - } - - [TestMethod] - public void ConvertPdfLeaveOpenFalse() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - var result = ConvertPdf(fileStream, false); - Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); - - foreach (var _ in result) ; - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); - } - - [TestMethod] - public void ConvertPdfLeaveOpenTrue() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - var result = ConvertPdf(fileStream, true); - Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); - - foreach (var _ in result) ; - Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); - } + [TestMethod] + public void PdfAllStreamNullException() + { + Assert.ThrowsException(() => ConvertPdf((Stream)null!).ToList()); + } + + [TestMethod] + public void PdfAllStringNullException() + { + Assert.ThrowsException(() => ConvertPdf((string)null!).ToList()); + } + + [TestMethod] + public void PdfAllByteArrayNullException() + { + Assert.ThrowsException(() => ConvertPdf((byte[])null!).ToList()); + } + +#if NET6_0_OR_GREATER + [TestMethod] + public async Task PdfAllAsyncStreamNullException() + { + await Assert.ThrowsExceptionAsync(async () => + { + await foreach (var zplCode in ConvertPdfAsync((Stream)null!)) + { + } + }); + } + + [TestMethod] + public async Task PdfAllAsyncStringNullException() + { + await Assert.ThrowsExceptionAsync(async () => + { + await foreach (var zplCode in ConvertPdfAsync((string)null!)) + { + } + }); + } + + [TestMethod] + public async Task PdfAllAsyncByteArrayNullException() + { + await Assert.ThrowsExceptionAsync(async () => + { + await foreach (var zplCode in ConvertPdfAsync((byte[])null!)) + { + } + }); + } +#endif + + [TestMethod] + public void ConvertPdfPageLeaveOpenDefault() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + ConvertPdfPage(fileStream, page: 0); + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); + } + + [TestMethod] + public void ConvertPdfPageLeaveOpenFalse() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + ConvertPdfPage(fileStream, false, page: 0); + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); + } + + [TestMethod] + public void ConvertPdfPageLeaveOpenTrue() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + ConvertPdfPage(fileStream, true, page: 0); + Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); + } + + [TestMethod] + public void ConvertPdfLeaveOpenDefault() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + var result = ConvertPdf(fileStream); + Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); + + foreach (var _ in result) ; + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); + } + + [TestMethod] + public void ConvertPdfLeaveOpenFalse() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + var result = ConvertPdf(fileStream, false); + Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); + + foreach (var _ in result) ; + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); + } + + [TestMethod] + public void ConvertPdfLeaveOpenTrue() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + var result = ConvertPdf(fileStream, true); + Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); + + foreach (var _ in result) ; + Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); + } #if NET6_0_OR_GREATER - [TestMethod] - public async Task ConvertPdfAsyncLeaveOpenDefault() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - var result = ConvertPdfAsync(fileStream); - Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); - - await foreach (var _ in result) ; - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); - } - - [TestMethod] - public async Task ConvertPdfAsyncLeaveOpenFalse() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - var result = ConvertPdfAsync(fileStream, false); - Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); - - await foreach (var _ in result) ; - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); - } - - [TestMethod] - public async Task ConvertPdfAsyncLeaveOpenTrue() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - var result = ConvertPdfAsync(fileStream, true); - Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); - - await foreach (var _ in result) ; - Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); - } + [TestMethod] + public async Task ConvertPdfAsyncLeaveOpenDefault() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + var result = ConvertPdfAsync(fileStream); + Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); + + await foreach (var _ in result) ; + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); + } + + [TestMethod] + public async Task ConvertPdfAsyncLeaveOpenFalse() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + var result = ConvertPdfAsync(fileStream, false); + Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); + + await foreach (var _ in result) ; + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); + } + + [TestMethod] + public async Task ConvertPdfAsyncLeaveOpenTrue() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.pdf"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + var result = ConvertPdfAsync(fileStream, true); + Assert.IsTrue(fileStream.CanRead, "The stream should be open as long as the iterator is not used yet."); + + await foreach (var _ in result) ; + Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); + } #endif - [TestMethod] - public void ConvertBitmapLeaveOpenDefault() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - ConvertBitmap(fileStream); - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); - } - - [TestMethod] - public void ConvertBitmapLeaveOpenFalse() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - ConvertBitmap(fileStream, false); - Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); - } - - [TestMethod] - public void ConvertBitmapLeaveOpenTrue() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); - Assert.IsTrue(fileStream.CanRead); - - ConvertBitmap(fileStream, true); - Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); - } - } + [TestMethod] + public void ConvertBitmapLeaveOpenDefault() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + ConvertBitmap(fileStream); + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling the default overload."); + } + + [TestMethod] + public void ConvertBitmapLeaveOpenFalse() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + ConvertBitmap(fileStream, false); + Assert.IsFalse(fileStream.CanRead, "The stream should be closed when calling leaveOpen with false."); + } + + [TestMethod] + public void ConvertBitmapLeaveOpenTrue() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); + Assert.IsTrue(fileStream.CanRead); + + ConvertBitmap(fileStream, true); + Assert.IsTrue(fileStream.CanRead, "The stream should be open when calling leaveOpen with true."); + } + } } \ No newline at end of file diff --git a/Tests/BackgroundColorTests.ExpectedResults.cs b/Tests/BackgroundColorTests.ExpectedResults.cs index a6d77a6..a2279b0 100644 --- a/Tests/BackgroundColorTests.ExpectedResults.cs +++ b/Tests/BackgroundColorTests.ExpectedResults.cs @@ -1,11 +1,10 @@ -using PDFtoImage; using System.Collections.Generic; namespace Tests { public partial class BackgroundColorTests { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() + private static readonly Dictionary> _expectedResults = new() { { "SocialPreview.pdf", new Dictionary { { 0xFFFFFFFF, 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}, diff --git a/Tests/BitmapConversionTests.cs b/Tests/BitmapConversionTests.cs index c738276..fe93b25 100644 --- a/Tests/BitmapConversionTests.cs +++ b/Tests/BitmapConversionTests.cs @@ -4,34 +4,34 @@ namespace Tests { - [TestClass] - public class BitmapConversionTests - { - private const string expectedZpl = "^XA^GFA,102400,102400,160,,::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::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:g0G1gHFgO0G7QFqV0: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::mL0G7gW0G1GCgL0G7U0G1GCjP0mI0G1H0GFgU0G4G0G3GCgI0G1H0GFS0G4G0G3GCjP0mI0G1GFG7GEgU0G7GDGFG8gI0G1GFG7GES0G7GDGFG8jP0mI0G3HFGCgU0IFgJ0G3HFGCS0IFjQ0mJ0G7GEgV0G1GFG8gK0G7GET0G1GFG8jQ0,:::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::^FS^XZ"; + [TestClass] + public class BitmapConversionTests + { + private const string expectedZpl = "^XA^GFA,102400,102400,160,,::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::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:g0G1gHFgO0G7QFqV0: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- [TestMethod] - public void ConvertFileNameInput() - { - var zplResult = ConvertBitmap(Path.Combine("Assets", "SocialPreview.png")); + [TestMethod] + public void ConvertFileNameInput() + { + var zplResult = ConvertBitmap(Path.Combine("Assets", "SocialPreview.png")); - Assert.AreEqual(expectedZpl, zplResult); - } + Assert.AreEqual(expectedZpl, zplResult); + } - [TestMethod] - public void ConvertFileStreamInput() - { - using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); - var zplResult = ConvertBitmap(fileStream); + [TestMethod] + public void ConvertFileStreamInput() + { + using var fileStream = new FileStream(Path.Combine("Assets", "SocialPreview.png"), FileMode.Open, FileAccess.Read); + var zplResult = ConvertBitmap(fileStream); - Assert.AreEqual(expectedZpl, zplResult); - } + Assert.AreEqual(expectedZpl, zplResult); + } - [TestMethod] - public void ConvertByteArrayInput() - { - var zplResult = ConvertBitmap(File.ReadAllBytes(Path.Combine("Assets", "SocialPreview.png"))); + [TestMethod] + public void ConvertByteArrayInput() + { + var zplResult = ConvertBitmap(File.ReadAllBytes(Path.Combine("Assets", "SocialPreview.png"))); - Assert.AreEqual(expectedZpl, zplResult); - } - } + Assert.AreEqual(expectedZpl, zplResult); + } + } } \ No newline at end of file diff --git a/Tests/DitheringTests.ExpectedResults.cs b/Tests/DitheringTests.ExpectedResults.cs index 032e2be..67a7857 100644 --- a/Tests/DitheringTests.ExpectedResults.cs +++ b/Tests/DitheringTests.ExpectedResults.cs @@ -5,7 +5,7 @@ namespace Tests { public partial class DitheringTests { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() + private static readonly Dictionary> _expectedResults = new() { { "SocialPreview.pdf", new Dictionary { { DitheringKind.None, 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}, diff --git a/Tests/EncodingTests.ExpectedResults.cs b/Tests/EncodingTests.ExpectedResults.cs index 1ab4f67..190fbcd 100644 --- a/Tests/EncodingTests.ExpectedResults.cs +++ b/Tests/EncodingTests.ExpectedResults.cs @@ -5,7 +5,7 @@ namespace Tests { public partial class EncodingTests { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() + private static readonly Dictionary> _expectedResults = new() { { "SocialPreview.pdf", new Dictionary { { BitmapEncodingKind.Hexadecimal, 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}, diff --git a/Tests/EncodingTests.cs b/Tests/EncodingTests.cs index e6be47c..3d9ead8 100644 --- a/Tests/EncodingTests.cs +++ b/Tests/EncodingTests.cs @@ -1,85 +1,85 @@ using Microsoft.VisualStudio.TestTools.UnitTesting; +using PDFtoZPL; using System; using System.IO; -using PDFtoZPL; using static PDFtoZPL.Conversion; namespace Tests { - [TestClass] - public partial class EncodingTests - { - [TestInitialize] - public void Initialize() - { + [TestClass] + public partial class EncodingTests + { + [TestInitialize] + public void Initialize() + { #if NET6_0_OR_GREATER - if (!OperatingSystem.IsWindows() && !OperatingSystem.IsLinux() && !OperatingSystem.IsMacOS()) - Assert.Inconclusive("This test must run on Windows, Linux or macOS."); + if (!OperatingSystem.IsWindows() && !OperatingSystem.IsLinux() && !OperatingSystem.IsMacOS()) + Assert.Inconclusive("This test must run on Windows, Linux or macOS."); #endif - } + } #if NET6_0_OR_GREATER #pragma warning disable CA1416 #endif [TestMethod] - [DataRow("SocialPreview.pdf", null)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.Hexadecimal)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.HexadecimalCompressed)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64Compressed)] - [DataRow("SocialPreview.png", null)] - [DataRow("SocialPreview.png", BitmapEncodingKind.Hexadecimal)] - [DataRow("SocialPreview.png", BitmapEncodingKind.HexadecimalCompressed)] - [DataRow("SocialPreview.png", BitmapEncodingKind.Base64)] - [DataRow("SocialPreview.png", BitmapEncodingKind.Base64Compressed)] - [DataRow("Wikimedia_Commons_web.pdf", null)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Hexadecimal)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.HexadecimalCompressed)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64Compressed)] - public void ConvertWithEncodings(string fileName, BitmapEncodingKind? encodingKind) - { - var expectedResult = _expectedResults[fileName][encodingKind ?? BitmapEncodingKind.HexadecimalCompressed]; + [DataRow("SocialPreview.pdf", null)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.Hexadecimal)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.HexadecimalCompressed)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64Compressed)] + [DataRow("SocialPreview.png", null)] + [DataRow("SocialPreview.png", BitmapEncodingKind.Hexadecimal)] + [DataRow("SocialPreview.png", BitmapEncodingKind.HexadecimalCompressed)] + [DataRow("SocialPreview.png", BitmapEncodingKind.Base64)] + [DataRow("SocialPreview.png", BitmapEncodingKind.Base64Compressed)] + [DataRow("Wikimedia_Commons_web.pdf", null)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Hexadecimal)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.HexadecimalCompressed)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64Compressed)] + public void ConvertWithEncodings(string fileName, BitmapEncodingKind? encodingKind) + { + var expectedResult = _expectedResults[fileName][encodingKind ?? BitmapEncodingKind.HexadecimalCompressed]; - using var fileStream = new FileStream(Path.Combine("Assets", fileName), FileMode.Open, FileAccess.Read); + using var fileStream = new FileStream(Path.Combine("Assets", fileName), FileMode.Open, FileAccess.Read); - var zplResult = fileName.EndsWith(".pdf") - ? ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203), zplOptions: new (EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed)) - : ConvertBitmap(fileStream, zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed)); + var zplResult = fileName.EndsWith(".pdf") + ? ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203), zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed)) + : ConvertBitmap(fileStream, zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed)); - Assert.AreEqual(expectedResult, zplResult.Replace("\n", string.Empty)); - } + Assert.AreEqual(expectedResult, zplResult.Replace("\n", string.Empty)); + } - [TestMethod] - [DataRow("SocialPreview.pdf", null)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.Hexadecimal)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.HexadecimalCompressed)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64)] - [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64Compressed)] - [DataRow("SocialPreview.png", null)] - [DataRow("SocialPreview.png", BitmapEncodingKind.Hexadecimal)] - [DataRow("SocialPreview.png", BitmapEncodingKind.HexadecimalCompressed)] - [DataRow("SocialPreview.png", BitmapEncodingKind.Base64)] - [DataRow("SocialPreview.png", BitmapEncodingKind.Base64Compressed)] - [DataRow("Wikimedia_Commons_web.pdf", null)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Hexadecimal)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.HexadecimalCompressed)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64)] - [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64Compressed)] - public void ConvertWithEncodingsGraphicFieldOnly(string fileName, BitmapEncodingKind? encodingKind) - { - var expectedResult = _expectedResults[fileName][encodingKind ?? BitmapEncodingKind.HexadecimalCompressed]; + [TestMethod] + [DataRow("SocialPreview.pdf", null)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.Hexadecimal)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.HexadecimalCompressed)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64)] + [DataRow("SocialPreview.pdf", BitmapEncodingKind.Base64Compressed)] + [DataRow("SocialPreview.png", null)] + [DataRow("SocialPreview.png", BitmapEncodingKind.Hexadecimal)] + [DataRow("SocialPreview.png", BitmapEncodingKind.HexadecimalCompressed)] + [DataRow("SocialPreview.png", BitmapEncodingKind.Base64)] + [DataRow("SocialPreview.png", BitmapEncodingKind.Base64Compressed)] + [DataRow("Wikimedia_Commons_web.pdf", null)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Hexadecimal)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.HexadecimalCompressed)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64)] + [DataRow("Wikimedia_Commons_web.pdf", BitmapEncodingKind.Base64Compressed)] + public void ConvertWithEncodingsGraphicFieldOnly(string fileName, BitmapEncodingKind? encodingKind) + { + var expectedResult = _expectedResults[fileName][encodingKind ?? BitmapEncodingKind.HexadecimalCompressed]; - using var fileStream = new FileStream(Path.Combine("Assets", fileName), FileMode.Open, FileAccess.Read); + using var fileStream = new FileStream(Path.Combine("Assets", fileName), FileMode.Open, FileAccess.Read); - var zplResult = fileName.EndsWith(".pdf") - ? ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203), zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed, GraphicFieldOnly: true)) - : ConvertBitmap(fileStream, zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed, GraphicFieldOnly: true)); + var zplResult = fileName.EndsWith(".pdf") + ? ConvertPdfPage(fileStream, pdfOptions: new(Dpi: 203), zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed, GraphicFieldOnly: true)) + : ConvertBitmap(fileStream, zplOptions: new(EncodingKind: encodingKind ?? BitmapEncodingKind.HexadecimalCompressed, GraphicFieldOnly: true)); - var trimmedExpected = expectedResult.Remove(0, "^XA".Length); + var trimmedExpected = expectedResult.Remove(0, "^XA".Length); - Assert.AreEqual(trimmedExpected.Remove(trimmedExpected.Length - "^FS^XZ".Length), zplResult.Replace("\n", string.Empty)); - } - } + Assert.AreEqual(trimmedExpected.Remove(trimmedExpected.Length - "^FS^XZ".Length), zplResult.Replace("\n", string.Empty)); + } + } } \ No newline at end of file diff --git a/Tests/LabelLengthTests.ExpectedResults.cs b/Tests/LabelLengthTests.ExpectedResults.cs index b27f467..86592d5 100644 --- a/Tests/LabelLengthTests.ExpectedResults.cs +++ b/Tests/LabelLengthTests.ExpectedResults.cs @@ -4,7 +4,7 @@ namespace Tests { public partial class LabelLengthTests { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() + private static readonly Dictionary> _expectedResults = new() { { "SocialPreview.pdf", new Dictionary { { false, "^XA^GFA,813604,813604,451,:Z64: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}, diff --git a/Tests/PdfRotationTests.ExpectedResults.cs b/Tests/PdfRotationTests.ExpectedResults.cs index cd6e702..8472310 100644 --- a/Tests/PdfRotationTests.ExpectedResults.cs +++ b/Tests/PdfRotationTests.ExpectedResults.cs @@ -3,23 +3,23 @@ namespace Tests { - public partial class PdfRotationTests - { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() - { - { "SocialPreview.pdf", new Dictionary { - { PdfRotation.Rotate0, 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}, - { PdfRotation.Rotate90, 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:C11F^FS^XZ" }, - { PdfRotation.Rotate180, 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}, - { PdfRotation.Rotate270, 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acJ7lrjQHLa9U+8t+kA4nTBHW6gPq4vkm5kyFNZjfUhZqA6ri6SwXXpPevg+4sLssO2dfrtWzsJx7okm3aapssPCNC3sltUIwwNsiQvzo7b3zhvS5a9+qtN/9MSFh9XFnnAued10h5MWmqPCdE/YRj+kp9wDrrLDwjS1Sja64tNzSVuYHbW9E3MTbVT06umXQ3gkqppnG/QXhS/iPI7BQHhUXSTnlxZh2evGcicnLTwqTJNCHX65maqchrLwqO2dniOch7+Q8eo70sKjtvfOLOi4NB26UzVl4VF1sSM065vakBYeFaZ7M9nX++mrirTwoDDdE27ea9MWHrS9d1cjWA5nIszCg+pif71FwUl4UJjuCzUn4UFhCrDuqXpXb+m2N4pwv7pAEe5XF9v5NHGlUTMR7hemOzOGluYbE+F+2zsxzzv6NTBYu1Zlh9VFQtjFTfCKhXC/ukiNRNWRsGch3C9Mk2NtcXe/YSHcLUyTwi4e0Kg4CHfb3unx0j4esqkYCHeri521az4elKrpC3cL07P3FoWnvHgtEO4WpjDC3bY3jnCvukjMoI22zHytXWMg3NvnJDULOhJOa9cYCPcK01TL20TCjIlwr+2d7FuEwunHMBDuVRfJFSUuEmoewr3qIim0/m/DWdC++UsGwr3CNCnUy+M6rl0ju+VAJNxpe6fXPS2P67R2jYVwp+2dFro2FBrPQrhTXaSFeRcKFe39S6vssDDdWQfch8KM9h607w+3U5ierQN+r11jINxpe++tkg3LUqKvuDfCdHWxt0q2DIV5y0KYbnufrQN+r13jIEwXpmfrgN9r1zgI023vs1Wy77VrHITp6uJ0lezwQOqehTBLVhdnq2Tfa9dYCJOF6Y5wnqv/XrvGQphse5+tkp0qeybCZNs7MSIcCR0noUlVF3vrgNdr11gIk4VpQlhmibVrLITJtvfOOuD5Gr7XrrEQJtveCWETCt9r13gIU9VFYqVzGwrfa9d4CFNt78RK5z4W1nzqw2TbO7Xeogz6S++1azyEqbZ3StgEfd5x7ZrhIkxVF8mdkrNgw53hX3MuwlTb26RryGjtGo9R/b3CNLmfd/hXju5+dAlhou2dOlkuelZzVsJE2zshLLZDAx0XYaLtnRDG36bI77JbZYeFqdkZ2CijS9pwESba3gmhih/VnMeMod22d2oWdLH5ioqN0G2qC5N+W9PEv5aMjXDb9k7OZHfRSIemO094K9y2vVHm6u+3vdGE2+oCTbhte8MJN21vOOGm7Q0n3LS94YSbtndiJKpiLdwUpokx7561cNP2Ts3VD5swLTfhpu2dnOcdfA/t9c4p4brtnVjZFbXMad+zKeG67Z0U+vBk9YaZcN32TguX2oT0kV1J4brtvSPsAmHHS6hW1cWOcP4NUB6HSgvXbe/EnCi73kPJd6yEq7Z3atZXsRbyGRFOtL1TQh38lfOs3luEhWm5J2zHb2zi55aTcNX2Ts+JCv7KshOu2t7pOVFmdYolK+Gq7b0zYyiY96y5CVdt750ZQ6qJyyZWwrjtvbOv/rpsYiWM296JPn6zua//lZcwbnvv7KsfNxIYjepv296pmQqbn8Or1bZqe2+FOtFI4CWM296JmXuJrTBLXsKo7Z0aieo2V73iJYza3ju7zq+ues1LGLW9k8LNG9OGlzBqe6f7+KuLmDMT6rC6SAtXT6JteQmjtvfOOE384JmOl/BdmHZHI1G8hWHbeyv803bJgu6ZCcO2d2KcRm8nZHIThm3v1EhUzl4Ytr1TQrWdcspMGLa9kyssLXdh2PZOj7UV3IVB2zs91qa5C4O2985Y29xO63gKg7b3ztq1rIm6FeyEQdv7bKxtqjXZCYO2984ZloGw5SgM2t6JVUGrPWjHs3i4CYO299lY23TYEz/h0vZOrQqqVlVnY/gJl7Z3ok0Tvbf3/N4frtreOyc8shcuhenZrK+c33v8Vdt754TH1UXkJ1za3ukdWqvVnzt+wrntfbYX9FTutvyEc2G6s8tuE9/RDT/h3Pbe20e4jL625iec29575x820S1d8hPO1cXe+YdRp5jZG9K47b13/iGPBQoHwrntvXf+IX/hu+29d/4hf+G7utg7/5C/8F1d/P3O+Yf8he/C9J93jp/hL3wXpv+6s7Lrr9gL321vj7Z2bVNdAAvzHeGfwwjtjtBErWzV8BWaPeHq3LWSrVBfFHZshdlFIdm+4bmwuCj0bIXukrCgvLDrRJhfFfI4d+24ujgR9kyF+rKQbpvnWKiOhPN+3sXecdcMhNkNYcdTWBwJ55kKf6R8POCJMD8Q2uXMLsqvZk6E9prQEH4ST4TmmnC6m2uOQn1J+LrWLUdhdlGo6ZamZ8LimjCjW9ScCd1Foeuo9jDOhPmB8P3cTeeuWaKF6ZnQ7AtNKDSe6gHkZ0K9FeYpoRoOI605ClVC2Cbu0sxXiqcw2wqt/0NCWNREX9WcCl1C6GPhe/8Bx1OYXxTmLdGj106FNiUc64WoPhy8lqfQJLcz7aL+4fi33Xpwg4twZ8PWei3UHdEFeqfCLC30wcrf8VQy3ROdU3MuLNLCNivW565xFbpNq61YXdb3uWtchflGqFc71r3PXVNMhWbb8s5joWMu1DsHzwSHXb/OXaO5jPRcqBLCf4uE73PXuAqzVP8wD0cP3+eu0RTac6FL9YDDBRbWUxZevcxroYn2qC15C21yFMMtw6P6de4aW6FJCoMe/Xi4hWYsVGdvSN/nrumOqTA7E77PXeMrLM6Er3PX+ArdmfB17hpf4bbsaROlbU93i5rPha+1a8DC17lrtoUVvnaGBhLqNtGwq4mOlz7LXyT6kCXdLdu+U2X2GbZQDfWlrTPwaHihqtCFGb5QIpFIJBIJdLO7BRcaT/t8wMcJ3j35HlNYvv4j57zU+7Bf/xY6ysuePsl8oGxB+mS5rwlJrwV+KnybaJ+d90HyWOiRhY3DEv7NuxqcZ19WCkv4rhjewuEUNosknPefXYRTeQoj1O96IRJqKOH74MdQOMxUwBO++kyvaTQ4QrMRTrbfQQkLvxVmUMJpq/Z23VHEeQ71OGPTggv7QAjWN1TDDvNDr97hCmsTn71eVGC3qa9sYkUJVM83WwkdXvd+LcQbaBsX3y8jMznekPdPPVEEQos3zvbTb9LBMg3TIwqHge5ybgNACrNl+FCxrPKPN6obhGqpIxiOBmt/OIxtV9VDwa4wnTfDqK4JHbvCdN52p78k7K3neY/u74a4Enp274DDTa4vCluul3CnsNnuQcvrNg138U6/+EwIWV1EHyVVma8Wx3jP60k0sTBV1uiEsGd6k6Y/eUrIaDaG96e36Wo5LLO33HotrE+FmtdbbrsWdqlWXaqVx7G63702PtWQ5foYXqsHDB+h3govdf4cG6HdCi81VxQbodsK+4u/GrYFzdVphwWz3v3doibL/oxtQQM2O9amhFCD9nlKCDVonyposOZVJoFIb7F1WljjCE1aCFSY2rTwuDBVnMraPC08KUw5jUK5tLBPPK9B6cNpFCpdWWwLUxvduYweVLUD3NyGLqokGdUnek9YJ6rNKrzyXJo9Zk/YJK51E93bTO5TuydM7QvVxU8vjyoj3xN2qbt5VT51rIV96m4uVyUw4+pwR1gxFO5Vh+tPb31jgwLW/wMb4S5wVd8N42puKT59WTARqn1hXOUPU/XMUnr6UjMR6n1hXOWPc9iXwvN17hqvCr9ZVY/NVujm4ud17hqrCr9Z/0Vcn4+zTZZBbj/c4P/KSthvqo+E0ITCrGg5jAjnm3JFpRs1o1DPBex07hqnCr/b/lW/FS6zSqdz1zgJq0TxuhUugxd9dEU5NGnO/u4lLEKhYjFYkypVbKpRM63pmheSTOeu1XyaNFWqFRD9pUkIHSNh8sImhMueCuOfGPTydbK36xLNtmnmXnyiFYeFMzo5JmMTQt0v5c1byGHhjEmOHKbcKSGH7cptuqueKGCnWV/hmc5vNQdhn64lV7OCy1BYcBHm6fdM+ar8GfZDHm9lsz53jYmwST+egdC/ziEz0TpgDvsOuPT7Xr26eYdTZcZl3LPwfSoZE2GZbgiEQl+NZ1jxExY7Y4KrIvZH2I19pUXYcBL2e9c2umt/P1zqWfg+d41H16LbK4HKUPin4XGda4up98tF2O7Vk2Vc8rSh0HMSNnutuWpTts7C97lrPDpP9V6LvFqVPOUiHPdVUlyE1fk/vM+SnXtPanh6GSzo1rtT2NYXdypcq0D4822GizC7IHy1AZZe/VAEO/pCsyvcnLu22vljtyalKOx3m3PNtvlTRzUmE2G32+lotnd0HV1T+kK7O2ck8S95JDQ85mLcEmbbFzgtD2Gze/8mjsurouey4SGsrwqH4qeKbtqaxyBGvVtTdtuWThl9RclDWO2257rtNS/DK8plIOqGcNl1fix56N+kR7vjp6s7nTHLbWHGUrg/giNCBjlggGwqL0IMYXdQVYpQhL99Dvp4FmMhqQgxhDv9dCNCEYrw3yXqTFidfH/DQrgzFKGvCHt4oRehCEUoQhGKEERY3f83EYpQhCIUoQhF+JMSXag6eOGrqYfbLn1vAg0tbOGF4z9hC3t4IY/1Fh8JfQkv7JBHMaZ5+xUT4ZM3M6+VXsDC1/rE/0N/ssbz94dc9jV/LjTwwvVKYcrCh7NNFLxw+gJoIY99Ew+E+alQcxB+Njcxhxdm+ELDQ/jJPG8HL6Qfty+UNTP8hUgru8pfU6hAhLfXkAIJNZKwRhbe23FAhGSFF/fFMCxL1v0rtd29xXE6iCwWdrs15WoHHrbCa3sMKc9SqK/vEwUn3GxVpzkLy51GWyQ0PIW7e+7pzT+wFtY7RVBEsjyFu3tf2s3ty1rY7lT4sbDPSrbCbqc6jIVMOxp7ux9ud1C2LWPh+V7QWbD7LLO4dHWhttvt8xbW6coCQrizr77dlkC8hV360kIIr59vwVVokidUq8QpLMyFdardvRIyrQ+vnxVkeAv7VEGDIVSpI9aSR5UZrgPgqVNVTfIwtp63sEvcpPGFZStMnXWYPOFRcZ224LZH45r0wdxct+NJHDpa7AgrnsJ8c4KzSZ8lO51oxbZhGj51Oycev84/YttsW25KtyfMW+7C6SoWe+dyMzn9d7fZdn62OoeJiIfNtkSq9e+CaWG6L4zrv99lnmlRU+wKNw8s07a32wP22yKJeZW/TrcV8qzz7Z4wcUAJz/rC3BDyLGt2K8Qm9Zvg2L9Qlyt8tnP5rlWHO+OOrCvE9N3M8Ul0l6rD9+3MUZhfqg7f9zNHob1UWbyvIkehuVRZvH8ZHIXqUt/pXSqxrPMvVRbvApWl0F2pLN7FEkthfrEoHcNSaC8WpXyjL7RKeUddLkrZprhc0HBNfr2gYRoDXtAki5oaS5hdbNEwjjvtHHKPvf0YKmYXWV16DKOZbdwK2+JKbRg1A7iVRfmF2jB+NcOtTaCv3KTRtWVXZRbnN6mL6AW3pqs9L0nj0+ILblWKOu9XxA9owW7cLT+r7lc70BXsWj7q7BKquDVX8OuB2JOO02rNZcGwgV4c9321b3VAKjh2lI97Febn+uVL4eL/wLEfaY8+8TAlSi//7kuHNtoxbouxPKS+VGgjVuMaUjfXJD61sQRzYTvex4HQgA3ojEITChXYaMDY/9VzUTtQi3+DKmpGoYqEeeeQxqymMYy57OzHe1YjFaaTsAiFeqgU0YSuDoTKVwZo7DghzIpawQnnt9yj0DVZ0aAK/etPDk1oI+FPK8C20ELT/QJCAyQcKTNobMvoPtM4b4tNLCwGocISdrGw+jWEHkk4reWehVPjxs+HPSIIfSxsXkKcLvDUNZyrv2lFKZiwioQdnHB6rz0LpzWzYMImbHlPo25YwqILhcMg/1BbIAnH0eC5s6RfZ1giCfOhMJ07vGoYKdVYQjtctWXQYhhls1BtmmEQ/+eiBcI+K7CEOn7r66YxfSTh6m1aPgmpbx+ld19yJo4/jF8R2+mdP3Wh2RXa7evPeILJ6wAM6qMYt4Src8qmt4cWSbhake/GN8B8hYnDclU82caOX0B9qdeJsM7WD2ITg0vyY973hKtNy/PhivK9hjo1qWv11t79FKymhhKmvg5emFVchQpkOpAIkYWZCDGELbSwECGWkNtyw/tCs225FBV3oQt7g7betup6KGFeJ8YAGiThtp+bM1n2dPkatof/zFOYR89h+pyWGkdods5pYS/sl5IzLWyBhGWi2crhIl4Vqs2EdTThdoMBX1ssYdGuhwDK8VHEEbpuK9TMhTYS5v1aOP0ScITWJ4QZf6EPvrBKCA2QUK8K09c0GocjVEtf6c+Xa8i75b2q7pY26n+c/gwnLOZSx4EK3dwyHdchAArzd2H6WijLZXXsdaF5FzWvw1gKOKF+FzV2qjeYDCbeEKr3H14rf12NJvzpSVSvjmEJKnTTkMV7JJjLptA3hK+ORP56HrmcUXZDaKbBw/fok+3ghFN/N38PkpoeTpjFW4FpJlX+HaGLhtcUk+0iTsZp/Ia89PuZTGO4IzTxpoquhRNm8c6feY8ndOFkff8vPIqaW0IT7jnIZUvBW8IsvEm57At5T2hXZ+pWvIUu8U8uXNjFYyezm8J1wdrACxkUpydzok6FHbCw4P8O+ESYOfbCU0AOLxyvImPhha07FbxwaOMwFuorjZYCXqg5C82lhmfOWGhBNgneF+YgZ5OZwxNJsIUFvNCjC5VHX9ll4IUWXujghd6DryHV8MIcXohzGumOML8otA1T4eUTZeluMJQ8p/rB0dUGX9hxF5Znoxj4wp678PTniJC6sD+rB3GF+Twjg7lwt6R0+MIeRLjbYpnfV4iQurA5EE5LZ7gL6wOhHZ9S7sLqQDhN+EYWTi/xuQvLg9pi3GRJcRfufn/eU981Qn3WaBtabRDC7mj0AkK4PwijKgxhc/4TmPee6sOfUOb8hdXhT1hvYM5RWB4Ljw+bZyE8HaEp6L66UZ9VFm8h4RV66rPKgvQY1A1hAy+sDn8EgvD4R3j+wg5e2MALqxNhyV14OsWbvbCFF54BXMVceNppYC88vQeJ70+jPqwqstQO36yEF7p9rHbgKTPgGB5bVotQhCIUoQhFKEIRfkdoN03bBk24BuX8d6Q7ETr+5z2dCAv+5z2dCLl0uz4TdshCxWXl14dCDya0W2ELJowOVtfs94k6Efb894k6Fg7vgMGFfvpmYOHw7slhC6vgNAFI4fhmxiILp/cWBU5XeSOc9tX/M2Ch6TOsbIQa7ZXVRpghbClxLCxacKH5Xz240KG9O962aSB2rzlseUPsqngixCpNk0KPLITZk+9EyOTdxSfCHljYoz2Jtt8Iwd6u2p/6fT0S5cCEvlwLFZqw24y10d2T3d4v6O16Xu14DinZPdnzLwhdkxHek/2pMGzCTGdY5mDC8Hton2H5QGjWTRjjwYSvjYWboNlWgQnVeh0G6d7hE+HrSVyePtInPD4Svk54el+5jvRbmWdCHT2JtDuHz4TTtwXCFk6YrYQeT2hXwhZOGA4D0x6meSzUK2EPJ/z5zkhIttZ/LlzOqrakL+IHQtPEbXE8YfZXcQsAULj6MdjCDF9o4IU/3WJ0oeIiVI+XFhh4YYYk1Jze+D4SuvjRtaSn0zwRrveBdKRv6ydCvVrKVZCebPJEaFedJV6jGFeE65NXeY1iXBGuDotXvEYxrgiLeFBf8RrFuC6sYyHZ6YlPhCuR8pbTKMYF4bA8xgZfpPrpyUQSNsOdulyzfvouHKEeHsGwxzvtBQ0lLMeHcS5Mh/8qsIRTpTh/1zCfRiMJp0VAdqkuxrVrOZxQL8Jp7RqSsJtL1FdLvAUbxXidx7ksBaK9du2JcKLNR8oRX7v2QPg6FzdfvorVjKHrQrvcm0UDKQyevryDFC4TSnPvwYTNSujQRqJeQjWXoAXpUfLnwmWzedprgr4l7BGFRRWO0zTwQrLtmu8JOzzhe7N54vtEfUPYT28ycIVD37eAFOaBUGMLh7VrObawGqt9QOG7kh8fSIMk9CvhtHbNIQnbWEh7n6hHwukbZiGvtWvXhH0kVHBjba+exHK8DKu1axeFw1VbhKzWrl0VdoGwyXtA4c+NmQfrLUoo4Xtn5FDYQAlfF7ENhT2W8DWh5o/hqqAaS6j9eg0p4VHvZ7Og862wxRJmWyHZMeGHQhMKnQeb9TWrmvimBROqqBK0gMIB1cSXFE34Uymu9myDE+qoqWYBhavjRwvElV1NfEkBhaufBC/E6lvU4ELNaifPhz3gcNRCVXDCfNXh7eCEbjUuQ3sj6Iergrq4s4gmXHcGaW8E/XTd0+qaVlBCtZ4fVKCNJqr1qEyBNq/tp9vkouKzID2c+GzdU9w3LNBGooZXvgkh2Kqg6GQZPGG3mp3v/wAojLYO9iXYKtlhNUK01MmXCk+oIyHaeGlKaOCE0a5Q48kBDdjMvbWQ8MFkT+cmroV5DycMOhd9Rnlu21NhsRJquPUWa6FCesudFNIdJX4srFZC1wALx0ImRxO6tdC26ELTiZCzcChXdQ8sHGsOBS2sfgkh0v4044YYoXBaiAi17qlZCRs44U/hGQqnlV1Ywi4WdnhCX4fCaacaMKGPhB5RGH6PGf6gkIXjuzYFtavg6nWhGv4ANTcxX29mMvwECzX7cr2ZybDxJdYMWrM+HRBvvYWL90rO8YSrbYUs2P40s6mJSlcw4Tg7oYmKnhZMqCOhA9ux/P2N8bqnCk2YxScCQ836mivFJvwxHZ4wfhdjM0Chorwv61eETCJCEYpQhCIkIvQNuNDArQradofRhTm80MELCxGyF3oRipC+sAJvtdHevvQ7wkyEv7nwSmp44X4HSfUiZC+Ev0szEYqQgbBEFxb4wgpd6PCFNbowb+CFLbrQduhCBicefyjUHl3I4JyZD4UMzpn5VEj/TOdPha4DF7bWgws9/Z0hPxe28EKPL2zghXQr/a8JO3gh2XbN94Q9sNDS393z01abgRdOS7ugheOPwRZm+EIDL8wcvFDBC8mu7fqeMBOhCEX4MBZeKJFImOY/xu21Ck9o44K1BxTGo6OANYldn7tWoglNPDoKtqz2JQx7g4WnfT7gQ2EbCT2gMHgpWtB+gfgkOh7FLzztt8BPr+FSRxSUX1t8IpzriAKve/USdpEQqlI0nQv3MPW/p/2O9Imwnd4ZvgpQX+ZoF9G20+hH/xZmpN8CPxOq4Kr514AWUFkz9J7c8iB64ntDPhTa5b702fQuv8cSav/H9305CN2foBqn07lk//guTKdz13KkwnQ6D6l5b5Y4nbumkNqmozBv1evJe527lgNVF6PQdplbhJmvNJrQ9O9dyt/nrgFViKNQ+/eRgO9z1xyYUA2H5JbvsnRY/JS3WMJhS5NAOLRV0YRFFZ6DZDokoRkprl4JTYcnnNbHvs9d00DCkZI3L+H73DU44c/TmFevB3KcEwUknE4CHIT1LPx5GhWs8H3uGpBQvWvAl/B17prqgYTlVKJOwve5a0DCaYe2RdgBCpvwLn2fu4YkLNpION60WMKx6zsL3+euQQmHq5a/hXoYkQIT5uNBne/68H3umkYaEh5M/i3MhqFhiyU03nfDgauvnWkK7yuPJdSvt76v3YVe564hCd9v017C17lrBklYTMLXHlhmevMEJXxte/oS6umFsEWaVGOm96PvdzGAQjUtqXwL3XjP5lATo4rhwZu33jHjPZtDTamxQ2WxrFcbr6jDmklbDM1tv4B/7lBbZ3D5n3HxAyj8y7ilU+EJ/0P8R0ChRCKRSCSXo+HWzKzjPNwCPRNPtOS2oCQ/n7Edn7SmeK0KUlc27oovmuE1P9j788UTKiZZVksR3JU9FFT8BTmnlV1m2SbisHaIrhqrpQgXN/COb2Tn+RQ1Jtzr4/TL6lDIZLy7uLabiY2/oOin120sWl9h+svCcZEQl7o+zG7xaPvxznwLh9vV8aguVpvu7BYer5Vds7AaLmvFrZw5uk2HVzA2EJZcuhebPaP2Lsu0ZiYS8liKcHlvqNdqhFk4FjcMhHoj7I6E86um6f2MY1DlJ7b9Ko+EWSTk8PLQXT64Mt6B5zXbtGP4GO7WFyvhWOYymKagE8L+ulD3HB/DvQcxnpLARuiunyBrEkIGExNv7JYYP3NTSaPIN71VUpguPlYT2Hzwv4wapUfd4NUzx0S4s81nmb7eHIXuxmHVq0O6gnWW7AqavTo/7nXwEKodYbqoKaJLG6yzZNai2S9q4vldPIS7+wkni5q4IzFdUerC3T2hq52hqM0VpS4sbu0BHb8/fK9dY1mU7hSmOrq077VrLIvSdAfKxONO4z1LvV2q97cqT7fwuqiUYiA0+8Iy/dXRHyvqx60ebq9fpYV1eAM09IXu1ob6qxf3arhnLfEecOHvFKZmJR9u5Zy48OBQhG7vqS2D30+bEX+BqA6E/Z6wi+9x2qOJ+uhki92St47KKdpj3uZIWO7d1E3UbKctPDyppNormZroFqD97unwtJl6r/Btose45lod7tx+KrpqBflJUcW6dihOBzLset5XyaU6bDdXtdv7rTRhWcymOuy3l7Xfq2GaLKrzmVSHVeLv9oqnJvwJtG9Sk7oj3dm77ozRgkqbqvv0+dwoPsmTj1xx8jafU9ITgy3QkWtF8olTp/Pb+Am7S3/NMTu3oz2daMolaqfQ1DBCvVe1X5i2P/2GqD+pZu95c/7S6SOGjbDZawlUZw0G6sJdiL4mzMkL893H7VqjxnER9rsVZXNWnVIXut2mS344IaNkIyx270V7JCzK+V6mLtwvT/ThlJOKm7Dcbe2kGzVuFrbEhUeMQ+H7tibfRT66Fd1Bs+21LeR6lhtdYXtQkZTHQuoNb3NQ6dmE8L11km2YCaur//b28hHagztRb6tK9fbOQvL9x/yoE7gVzuvw+FzD/Kgjvz2Bcx7NN2yE7mi4yR0I36UvE2F7dIHbqPBhJzw8CtYmha5jKKyPqpJuJRy/fBFSb9McjlTojfDnOVRj0Tuv7yp4CMsjYR8LdbypbkG85a0Ox0RVSjidPD6v/HU1B2F/fIWjr69N3FanLtTHwmJzhX212heD+v7B+vj9kts8pa5cCanvcm2O3xGmDqReCzsOwuZYWB0JDfHOhT0W2pRwOnm8nu9zDsL6+BLH//zTbzIBWxEfirLHL190WjiUQPPDSXy2xsnZ9jpxEw/CcN+kouUsVDvCcFF+TrswdScvsveES3rr6Qv7E2F7JKQ+bepMWFwRkn4Qi5NJQYl/3wpJd4LPhO6SkPJFPJu6lm+F8d4mGfUpmmdv6vPtc5oS9nyF9pqQ7hxNdTafxG7ry/XuLbQv4qnQnAr1pdlvv7GwuifsUz+DrVAnZg/3qR9Ce5imvCf0qQvNVqgSX+BT7QLawk9u4/dXURWa01LiWpPF0hb2nwuzgq+wuCb8M6pCe7qiomC+Muhc6ETIQdieChmv7jrfDyFHEDa/ttCefUUNITwcyKEtPC8pz4QFhw0j6tNWTyQ0VdzmbukLq5vCNu6c9AjCbldoqO+Jcd6u1sdCS33FfnH61uGCsIYW5tTbA+dCdSx0LF6unQv7QyHpt9zng7lnwk7Rri4uDFfvCF+rgorm5zJiC+vMkhf2z4RTCVpUxHcYei58vev+qe4Vd2GxvpFjYUl7jaX6irCgLuw+FVKe6f0FYfYrCCnPZb8idPyF7TNhOwstgrDcESrqQn1f+JcvoQmELZQwbzbX0DAX5rHQ+j/ACz07YSPCtdAv9SGi0Lzu61DYAQirSDj8MccW9u9DkMgLzQWhTQh/vqdgJKxvCV8LZ//e4wp1uBUfpPC938tL2AIKw52H1PD/owt7QGG7dDfGYyAAhcvU9fG//oAnHP6uX4SeurC6+TVDQ7t4qXCE9Uo4b/lFe8FM4g68KlxVji2wMCN+RMQXhIb2k/gF4Wu9ew0sVKTXH35DmFqECSbcvp2CE2o0oW5TQzlIwuwvNl/DW6gvVAaGtrD8XEh35tfXhApemFl4YSZCEYpQhCK8JVQNujBndHLnZWET9wfRhR5dqOCFGl5oRChC8kLLSZg/E/4tupDTGcjPhC28sBGhCEUoQhGKUOpDI0L+Qvh2qcYX9uhC+iePfi4swYUZo0GMh8KiRhe6Bl2Yt+hCTkNRz4TGows1o+rimVAxeq3/sG/hW3Ah9U1ZvyHk06p5LOzghWwu4nNhDy/kshH9B0Imtf4nwgZXeHYONIDw0oYhvIUjEVs4LKsEFyp44U9pgy587TGELNSMhFeS4PwFvDAToQhFKEIRilCEv46Q+FK9h8J4G6USTxgfLEN7/PuZMF5hSXsJ7TOhi0ykt2t7KIz/WJA+luypsI2FhCuTR0IVv1wrSNeXj4SrgzkL0lvSfU/okYRm9OQ1svAPodD/EU/Yq0hYwgltN7RFA6GBE7ZZUWZ2EY6PIpSwGc6Sm9cG+eVUDyChi4UaXpj59ndQwnojdGT7iE+FeSAc2je2hxPWsZDunNoPhCYUKrLz3D4RtoEwIzuS8TVhgSVsBuQsHGtCsotMviYku8jka0LboQsNlHA4oyQUDlUh2XWl3xAWgMJuK1RQQr0SVhnhtcHPhP0gnPeOmE7l5rT6+TTaowuVLyNhAyfMfGWD3tPUnAET1kPjexZ2eMKiDYXTO28soeuHoZq30IyNGixh7v+uXmZBjweUKTThD2ru1evh3aHGEtof4Xy03PBKuGS1gP1CjPedW8aehtf6Dkuo4sPkCk4rLq9WiNEiBgcoLCKhBRTm0StRQ/ygzodFTXDRFO1TLB/2n6KLRntW1OMHsYlv2hpMaDenrZdgwix+q12gFaWJJkCdSSQSiUQiwcp6Cpur0ISmWXU0Wjhh3My2iMLVOi9AYdSTcIjC6DYtIIU1vLCDF/qouw8prOCFQX3hm/8E12yL1sUqTnvQX42OR7xLwLa3C2pEsPfby0WssIU/T2IDLgz6EwpzuFsvrRrQaxi+twAVuqUwBRXaYLIJptAsHSjIGn8oX+bqosAUZkWLLlzWxRYVpjCfK3pXoxY1s7DBFC4rf3MuQnVvMGLp+HI5ltTcnX03V4hMjrScpozeuRrLPG8enQt3+8wK12yeSOKd9rsXcW7U8BiKmtewPenls9idfV6FV1//lcwu1/K5SS9P9Y0GhfOe0U168TZV4aJL/w8MiprC37tNo40EOUyfVcFy2PbyJQ+EHZ/H8FK7ZnUaEoczymy4prm8KOzDcph6WeNCYXVRWEY1TcOmoLnyWVenPTE4o0xFK++7S8J+3VrouBQ0Vx4pE18y2rt7hmXj5aLGrI/pJi9cbR1RnQv7REnFpii9UNSYzWUuiAuLWHjaqjFN6klm0XW6WNT8Lnmjs6ksHl4N0kK9Fj6pvEmvVjdr4aNmtONTWeAtllxXFoAT8TbCDk1Y+LvVBbdsN/YCA6qtsMQS6q2wwhKarRCsurC/ohDsxXxi60SwKt9thXerfOK/kWIrPK3y69XvqEUTxueuKeo1aGq30tNfSr+qbiiXTSolLE9/KU1cGHfchNX5t5RxYcyr0XZW5eu4vHXEG3rmvtDEX1MQbwaZ+yfHmrg4Kog3EmxK2F4Rhu+AKRc1Nrhu+TWhXQn7jPS4QB7W8sWlZpv18WyTeih76Avr8KE8viK2Gy/jLKyGXw3dVo2LmjHXhG24Jd24wtISri5c9OTlV5ptw07eOhBmr72EaTe867juOBX+/C5CoaIvLOM2XHkqzCIh5RmYqwevuNAwnYQmEhKegbmqAPPLwuyvQiHZs4Let2Wzaq/UF4Tz7+hVg9AWVquuxm0h3SUJel2yXGh6r5aQ8BCuy9ZDoVkJh18P3UUXet2GcedN75WQ9llBr5KlXbdTj4XxHTmdFURc2Kz/4vCpWt2RtE9DevX16vVte0dI/KygjVCddy5W1ytvGAirdSPn+KmKm63EzwrKNw3tC2c5BL+Rv3k3Z4gLtx3G4/7Icle7JjM9fWF/bN72mtvg91Fq2qchbU/fsOfCPBzw7qb1h7SF3VZ43AX24fdXY1FMW9hu2wDlcVOvDL6/HTeQYCTU513gYFRm+P7/1VMWFpuehDoVmnb5ncwlL5YwKJvcu01EW1hvR27qk9Z6FZVLLeGWd7G9YJeEbdxjLukKE7dkcUU4f8+rL0JcWG6L11NhH7eB/qnnJmyu95qJTyxOCPNrwvm7DGmhSjRCrwqb/bYtcaE9HzCNhYryi3yV+PXbi3MVmug7wITruWwFL6G5Mj/GRUJNd0JN6hG6JFTxo0r3fASdEOpLBYeNCyNA4eq9tmkoC9tHQh2b/oqR8Gr19hcZh3wizPgIG2ShSbXQoNYgilCETITrEYtChJmp0YXx8JwrOQr9yXeFrQTSq56eCW3075p088CmhKebIrloFNmQLpZs6i3MqbBYj9LACeOGa056geUj4WoI0pFeufaBsAQWrt6DF6TX5j0UtiZef1hnuuMkzE8mY5if78jDza6LJlNgwuH/5laNr/KG7gzaZ8Jxdsl80XxpWzDhOBnRLbvsZuSF5V1hO37RIjSQwnmTPTUKMyxhkwVz236u3lBVeDihghfOU6FxhcUiVNyE9pLwfZCVCPkK3wdZDcJehL9d8ufCeSUpvtCLkKGwXf4XUzitkp3XyhZlBifsfjVhBSecVsnOwp/GDZzQx8IGTjh1DeeyNG8BhVUk7IZmDZRwOoJ0FtoeUNgELe/hUJb+9WzCCIsuFGpf93R3/ngmHEeDg5NW2/61oBtGmA//Wiwnrfqe7jmWz4TjHO/l9dogLDowYR/uQVdQnpD6TGh+QEW82pnsXP1nwtVSYYsnXK08NZT34n8oLKKvUJQ3En4ozLf7g1VYwtUpljnhfecfClVcPRjCW5Y/FAZb0L5KnhZNaOOixdCd9/VUmLE5FOqxkE1EKMJM1XhCHZlUDyj0cd1fwgnNSljhCftYWMMLGzhhvHO3on5I2xeEHZ6wXfWj8IUlvLBCE+brPQhrVGH1FjbbthyGsH8Lx7sW6e3aWzhupz+9eNq0VkGE1SR0HlXoXsJ8Ov0BWDiNs9EWXkm9FdaTcHqRyF/YbIT5Szj1LpCF0zo9aGHRowqbl9B5dKEdyl0k4XsGu30Lx+oCStiuhGN1AS0cqwto4VhdQAm7UDoIh+oCSWg2wmFZN5SwXwuH6gJbOFQXSMK3ZRHq8VRnJGG5Eg4j+0hCtREO1QWWsFoLXQ8lfE9/zhdh7sGETdy3GKsLKOFr0nog/KkuoISvvXfcItS+gRK+9t4JhD/VBZhwLEyLRfhz40IJX2cG+HoRuh5KaMbhQxUKcw8l1H4qXQKh9b9HEk6vfV/Tgieh8f+EJBxXcmUuFGr/f6GEw7mV+v12apL5f4MS5uGZXfnUzvFQwteZXVl8WZGE2qcOEUYSJo7utmDC7SHCBkxoU8ezQgl16nhWKOG44LBc/Q2W0GyOh3Bgwp9L1qx/EJhwEwsv1PBCRXpnyG8IMy4rLj/4XWUSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCSSMZcPvYjCSZijC7UHFyqPLrTwQo8udPBCjy608EKPLtTwwgJdqDy60MILPbpQwwstvNCjCzW80MILC3Sh8uhCAy908EKPLtTwwhxe6NCFH9YVDIQGXmjhhQW80KMLNbzQwgsdvNCjCzW80MALc3hhAS/06EINL7TwwlRB00RlbBv1IbvEw8uvoKkjUxs9ri03YbJ/Hwsb3kINL7Twwhxe6OCFHl2o4IUGXpjDCx28sEAX7ryTARJqeKGBF+bwQgcvLOCFHl2o4YUGXhh08P8FUxgUpX+HKVw+Z2cwhcEYsIYUBu3uClMY3JlxLwNQ2IEKl3Z3GzdvYIRLZVGBCpePWcafGUY4f8I+wxSq6I2oAxSaSIQotGFBEw1ooAjz8DGEFLpIaAGFRfShEYUxyOAJVVTQIAp1/AE1ntDEs5wAhTb+zApP6CIPtLBaD9qgCMOuE6RQRS2a+ENjCHVclAIK4wmycfcJQ2jjohRZWG1G3kCEObywWFUWYfdJhDyEfn2XGjChghdqv64tNJjQwAttvAQo7j5BCKM3a5BCtxFmYMICXuj9uvcUfGoRchAGxUq/fTQRhDrx+XIooYEXWnhh+D50231CEDp4YfgJq3RjnLlwMwNq26ESIW2hghfqzR4RERtAaOCF0T4D2+4TgDBPCgtUYYcodPDC6ANuO4gAQv9rCbfdJ/5CBS9crazcdJ/4C82vJtx0EFPCIhI64kKbFur4L2KhS/6JqjBPLPvdF9anP4F4k+ZXEG66T1X05NWn9znxRtsizGKhOxAa4sLV8vtN96mK7kSGQrUndKjC7r5Q0xbqPWEeCS1f4Xo7jP6+UDEV2khoDoQZbaHd2wc4Fmq+ws3uUOXq4opw3Wig3mhbhDoSKr7Czf5X1X2h4ylUyXVCDIXpfaHuCXPKwu12kOvORRVda75C+4nQUha+ypM+ISwioTsQGl7CNi3MuQpfH641ux1E7kK7EXb3hZqBMNjAbN1BrKIv5Cd8MRq120G8IFQMhLXa7SBW0bNWnzYbiDa8K7XbQayiO5GfsHh3KLYf0UAJww9Z3hcWhIXzs1fsdRCrqDSZhSU7obsprPa6TzQb3kmhivuLR8KcrlDPtbzbfMSVsGAtbNebfQVXbUdY8xI2QR+vuyZs9jqINLsWzWYPnq3QxcKWiXBpbdpND/h11a4IDXlhtZ5dEpiq6FljJ8y3wmpHaGNht9d9oiksgw+5/scdYc9E6OZPpT4RKurCPviQ/Z7Q8BQWG2G3LoZ2hH6v+0Sy4d0FH7Jdl5BV9KwBCJs9oVoJ97pPJIVt8CHrdQm5J6xYCFVw3dy6OrwjdFSFeiss94QZZ2EdV43xFd4T7nWf6Arz7QeMhQVHYTiclq8r/BPhXgeRpLBcPmS3KSGr6FlbhC0LoQ2EZl3h3xEa4sLgQzb7wpyjMN8I600dUEW/jkW410GkKOxT7c75n3kL3WaH6+qycK/7RFeo1k2al6mKnrVF6NkJs+3nuy7MqAqLsIY4E2qOwqhLuGnSTFetiu7EQLjTQSQsLDZCjSKslw/Z3RDudJ8odoDr5UO2B8JsJaz5CKvlQzbbf78mzGkKddStzzfCLBYWCML6SOhi4U4HkWz3cPqQ1ba+RBAGf7oj3Ok+EReWR8I8FnZshH3wp0S79ZpQ0xTGQzN6+/HySGgBhP2h0MTCnQ4iwS5+t3zILvEr2BV6dsIMUOjWwvZQqA+EGRNhkyhs94Xp7hNlYbER6kiouAr75UPWt4TpDiLBYZpge68q0b2qometTv03dWGw+RWccLO9V3ksLA6EOWVhuStcPW0uFqa7T5SF1qfuY87C1UrfzPb3hOkOImWh6VP1SRU9a6GwYyN8f2rdoQnXO0Ho9kRoD4SahbBJ9T6q6DqFwnQHkeAwzbKBWZPqIyMI5yOQ6nvCdPeJsjD77ydCvRKWXITd4ZdcFRYEhfauUAEKddwLXAmTHUSKwv6wUYAg9E+Fye4TJWF+W1jEwoaNsDzqYF0VWoJCd1voAIVFJMxjYbKDSFJYHX3NgbBjI6xFuDxrkTC5BpGSsNgu/U2Ut1eFiqnQRkIDL9SxMNlBJClsjzoXR8KSuHC7+ZUI1ZGwICzsjzqIR8JU94kQUF0RqljxywlTHUSSwqNPtVrvGwsbNsJShPOzdiC0TIVFJMxjYaqDSEiot/s/pzoXGML6oTD1fo250MbCno3wqIPIWGgeCM2BUDEV2kioY2Gqg0hTeNRB/MWFJWmhfSBUK2G17SDSFB48hxpDWF8VZkdCx1MYb1S6TGbwex1EmsKDlnf23yCE2WXhf4mFDRNhf/2bVsLEJjWEhPmV0cT9njErYfsdoaErbB4LOybC+rEw0X0iJHRXBjFAhOVjoech7DN0YQcvbD8QlpSFxSeVRZYopOgKa3hhBS8sPxDWLIQZurD/RNhwEHafCFsOwhZW+FF1yEpYf/LdHQdhhSr8cDldoiCmJtQfVRappWrUhAZeaD+qLDgI848qiyzRqKUmdB9VFhyExUeVRaquoSb8qO+UbC8QE366upy+8MPqkIHQfNR3SrbbiQrbD4UtWaH9rDpkIMw/qw6zxIA5MaH7rLIQIaEmzacNhp6s8MPKIrXXpQh/m0Zb+7GwJC6sYYX6lxFWHwsrosKP9wdITMYhKexxhfbDyoKNsP1c2BAV5p/1nfgI68+FLW1h9bmwIyp0n/Wd+AgzdGH/BWFPVFh8WB1yEbZfEHqiwk+rwyyx4IaisIYXVvDC8hvCirIw+4awJizsgYXqi8KGsLCDF7ZfEbbwwg5e2MML5wqRoLD5jrCGF3YUheabQo8vrMgK6y8JW3hhDy989cKQhQ16SfOqL0gJ9XeFHrzGf9/v0MIWu+X9dmELK3hhAy/skUei5mYNwfHSbwpr4BHhuVkDO6o/1xewb2bm+gL27drcrIF9QzrXF7Bvuef6AnamwtysQZ1tstQXqHOilpAU1t8U/jNFYftNoac4+/Kgzs+PfwdshPVx72O/VTDxGQh3a0RzskHPJHR0haeLZM92VZyElrGwOPnIk1DRFZoT4ekxO69iiK/w9IiWl9CSFeoT4emxAlGPibmwPRJmZIXqROj8yX7mb2FOVZidCAt/sif9W2gBhP5QqLgKt++wd4SZoyosDoUqMZlkR5hTFbpDofb+pEKchZqqMP+WMHpk+QjNdqbFrtARFdqvCQ1RoTkU2sSkrj1hRlSoD4W59yeNmkBYwAstTaE6HGi6JdQ0hdl1YX8izIgKD99cuFvCnKbQfU9oaArzI2FxS6hoCu1loT8TRpecjtB8QdglGgh0hPpovPeisE801FkKy93KJvH1dITqdMz+grDc1p9gwmrbF6Em7D8T1ttvABM22yYCmLDddpnpCLNvCLvt4ByYsN/WL0yEF2v84J8sqrDM1s0aQsLiG8Jqc2NTE/oPhfVmWICjsD8QNtm6vmAidFeF7XpoC07Ybb6HnLD8ZKwt+jfLV9gdPanrDieO0G1f2xQ0T8utzoXt4VesfyAT4fm7J7u9woaT8Pz9oUm8IsYS6sRjWhAT5gfC8/f4KvHvlqSwPhdWJ13IuBvMRHg+nyY5REpS2Jx38suzhl0T/khCQnskPJ3XFlaZXVhAcRG6s7mJybcxiqKwvX6F9iuUOvjFcBGezhGOits2+DYuQnM2zzsqbsNt9wgJzcUrVGXnxW21lFBchKfrLeLitl6eX3LC7vTzH7drN+8vCAn14b4KuT87ESo9i4aP8Gzt2qoPOd/Kjo3w/KxZk+x/GEJCdfyY6bOVwvp0HIC48Or3f3roEGEh1SmJG2H5+AcU553I3zifCt3pUAcN4fNffk6+qCkWoXpyJS35oiYQ5k9uMkO+qCmWB6h4slON9uejOb9t3CJ8tBeP8tQLUze3O82zgsKfjoyTEebPhAX1wtQF60C75z+AcGG6zNZ/uP1eTr0wnYX6odBSL0zt++56OlRtqBem9t0Fzh9eAe2Jt0xnoXt4BZQnXpiadwlRPL3HPPHC9C1Uj++x8+lvhISPmiSOeHXxKihK8yUhveriVVBU9nE5kROvLt7C/HE5YYlXFy9h7R6XEzn13sVL+HjGXeGpV4gv4dOSMN9ueE1T+KeHJaHyiZ3nSQ7UPC0J6W5Gt1Od3S0JdWKvZNrC5sOnkGSF6D4oCROXkGCF+MmwvEkIG9rC7oPrT7ZC/GBjGZXaQrhDEmoeQvO8rM9Twp648FZZX5De6XpHeKusT+/lTa7K14/LesNE+Hw00KaFFW3hnZLQpYX0GjWPy4mdPfUb4sLy4cXnI6w+LWgINtuKh0/RTkFDsFHjHt5jOwUNwUaNe3iPFWyE+bPPp8gfULLXfv6oY0GzUWOffT7DVlg/+zbKzTbzrMLOd4U1ceHV6qzgI9TPCvtdIL1m28Md4xkJ1aOCYr+yINgwfXQJ9isLgg3TR5fAchIWT4qa/cqCYMO0eNImcZyE7kl9tl8d0m96X3sQPWfhlZJCHQlL6sIr10AfCck1ve2DT2hYCc2DpjNzYffgzubUubj0ILojIdnORXGjMOQlfJX8vb1xmx0ByXYuOnv9IyqWwtZcb1lyE04PYKOut0oOKwuy3adaXa/RuAnfWwsWl0tDeyik+uaiDKqA7tLvhJ/w+hEc3IT2hbKXH8TiUOhpCrsre3tdqiyoTovqogZq+5GQXBdYL0uBrz1KmqWwiR+v8nl1SHVaVB0XkfXz6pDibPb3p7IXH8ScpbCM777+eXVIUVi8hFePTjupDglO3iveoouf0rMTuvddWVyq8xU/Yf5ua7tLXaCz6pDmqpLtqb7Pq0OCQvv+UOZSgXhWHdJcN1NvnrDmcXVIUGjmK1ZceRAdP6Gehe5KnV+wFJbbR6x8Wh0SFKq55NQXarXT6pDgYJuab0l14UpohsJs+UzF+YNoOAqLNlUTlA+rQ4pL1pctE+15nZ9zFLo69ZBdOVWejbBKVQWXTrNmIsyr5Od/WB1SFNoyu/wgKp7CdF3QPKsOKQp/l75E3bPqkOZuu9nlB9GyF7qTOj9nL7QnjW/HXnjW+C7YC7OTt7mev/D4QVQAwuMHUQMIj+t8AyDMDudVFAjCK/UBb2EOLzTwQgUvvFaasBbm8EILL9Twwo8fRPpCBy+08EINL1Twwk8fxAz+QWQgNPBCBS/8sM7P4IuaDP5B5CDU8MIMX+jghRZeqOGFGb6wgBfm8EINL1Twwk8exAz+QWQitPBCBS/M8IUOXmjhhRpemOELHbwwhxcaeKGCFz5ufGfwD2IG/yDyEWp44dMHkZHQwQstvFDDCzN8YQEvtPBCAy9U8MJnDyIrYQ4vNPDCJw9iz0r4pM7veAkdvNDCCx80vtsM/UHkJnTwwhxeqOGF9+v8hpnwfuObnfD2g1hzExp4oYIX3n4QK3ZCBy+08MK7dX7JTpjhCx3wMM2jB5Gh0MALM+Shtgd1PkthDi80wENtDxrfbYZe1PAU5vBCizyIcbvxzVOYQXfx7za+mQotcgf47oPIVKigO8A3G99chTl09/Be45urUEF3nm49iHyFDrl7eOtBbNkKNbwww+5a3HgQGQstdNfixoNYZegPImdhAd3wvt745iw00A3vy43vnrPw0oPYsRbm8EKL3Sy9+CA2rIUZvtBBN0svPogVb6HGbtJcK2qYCy88iMyB53V+z11osJs0Vx7ElrswA6/wLzyIdYb+IPIXauwmzYUHseQvdNgV/mnjuwcQauwK//RBbBGEBXaFf/Yg1ghCA14dnjS+ywz9QYQAHtX5PYbQgFcWhw9igyHMwCuLwwexAhFa8KL0oKjpUYQZdM/i8EFsYYQ5eGWx/yBWMEIF3e4+aHzjFKV7D2IHJLTgBc3egFsNJEw/iCWS0CG3SncfxA5KqMELmnSdD1XQJB/EMgN/EHssYKLx3YIJM/THMPEglmhCC/4YbuuLBk6Ywfbv9/qIeMBVw60FFGbYdcXmNkUERrdpAynMsEvSuNLvsgz8IlaoQgfbYptToANfjdMKXlhmEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEQij/DzBFKCs=:8868^FS^XZ" }, - }}, + public partial class PdfRotationTests + { + private static readonly Dictionary> _expectedResults = new() + { + { "SocialPreview.pdf", new Dictionary { + { PdfRotation.Rotate0, 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9V9SyFed83mFqc864tumKL9eoUcnHInCzGcRaldx5gEKA8eavEKhSwrZbQqJ1x5hjuIMFJ5VWN2gkHrtEeYozjxAYeBY0+sV0tsUMq/diRzFmQcoDK1y+1R2blBY36DQb3eig/Lsj6CQvEAhuUth6re1jeuEjF9h6ECFz4vjUJj57Yviui18ucL8BQrzVUOeVpj77YviKM48QGHoQIVPLxyHQuK3qYajOPMAheyKwuwFCrO7FFK/TTUcxZnHKGxiU9heV+ia3eaZIX+5Qns945rC9C6FXIRlFTsZcvwKQ8eaLios3qfQd8NMR5cSv0JxReHO7eOSwmQV5Z5VmPrutugIr+Mf8hWXvkDECjPf3RYddYroFV6qcu+dAFEozEMVUrG/bP8XK+QvUMiXjX1Woe9C4q7ALnqF2dcqnG1pSbwSQ3tx5jEKi0spiZdC+maFbHbl5T4zoOynY/wKLw1U7MWz1xSyexTyuTXmkdvvXKfRz+a+pjB9ncLiqsJFBJO7c/udHDd+hZcGKmwLF8amsFn8qw2/pXy5QhqsMHErpLcoTJcBDPVVmDxO4aWxJuvWIDcpLL0Umt93e0bEsr/ogoszBwojWS7h0lhTKgIUshcpzA4VtquvGlyceYrCkwMV+UsUklsUrnfR4C6FO8WZ+Bct4VcU0ogVklUiSF0JMHu2wvrKi3due1aF3dsUrpURV3lmpzjz3QpTEaKQhymsblHY+VcSd4ozBwojWY/0ylhT/hqF+S0K13Gac0+cPcX7y+jFofDSQAXdG8OJQeHmJu+osO0VZx6qMPMLb3iQQvEJhZX7XufI7KNXaK8qca/LMt0dhttX2L5N4ebcpMexdx6iMI9dYeoX3+QvUpgtG+2SwsKdujuKMwcKqygUWs896jd0QYMUpu9VmO4s096GFmcONjmIQ6F1CS7mNwbM41fYbd62Cy3OPEShZb0j9zdKRZDCzGv/wtsUZpuLKj1WuBvt7Csso1WY+ZXc8v1nFSJQmO8tbBlc49jfdisOhbaxptxv7IKGKcy9FaY2hfuzeo8U1ltJocWZ6BXaxpqI3yAw319XaV9h7a2wuaaQbL8XO7ycd2sc+1tQxqSwsZxirngmFWEKyccVHh7XbnHmQGERhULbHYB51dyyuBXS7UHQo+PaLc4c7OUbr0LupZAGKlyuRfImhcVuGOldnDnYFD0OhWJvYwZnfeZowd0IFLKtkfyoqXeLMwcKk4gUVpa7Qu31Sn+FzFth8iKF2VFT75ffLAeYRqTQNlCReS2zk4cqXHbP71HYHeWbnsUZm8JloSc+hXnAMjsvVNheU8i3x5AeKdwfiopcoW2gwk8hO3qGne6tUj5+0icUHu5kuJvZ2xTmkSskPislpSJQYfpmhburbN+hkFimqH5KoS2UJj4rJeWHyxDQvRvRZxVy16PF1ozDopBGpNA21kR9FNJQhauT5dUK092EvA0szuwrbCJS2IUr5I9QWFnu321gcSbZrV/FoZBaFDKf9cpEqMLVyfI5hV1gZp/s1q/qiBS2wQrzYIU0QCG/rjDzrfsddEf7CkVECtmBwtJ9Dw1QuPqk9ygsAxW2fgpXs4pjUNhYb3OlfzRjrYd2lnf9rEKyf48/mKG4VZjFpHB/oMJnfY8QhbZVCl+o0Dpb40DhwTzh7W/yZQM9U6EIVbiunX9EYb6vcD+ztygkMSm0jfZx9xItWbDCLFhhd4NCH6/7DbGrcPXc2yMVEsfaZluF6wc2X62QnFJY+inkESm0PhTjoZAFK6QxKMx2FR4UZywKV8f8UYXWxyY91roSwQrZ6pPeotArTHUVZ7YK09UXiEFhEagwc60wuFW4/rNXK6RhCg+KM1uF+RcoJMEKs48obK3dZRmW2W8VklU546MKrdO23ApZsMJ83d9+UGF1VSGzbiz0IYXknEIRrJCuc4+PKEx2j+vo8dGNQhGfwi5QYRaukL9bIdtf4LcKK85sFGbr+UIfVWhdgM2pkAQrzDbV8MgUHhRnNgrpun0eqJAFKySbKTaRKTwqKa4VbgqQH1XITim0NWh5qJBHopAfTjT0U5iJ5yvMghVm2+mmr1Zol7Wn8Kg4s1ZINx3PRxXyMwppsEK2fcu4FB4VZxJb7LL4648qFGcUslCFueWv4lJ4VJxJLEMsy79+nkIRqDCzBT2fUbj3qYdL0iwUUstck8cptLdotauQWIvhb1FY3a6Qi8gUpmcUWvfRsU6VPRrPeLVCEaTwcG2vnWNpolCYnVHIzivsYlV4uMLejsL6sQpTcV5he0FhcXwU1xQeFWf2FFZRKLRvFHKsMLugsPm0Qnq0zNrefK8dheVjFZILCus3Kyw9FR5m9nsKiygUkhMK+QWF1dsUpq9XmDxWobigsIxU4WFxJnGGZp9USMMVZlcUJiEK2/cpPCzOJM7Q7GEK6QWF3ccVErvC4/WCnQf8SYUsXCG7oLCNVeFhZp847+vPUriTFfopbOJQ2N2isIxDIQ9WmF1RWL1bYeGp8LA4k7hyio8qFMEKyRWF5fsUZkEKefjITJc8VSG/orDwVSjerPD4YTznff2DCtNwheKKwiRShceZfeK8rz9KYXZFYftNCqs4FGbBCukVhU2sCo+LM+5ZCo9SyK4orD6v0L5z83FxJnHeFD6oMA9WKK4oLGNV6NjMyRWQPkphfklhEqaweZvC48w+cd4UPqiQhCokVxS271e4cw7aFdYhCuunKmRXFDbRKmThCstIFNJAham4orDyVpi+WSEPf4QkiUQhC1SYXVJYRKvQsVKS86bwIIX0ikLblgevU5gHKHRk9onzaB+kkF9R2ESr0JHZJ87HDz6okAcqFFcUVqEK64gVJrEoFGEK80sKk2gVOoozibNHeY5CekVhE69CR3EmcfYon1OYBipkVxRWAQqz9yp0FGecq5U9R+FRVuhWmMSr0JHZJ84e5XMKszCF2RWF9TcpLJ6qkFxRmIQrrN6lkAeuddUk0SjMwxTyCwrrmBU6ijOJ6yJ8jkJxXmGbBCnM36rQVZxJHIHZJxWSIIXZeYVdErNCV2afOLrR5yikpxW2ySmF5VsVdp4KqyQmhTRIIQtW2Dnrs1EozL0U1s7s7BMKWYjC46zwXoXkrQpdxZknKuQ2hfnXKnQVZ2JWyEMUkrcrLN6k0JXZP1lh6Z8VPl9h9UiFIkCh61Z4q0L6VoUcCp+u0FWciVhhGqIwe7/C5D0KncWZJypkFoXknQrZOxU6izMRK8xcCguvXvg7FHY/oML1ATxWYf5ghfmeQiqcfYvrEK8pXC7+9GKFzuJMxArJnkLyBQr9Z3M7izMPVtj9GAqdxRkoPKFw1bW9VqEzs49YId1TmAvn7eHrFJaPVMj2FGbCeXt4qcL0NoWFh0LxjQrTKBQ2L1PYhRVnIlbIHQrrH0KhuzjzRIWJCPtKdyvMXqdwu+6MO7OPWOH+pCz3Hf4NCut3Kmy/TSELqa/drzB/p0LyYIXpvkIaVJx5kcLqPQrdxZl4FWb7CklQZn+7QvJOhe7izCMV5kGZfZQKvVcFdhdnHqkwDUoLb1dIV9HUS9fm9gjdolWYHzwmEPaNnqaw3QZ1xSMVkgOFLCQgvV3hOiB+5VYj6bcqJCEB6aMVehRn4lVIDxRmIbfC2xXyVau+UqFHceaZCvsGLn4khe0zFbIjhVmbfE6huEGh7xaUxGNQ5pkKwyt19ylM133bKxXSJyvkP6LCzad6FGegMFhhtr49vVKhR3EmXoUiVoX5OxUKj3E1KDynsLlDYe2psHikwjRaheQWhdxLYfpkhVm0CjdbDtyocP1Tn+IMFAYrZG9U6FOciVZhHrnC6g6FjUuhx7QLKAxXyG9RyHZH0bYKm2cqJNEq3MT5dyusDu67UHiDwm2Q+EKF7MkKaawKsxsVti6FPsUZKAxVmG/i/PsUbtrapzgTrUL25QppgMICCm9VSDapmpdC684FnbWty/V9N3mmQh6rQirsI+t3KMxWCrNHKxSxKmT3KCQ+Cr2KM1AYqpBvvtJ5hfYNtoqw4gwUhioUL1SYWxU2z1SY3qfw3tWfLI8Yn1JofdH6h17FmVgVZrEqzLePGN+ncH1psh9a4auW0SO3KiyPFXoVZ2JVmF9UmL9KId0WTE4pzGwK18++ehVnvlUheZVCti2Y3KywCyzOxKqQXFRIX6WQb7PtCwory4d2gcWZb1X4qlWBU3FWYeHRrCuFmVdmH6tCek1h9iqFmWUJvwsKa8sl3gYWZ75UYf4qhcSyhJ9LYXpWoV9xJlaF7JpC9iqF9C6Fye5uVO3qw5ofU+HLVshnlm90QWF7qNWvOBOrQn5JYfYyhbZ381NYJoed5vSHzep8qR6qUFxSSF6lMNvftO2Uws7y7nVgceY7FdJXKcxtO35dUCgOFfoVZyJVmF5T+LLdYuh5hZX1rmo5QapVIxQ/osLsZQq5bZcTl8LkQGHhVpg8U2F2SWH+KoXjmZVcV0i3l/NqcTfP4sxXKmSvUphbd1H3U1i7FVLbBrNPVZhfUviyndOodRv1cwrJtl3ZUqFnceYbFaYvU8itX8hPoXVR1eXX4ss38izORKqQXFFIXqUwtb+ZUyHf75Qbp8L6R1TIXqVw/FbVCYWtVaFl4crQ4kykCukVhfxVCsdzo7xB4TbeXK9J5LsRQJwK2QWF2as2gp3usWcU2mduiwOp4odVSF6lcHrj4oRCYQ+6it2u1bc484UK6asUjh20dUfQwnU09tSnXJ8ibWhxJlKF/ILCV+2oPXXQ7SmFhfV7VutzrwktzkSqUJxXmL1KITveT9GpsLSepvX6B81ByPqDKCQvUpjvvZdbIbU24eYRqdWbk0crTC8oZC9SOHuv6pTC2vpFN7NGq9DizPcp5K9ROH/b8pTCnYLr+g5QhRZn4lSYnVe4cyu8qnDxXsUphWOX+E8LhcXqDlAed78/gELyCoWrN00CFS5XWMiaxZtWqztAcZwcWbpzT4U22pcpzM8rpHcqtNOdU2j+gjaLg2xWXXXyHQrJeYXi9QqbUIXLx0rFUmG3aucfXmH2BoX1SYWN/kez/KqF1eiPqzB/g8LqpEKh+8tm2bDVwlj7JQrpaYXsDQqLUIXzCcRkOpzl0YnvUshOKxRvUJicVdgnDLnYKFSvzDfH+oMqTN+gsAtWuFOp4POvxjbf89kK+VmF5A0Km7sUstllmG9vtD+oQvYGhXWwwp2q/eSoIJbi3bMVirMKxRsUlncpJMex0qMVpmcVZu9QWIQrtI9g5z+QQu8Pyt+gsEvuUpgdh7s/pkL2BoXtCYXMW2H3JQqzsx8k3qCwvk1hetymP6TC9B0KyxMKd2Y2H2csj1aYO28/oVnhjQqTEwp3ni9gh1/z0QqJu9lCb4W3KWzPKNx5UIseltC/S2FxqiLwEoX1jQrJYcbyaIXUff8JzArvU1ieUbjz0HJ+2E1/l8Lq8q3wNoXJGYU7qz9kh0nnoxUyj97Lx/wLFLanFO4so5Mevv13KfSrsIk3KKzPKeT2ozkcBXm0Qn7qk7J3KCzOKWR2T/zoW36XQq/EMH+Dwi45p5DaFR7GbY9W6BVEBGWFdymsTyrcWaf6MHv6MoXF1VvhTQrLkwp3FvzPjk7VJytMPZsu5FZ4j8IuOalwZ+eUwyGZJyvM3FM3Q7PCmxTWZxXubUF1FHl/mUKPxJC+QWFyVuHejprs4Ez9MoXN1VvhLQqb8wqZ/W3IwS3/yQrzMx+VvUFhcV4htSvMDq7yJyskvnGEf1Z4i8ImOa8wt79PetCgX6bQnRiy1ytMLihMd04F7viOD1VI/fsw71vhDQrLKwrnrnYLoeVXK3QlhunLFVbJJYXUrjDfv8yfrJCJ8MQwf7XCKrmmcG/Zmv32fLJC7p1U+x/vRYWd207h3U3sfU713QpDl+dOPRS2vgq9egDvvqXai92Kkwq5q5uKQ+GFz8oCBv5fSL5zJK8fNfgA/gXmgPf7uEJzZhZ7t4DyyxWK5yvM7WFRdsNJGhup94yHZymU11u1G4lVX6Qw8x9sfZbCw+/XJF+vsPpehemXxTJ7WXr9vQq/D7vCBgqfA7k7CYXCTwRutyaGUBiHQgGFj1dYQuFjYFD4pQorKHwMO49bN1D4GAQUfqnCFgqfQuq/4AsUQiF4CZn/yllQ+DCFFRQ+hBwKv1ZhA4UPgdw+5xEK3wyFwq9VKKDwIew/KFhA4dMVllD4dIUVFD4D7vl8GRRGy/7TWA0UPl1hC4WP4OCh+Q4Kn65QQOEjOFrFqYDCJ5BD4TcrrKDw6QprKHwCBAq/WWEDhU/gaMGcFgqfwNGilB0UPl2hgMLHKzyVGKZQ+F74TQr5fStmgBsVloG9JxR+Ar/1Gz17TyiEQnA29rhenoHCSBU2UAiF4OUc79vTQmH8HG9W0EEhFIIPKxRQGD8ECr9cYQGFT1dYQmH0UCiEQij8MEzcU+eGwlgV1lAIheDVcHFPnRsKoRBA4Q+LY/PTFgqfrrCDwthJ/RRmzgIAFEauMHcWw6EwVoV6tIk4b5jRKvzF/W/5D09USJ1ha7QK8/vfsopKYeankDlLONEqJMXtp339LIWFR/ZYvFJhWl57PfV5/S+D2mydLP/vuBWWHqnHS5MKcnHra76vMB+zXlZe+Ua8iF+hx3zhlymkF/e+PhgvI63HH3l8I1F+UmHupTBzjym+TCHrLr089VGYBn1b0vl/RDQK8xMXaiQKs4NL5KTCXKw/4qPxDfFSSNzZ/8sU8u7iOVq4FWZBy7M8TWHlTAsbb4U86Lamrx4urh1g5xGXjAr/0e/CLlZKl8eaFREqZO6BfQ+FJGhRN+KjkKhOIDXZD93M9zmKhuhaYe71/dJV37xWyGJU6LGkgodCHrQWkfBUOHzD1AyLsY1C1gQo5FXQV7MrTEVkCmtXWtglngrTsIVsvBRS1ZGn5lTaKuT1CxRWxwqT+BSmHoPCboV5oMLCI5yh6hzKjLmtwqO+e6awDlG4+rNVOJPFprBxpYWVr0L6IoX9H2bmA9l6+nJ6lHbTepVUcL8cfXVlZ8vT5N0KqY/C3OPBGbdCFviklH5j1rq+fqkUtjaF2dGNidWr5NyzzMLqo9Q+SoXE4/E1t0J+TiFtXF+/Ugo78xnlQQ63o8KUgj0VNkcRapQKqccUN6fCNPSpYa2QHOXNTH1SZk6mjcKjtHCmUBeqPRWuzyq+7Fe7CBUyj4cunAr7Zg45Or+4rpdA+6+Yd0NnX1jikWOF1bl69XHlPY9RIfd49MmpMB/e6p/vV5gqhf15ZlN42NpbhX4ZHXmeQp9Jik6FZLhg/QdHM1+FQ9luaDUynE0bhUeZ/Uahb1J+eGm/XSF3KWyP08LWWyEd2udv7lZYyZA173Rov+kJjzL7jXBfhceS8jY+hZnP84dOhSwsUPNTOEjo+8q81aH9VmEFha3nfjJuhWFH5hf5DBL6bk3enKwKDwvr60zetzR2fHqRCBUSn0VNnAp582qF9VbhYXHmR1HYHYY8jb/CwHHRPFghtyg8LM5sFGZfq5D5PIrvVljNQ9Ot1NSERmqcXSvMx5dRYX6QFwsJuVYoE4zC3tjjYAKZ/4Uocz2+sfzrrNXl0/4ryf+lnb6dt5YTY7rJqzPa5DGZaKNRyH0WxHApnLo0Lg+N983X6fhcHjSRN9Y+FmBjuUWePo0OEbh6g/7LzOb8Ca2w2VGYj1OZO/Mu1Vwh06ON5XQEBamJUMlI/5X+qx7efJoqW23Cnky3AqsyeUBjoE6FiEah16NrLoXjNKRUl8JKeYiTQi7bp2/loXvO9dunOm3J21Q1X7pckkorlBWvvtU3Ck0Gp15Ehnep55m8/GeufqgD74TUff7DTdF8UKgt5VaFZi4Cq4g8oFEhF++ZnOihMPV6BtitsDAXhjw03l8B/Y9kf0l1/WBozjYbGsAozPVpkrf5bNAk8Vdoej7ZzlLGrHcTv5L/ZGuFrP9Fp0sag0LtmFoV6lerAyonhem7HkrwUJh5rYfhUjgOGeiG4KVUKRUOvVamE5g21+rkZxMtjDRk7J32FFKLQn1fIur7jO9iXv1rc6NoFgq5+N1sIJk0VB0Ntyrko0I+KWzUydZEoVAcpYXFCYWqd0r472SDjApzo5BMnzlXSGcDgsui5kzhJlTUYwp6foZ8l272lYlR2C4UCvHT8PPcKGRTnbHalMP1CaDOyUqH7406bdpIFBKvp7hdCse6IldHyH9aKiTq/fKWTgpb+dNCKmRi7NvEspzSv7OMH20K9XAS0wnu8C7zV8vP2ij8oxD/Nt7WBoV8qjMeKPydPOhRIb2wJfndCqnXWgq+ClN9hPzf5N/Ii3NQ2MeGw0SnvGUyKtwo5LJBUpvCVpmyKdQlUm4U8uWr2VyhufJpr/D3w8/1RBxaz+qMBwp/WipkESlkXgu0uRRO2VIzpFtJ30q/ktmDGW/oZM5GWt7fDYvxKmwyrVDUtFOv5l2AQt3krXxV/y793XD2at4On9kHx9NV2Cv8U8t//0epVuawvdKadSpFJRaFhSod9udkMSqs5auZiEQh91om0Vfh0BBDg4h/bYdrZFQoM4liaOVKWlN3MVKq0IH8RZRD48tmDFBowo9aVgaGd5lN0E87Lj+Lm8BVFajpfzbsD/8upPghm6V/6nuFTpcc/m6j8J/1ofHfd6qIqDvv/oDIW2aUeij0W/XZpdAM3A0NMVxP4jfNcLCy0WVprJJ5R9/KRTpTqKM/8rOQfS4xecisqEknhZuqnHkwa4gU5bsUs8pK1olycPT/jEKiFfZZxe/EWHTtFaoByW71tgrzav6HRh2kUjgMnOSRKEz9VobyVUh0Pi9+W80VDk052BpczRT+j1FhJ/9UXg3dsn7W/6Ucu91XODTlcALQn7t5QjBMBRk+9x/N+JBW+F/9XflXYhy9on9u1enTWhX+46iw1vlpZU6b7C25vVth5rdKolOh/jftVIIxdMOm65MdaiGbk8haQjnN8dQK+05t+NOhz1or7E8OvqNQ+xpOm+EDqOwaZwo7bWOpUPQZXn99y+t1+JZCfc3ZpKelGvUyGflMCnN9QDEozP2WXncpNMPnrDUKizEZ55WKTKXCVrXQUqFpRplBtkuF/Ts7FKpAqJDvslDYrhQ2RmGXCv2VhlfVa4XcqrBUf8KrMQ+ORCH1W9vLW2GjWl6IqZ5i8kOpsFFHzlYKVTMOPyUHClvrQAVt1fsM77JQ2NgVFr3CTn+l4VWVn8JirpB08Sj8rd8Ke06F1aRSKuzklWYUqkHbQWFtV6iaka8UdirqNArX85K0QtYYhdVcYT4OEmuFVCtMeNsrJJ15VemnMJkrpG08Cn2X7fZVWFkUllphoQYTh5+tFapmlEO87WJceLjhyCZljamnbBTWk4y1QvlSMlfYZ3O8ydQg5PDXTL7qSKH8hTygZvzlzGY0CpP12O9uwGzdUXsc5y1lw8gB3plC2kytrBRWS4WFEl9uFA5hnzzbe1FrhfreKDtxGZgUS4WVVWHX53RZN34lJl/lVtguFLL4FHYbhftv6qWwGRUO19HU1xVrhclaYbNQNKSKLoXVjsJypbDWAZeoR4VqVD49ikjpUqEeAa6jU9iuFTaBCsvpojIKmboXyVO9NkFjMUapC4WyV1TVmKVCps2qyflWhfLXUuFiipPMvPcUtrr7VUtupGIxMdyqsNFvoGcXVNEp3EzMry4qrDcKZfYtkqVCdTuTaUE3T/rHitiY3BmF5WbE1yhk3WLqEpkUNrPcte8QRKUVZnOF3bHCOnaF9fqPyyCFJsuVLSgVVqNCE6dQ3U4WhUwpNNWYmSIqk7tC3fHsClXfqRWmc4XmzkU3CodpNjrwYq1WOHXBK4W1rsOqN1B/FqHCahV0Ho2jeCusFgplTNetIgatUFVlNgpV/6Ac8cqpcJkH7Sms+y9rUUimjseqsFoolH8Sl8JypbC5pFD92yjsdPu3sxvOqLDbKKyXCusDhc2hwm6tsNoo7KZiBJky4aVCtlCYRquwWGXv9TmFeTdTyFVQn5tZcs1MoVgqbORL1Rj/SmE5KVw/x6TUqAt5uOE2W4Vio5BX/fvljZQrzy6tMJ/yKKtCfU4ahUV0CtcFmCJUYTEpzHQNWSqsJoX17GEy00r5pLC1KzSJgqjWD8E7FE4FFDpf8MIo1FOrxnpSNh3T8uhtCvVZFVN1plsrTO5TONyxzP12T2FtVajnp6gQZegp9xWasNeqkK0Vyvm/K4XpbIGWpcIqmcVgqUjiVDibH2QpkAYobI1CfYRzhbO62niiK4W6Npq3yeKRQao+J/NUuHrYcErElwrLbKlQhzXJeOLaFGY2hVHVSNdrl1QnFRKLQjlgYaoHG4WtadxRYbVQWIyOLArr2f23WN+atgrLhUI1qWMMaxIm5sntqvyrDsjYnjqGeBTWK4XlHQr17cMorJN1dXutkGwVNgeXmUvhmAIsFIoy6+YKzdU4LQO4r7A0CrP4FFZLhcez61wKTWypFcrnWfR78mqlkEwKm+lR0IUi1V7Z1pFWY6Lg9a+nFEAXZFWLi2JQWKtK0FxhNq36mDxQYblU2NynsF48krSnsLQq1FdPpmOkI4Xy1+WOQr5RSC0K+8Zq5mNYi3GLzByQyoLGjiEehUWyeNq3vkehil94ZVO4HE8t1ZBuu1wuSyuUb5a7FQpPhXlrFDJdvVPdORmfL9wqzKNXmCwVFpcUmsBEK5wPxG4VNhuF5V0Kx+DDKFRJebJVaCp1VoVioTCPVGFn4j+fW+FRdUYaIWaNiplCa2l0o7BZrpc+VyhnNu4rzDtPhelcIW/G6cby77r5GJZFYbFQmEUym3tKA6lfVuil0Mxq0G01KhRrhXokR/7lVmE1NSndOtooLDZhiFZYTj2FVljZFNIDhW3kCvWkEq+s0K1w7BLPKMxnnvTVI5vPRB47CklrVagaXGwUMqXQDIPoIiqxKyz0d0in26b8/vlbFLJTCovzCtu5Qvnf2Xws3a7QdLmk0Qt1LRWq1RIal8LUVyFpFgqnOrh2t1rTQsV6NoVvebKJnlKYnFA4b20lQzdOPh+INa08LjujB+PmCgurQn6s0PIMsMxU2o3CblKYGoXmpissCtNdhSQ6hdwvK3Qr5OauJpvWzNf0VEh3FIp6OwH+jMJspjDTk8jHBFTMOnebwmSpsI1I4XKd/DpcYbJQqJ4+UIfZjOfvPAwfFeqRHBW7kFYvWrnsdk26uAniZwpl/SDZhCHTrXalUD4VlxuF+lzR38qq0HQrZFJI41VYnlFYzy6YhUIzX9NTIbcobNRCiEcKuV0h21HIpUJiFIpqfi9kOwqzucLCsZLmRxU6e3irwimmS/XUX6mJNKpIshoDGMMZVs+GAdSw1EYh1VHOnkItIbMoVIXxlcK+8zYKa/ktF3MO1sur68nKFoX8LYuWEH+FqWdWaFeo92si5iGjelTIFwoTh8J0vWaJbr7VNN+5QhXyWhQWunNIFwrbSSHVCrOlQn6osBt/KGJSWM0V1qcUDkf2P+UVkWuFOthXk+OqfYW/mBTKVXCsCrmwLJpnFBb6ic2NwlQfWdF/Ne0iHxWW/ZvW8luax3VJt6gCTgr/dupW8s4kUW/a1/CMwuKMQrl0wP9Tz9Prp8xU1eSvanJcvTQ32uj/8JeqbfoAkshFhTaFV/moaZfsrVky6Bs+N+s2ZdtMr75WJP/XdAVaoZzlL/5Q60n/+rbTzkOz2fv809St5MJE4O95yDdEYeaZFe4p7C+DWtZWhhm5k0J1SvBmrVAffh8S/P2osG8e+leLwlrNYNxRmMoVfRKbQqKz+TJtTOKjFA4PavR5xW+UwuEb/69kXBZ3qWaYFVtP3Yq+YoeVv96z/xYJH/FtTikcnrCVD2TX8gESPZ8pMVfV0M/mxSRhaM7/pRVOo4t987Cftwr1bhV7iz+leqWTfK2wNsuKiDJvVMj1S1VdkwrrXFB10skZrqWJydK1wpLU83Oy7C/K4SXvWbPkjMLqlMJx1m4nH+QdCtRaoZqiptYqGS+Uvtf+rdrOriOTwkz8SfypsyusdhUmw4IBrUWhyHR0LWquVuj6ff9ZjVbIBVcKW6JWcyqoaJLtGFJ/tvGZwv49uVx25lfvWTnojMLymkI9X7Qyw7+zjQeXCsfhkblCIf5jR2FpKSuPCtXCdpZHy1vzB/qxH12aUQpFR2vzxVX6VS/u09P71FO3kpmVg960BJuvwnL6U49Ty76MnvqZPiH4pLAZ89P5mjJLha0JIIX4abXgRTKtrbcpK2uF3CyUufhlNt0VLArlu7Z0emZxevBtfaYohaZb0YtYsncthOjeUXujsDmn0CxCx/VypNU4m60eT6W5Qr6n8Nd2he2BQibMcrUbheMabXpjo7FAKv/VmMdOy2T2vMb6Y0aFZKaQvms50hMK63MKzeWn1yLUU9LGzf/ytUKmFcr1Jscy6rCIylYhN7Mk1wrNSK1ZFHh7UpXmDWpzuujqmvxXNRT19CU+rYS6HoCQr55WAdBrn4o3LQocopB6ZoU7Ctl4MrfJOCVtzB70gs3ThULNks7DBTIq5KJbLzujFRYHCvXawuuBg2llSzaepMP0Q62w/1epFZrFbNt5djhXWM4UMh0dizft6Zv5K2SeWeGOQr35tV4kmZtRAhMb8JXCXDdYJvSSJmrASTR2ha3t8pit69xYFOZjwKFXQs/kQohG4VAHYtXYI04943rvO7l2+9itJGoN4fRNS1l6KyxGhe1ZhXp99ESYx6aNwrEVF2vKmIXQZU10GskR1XrZGaXQNpo+XZZqXXzSbL5nZWSasKbRCjs1X21Q+LO+xMfLim2C7WbWrZgl89mbboXhCuuzCk0Lkp14aB0n5WbRtkUe2gWNoxqFe9sojR9pNqhYfAdaqmsu0yNN5pD4JlJbHWi1GC6LSCH3TOz3FN6VBp1QeGk4bnMg76lee5P6zwTmnon9qxU2ISfoCxSmb4o0X6aw+LRC+maF7IsUiicqLO5XmL0pWbhfYepQyB3bbn1CYfoKhblI4iJUofe58CqFrA5ReL3P2+zZTLonKpwWS+i8yzwxKExeoZC2kSnkvgqzY4XkXQqDpoXdEP+HbdL9ZIX8bQqrV/2x51vw+okKp/1wWu+w6FUHGnRh3dDcG4WRZfa3KczeovBvQiOUGzq97Z7NZWQKvZ5Oa8ab3V6T0LcoJEXgzD56v8LY0sLbFPK3KKRV4My+G6LH9SkTXVoYqrD2rhC8RGHozL4bcri1wujSQr/nYprxD2vPrPA1CoP3BMzvV8jaRyqsXQrJexQGz+y7oddbd9w8trTQbxZiPfa4lXdc+yqFQS14Q+yxUVg/UmHlUJiK93WkQe+bXr4Ktw+8VY9VeDTim71JYfjMvu5+hbGlhX6zEEuHQvomheEz+9rbFdLk4QoL7xLPS24ZPPQ5hX+6rnD1g19GpzDzVXg04ivepTB4d9y/u/0r/LdnKiyOFeZvUwg8g8mDTSr8c0sojEphcqyQQ+ETFB6M+KYCCj/K9UH7HAofpLD1vhVC4fvgfgoPBu05FEav8HjeRSqg8LOwq4P2ORQ+XSGFwg9Dr474cih8uMJUQOGHIRcV5lD4AIVVcjBoT6Hw0+R+Y027CnmUCtMGCn0H7VNxUuFrJ0Vnn5ntST9y4mZ+w4V7CvOTCl+8qxj5zJxr9hGFaYjCwj+g/bTCAgo9F0vgcSqkP5LCxKvKvacwFVA4V1jFq3Bv0J54K2TLc8AxSTcV157EZIcKX9bSH1LIfQYq9hRSb4Wrm6ljVZ9MXHPoUBjFU+Q3njk+CvcG7fkLFbYvU/iylo5VYbOvMBMvVHjldkZ/KIXUp0S6M+8i91e46okdCnPfJfsiU1h+RCHxUbgzaE/PK+zcCusrChMotG1S0QZEszcobK4c1EcUfmg1jNynRGoftE/PK8w9FF6IZ/L2Iy39IYXZeYV5qMIuSOGFUvXxSMUPp7BI9kZ8aYBCGfx6K5SbTb5stOF1Cj9SE3IXSZNdhTxUYevZ0+mNl6HwngpbNymsAuRbZ0o1IQrJ4xSmMSu0DtrnoQpnPyRuhfmrGiR93Bs7kxl3fc2ukAYrrEIUZlB4U4WtmTSXAZevdb5i6atQbVD9PIWfMeiqsNV7CtNQhXMnju0maPPEi+VjComHQtuIbx6q0OxUXCiFVL8dGbvXv7MpVPvuDHtcG+R/5eMH/PdELnP598N//73axWdaHGZKTP7OrvBvl2+Wrr7z3+r//QdbRUn3JGI6Rz3Ozg+UZ6o9hSxUoQoxiVqVr0mFbuxxi7Ss2igcNjHT+xiavQibXtewN5befFwUTa932DWySLs+1sy6cXfZ/t9E7xoputmbzzZ9Fr+q5Y6Fwrw5ne0z3H+ltFafnZfJdictZnZANTtd/qznqJSRKSwt5TGPMMiikHb6ZdIREWqr83zKPNcKy+nXZnc0dSbROp2qRsMu9KLORJl2maiI3D2y03VY3epscRcYFapXk0a/WaqOcVRo9rvTO5+mq5JfOq4F0iXTq832fjGVZ4rEPmifilCFzIz/l8OMS7VpIC/ptK7NpJDV5iqk44Ibpfmuw6vzaZJ5nYhfiSYXVdrloh6GmfRX7RXqVhd2hVwrzGe1/NlW0Xp30nTc7XnZArn6sVmSKtcJGH3XPsz+LpIdhSRcYaOPtBokcHnkvGR6Q/MdhWxsp9p8qD4Bau2mV/gvw87lvUIiatb3pbpRsy6bPWVuUSi0QjJ7bmTaZ9hsP6w3qZWfXazCwHJaGI5qhextm0965/bThdoFB7KrnrceO69egt6XueRTO5UWhaoZiRh3TFYXCpP/1lsqi/7mR/u+tOv/D1cK5SXb6QuH2BVmRiGd3rybFJqzSm8VveqNx/6VztYZ7HRrxpXbd3sKebBCeaRUyWD/ro5cOqo3rTwq/J0YN6g2fZtUqDZ/1SPDog842KCwDzDEXCGZbaVcbkrsuXJEGja9+WxPVzLbQVptJLwsbug3NZtB6xZKL04ZeYHCdop42pABjtrSYZuTdahh/4dW+JNWalcofhLjNvGt6TAGherfupUHhbxX2Hv8y0Ihna6fWbMahfrVtFHnQ6olmD1dqVbI9atXR5XNftxMr84uThl5QXmm2VGYBytU+xP0hykV/qf6G/5vfSjeyO1250fOK1UJEL82v/5Jn+L58L/9NdwO7yI7zl4h/XMrftMr5L//S8errL83VlIhE79V18/vbAqZenXfp3e68XOjkDbjr3tH8tV9EpTOR0z1LbL/Sr8Wqtsl6qyq8vfvRuKudebbEV8WrDBXoWUtkwv2XyLRCothAEOMOdxMYf/jfxVyfEOotfGz/iXDoGN/DZfyXUT/o14h+6kVpFcoyM8tq7I20Qp5k8tWbhcPWUy7NCdDa9M/qjcb/pt301bR/X/n/X8P3qhQZ+B8YW4yfJdCfiXe6lfLs0p3N/GUZ6rpL5qA8Q2LQiL0pTjsE8D+0MrwRvy+HSLVwey8aDIq/M346+HlQ5MOAvprWL7L0GZ8UPgvf+0GhR35c9MrrNTsmF5hlUoJyzc3CocDGhT+SRTDmw2WhzDGKJS/LuU5kgl1Bs6Xxx+yl7yQX4nNXj2cDO9PDHNnZk83CtMTCjt9KQ7r1vM/1DLJEL9phu0nMtljLRXmQv+6keKHV0qN8hpu5f/K67hXyLO/tr3C/v/8ue4VFkph3vXpvpRQLhSaErt8dZnQP3fyzYZLLTcKayk+0Z87KBy+/nzrEj0FQarrlDo5UN18Ygn2zJXZWwbtSbhCqpYgUv9f3oQGhb+tlcJicxVKR7+Vf6aasZDtpBQ2w/+mKqZNRZ8ANkqhqFj5Cz1HLf+rGCXMK9BaYaqSml6hOh+G7yevwkIqlLfuoc8QqkMwvx6/YjuemMOfMP3rQd/7H3BKXWmhRSELVygze9KpBunTN6VwaKRWWp0rlDlzp37d/5lqxkI2Y96qamXf6pmSIBXWtB48ilKWuJVC0Y0SLArlwMnw/n33MlRWh+9nFLJ6/LX5xubX41dsxhMzN79WPfMnnlFzpYVaWBNwK7QolLEAbY3CQiuUtxDSWRS2+tfN+OuhnQaFwzUsFcpW7sOVviMeim71SmG7kLBSKPchkQprqXC4fuS0K6VQ/VqdNtJwvVJYjyemPKBaKyw/opA70kK/nZ1cClURyxyx0DGDkA2jClrJQiFt9a/l3VJVvXUzchXWaAmprJAOCqv+zsRnClWTmtNmV2GlFKqUflTYKYXS0axosxq/HnTJwKuSB2ReHVFi2NymUIXa4xF3+qRVUQC1KJSRqPoz2QcPCiujsJAKu0lhqRUmc4UqIDGnzXwYxIRXg6Mh4umUhFFhpc+qQn7jfKvQ7MLHzQGpODb7kELnoxH8BoXqmEeFJnbQCletLG9yjczoht/JNul/JkaFsllli4qijx21wpLaFMrP7LYKW6OwUApLfR0lC4VcKzR9+2oKwvCVhrHKUWHyEYXEkRYm4haFxTzUNArV/xqz83F1mc0phdwo1LUv3i0VVn3QSatcpuhKYZmobPtAoRlWljWDTn2mUciradRZfeN0pdDs6KVGEotUx7GyY/iAwtyRFt6iUB3zqLDRsYMK5CwKh1RR/npQWOkes1go1K0sFfYXzuCxUzM0hFJYysvMfOaBwnxSmC0Uqsss11EO3VUoX2UUfuAxw9SRFt6iUO3dOGYL9aRQO5pdKKlM41VdZfi1mCmUta92qbDUCoc2FqNCcqyQGYXqfDASjEJVaVdvlbf6JtesDkeZNQr7l6iO4f0KE0damN6hUJ3BMk5plRvSjo4sCrlMyLXCcqVQJRd6PKO/y/YNalOo6gVSwkyh7ueMI6vCcrprqw5U/dhLYfoJhfw4LbxFoZ52Ucj7XzqGf9WiGrPoFqbG0ApVKzdjU2oJmaxx9gq74TKZK0wmhe2+QlUvyPRdLFNTekyZVnXeSmG6nY6eqU08CnMPVNPQy/crZMc5xS0KZbOnskTa6OCgWTiaKczG8dNyPNVHhfWUVk8K+0tSXopGYeFWaErpul6QzxWKjUJVRa1WncpKobqD8k9M6nYsw5XdoVD+pD9YOVFlUljuKmzH5GtU2C0V6lbu/1/fxlwqrBMxvkDVdEYJewp5MzqaUvrS9O0mhBpuvfMRTX1DHRW2o0IuPjEjmBznFPktCqvxZKhmEfxMYbtUWI/Jl1E4Ruyz7lcrbAaFw90x9VBYLRWq27KRYBTqs8p03vlqPrtWmKuFlfSUt0pdDJ9YhjE7DkjvUJhOkwjl+E8xFTOSTSub2Qv61yrd2FcoY1OlsJorbBdd4WIYROeO+VQbNRJMYW2lkKzm8DG7QnbxCfP7s4rkNoXKRqbf1UdhcqCwnEvIjcIhsp0ppEbhdNHMFZrOW9dGR4VtMo9jFwq3YW2uJjkuFX5kPdvDgNRvw1+Hwlwsb3LJlEdvFebjolPJTKG64fBqfQcdFA5TuulMYTKV1LPzCvuuWAWqWmGzVai/JtFVXCYuLj12d0ja3KeQiOVNbquQLhWWK4WpjDutCttBoZAKy7QbX0fVGMORQqIVDpdZo27Y5tFGk0yYbGE1M00rJFohnSv8hEHHfiH0BoXqgYrc9JDdLI9ONn2deS5BB6lZt1ZYzCWMCvtLUUWtW4VsrlCfAIUuFJUzheVaYT5TOA9TLApTrfAz64LnRwHpLQpZO7+8FhG8Vjhr5XGybjePGQpTvdoq7CNJpbCYK6ynu9lcoZgpbBcK01Hh2DGooqdSuEhzZwrHWp9U2H7E4F5IWnjOsvBR2GzcTAozD4UmZlgp7Ft5KJNrhWKuUI/0ZV2ynJE0U0in6U5GwqAy3yqkq2tL98ZrhR9aSG8/JE3uU8hrl8J5AbLdVaimpCVzCVqh8qgUdm6F4/1XDxOp4GepkGmFwkth9lGF9ippe6NC1SmPCudJ2IHC1qmQaYWpUdiOHyMV6oBE2BWyabqTkUDl4xQrhdWhwnHMuvikQnoQkJ4ZtF8r1EHkRuGs0ii2CslM4TDEq1vZorA0CvOZwmoqfi4UTrkon6Y70UbNcp0r5LKwJiu5LoW1evUHFZKDaOYOhdlSoYkt5/V+y6o0FoX5SmEvgdRyJqLqTVcKdUw5H2NI3QrpTGHrrZB8VmF2EM2cGfFdK9RLJSwU6vBPK0wdCslM4WysjsvmUwqH/zNTyOcKK6tCMU13UleffI5/GMg3v85lgHqssP9dBAqTg2jmDoV6NS5Phaa9yKwQSVr91F8xpSJq8FEp7JRHpbBdKcyOFE7DRNQoVCMUqVaY+ymkH1bI96OZ9A6F3VKhnvQwU5g5FKrQUz2NMilMjcLMKGzGq1dXznL91JJFYSqW052onnTIlwqJjnL28sKhG67Vmu6fVEj3LdyhkLYbhZmaqW0U5haF8xEdnX2vFGaiSUxKLxWSmcJyVEgWChevnk93GmZCyTJ6N/5avfpYIY9DYb43e+0ehfOxmakCPR84JQcKdeavlrgspqfLtEKdD8redKWQbhXO6rL5SiFXClOtMNcK6dTlWwtsfBqt/6TCdD+ayW5QqE9aM3VPhX8LhXRfoWrleprI3Y4J3tDKJqWXl+JM4Wx2Lt2ulrBUWI6PB8wUEq2Q2RTOp4RX81dHdDNskxsVjlM4JjfyqbxmHEycr61kGoLOXqUHEfRDGEYhGRW2yqNdIbMpVK82053kHAKhH2pSCql6gEo+wnGgMBWLV0d0M2wcNfAQhSaoN9PYZQDXjgrVpMMDhYV8BzlrcamQGoW5UVgvFdbjs3ArhWpoqBmnO8mnHIV+qKnTNWulUOjHQLdle9mVZCqbVK/+5Pal+V5if4dC8xDJXOHQCNqRHGJdrRw0+99MP6o7jMAuFFbyYVFZXTMKqVaYFtOznsViXTQzX3WoaKpHTU1+o5Zi6Dvsn5XC4VFkWS7VDxhvB8/0I6/yETb5RCprP6gw2csKT434bhQW8zqbCvua0VE6TPP97a7CVD+qOxRo/rpUKH7fjCm97E2NwryYPeuZidkmIGMw1L/6D9OMtaF0INSTouzP3fhrOTdH3jaLVaeVDGsySn3qK9G/iNFsHDfD9k6FZskMmb//IjFLIEyOqlzMdo4z/zn+ulZPwouE/lVMy0XyOh0UmpRe6MFf1aCFqZwN8/U722oJdSZ+Mz1H2F9m7Gf1vDb/z+GmW8lfy3nGQi2LkPyPuUK5WsJQM5CrJXQJkwoHs/8nkjJpdadCMirsG+efZQJG5o80i5p2M4UmNDc/6l8ln4QRJf95CoIS3ubiX43CJp0p7BIxU1izhUJ9gvKGiOFBFv2MWn89iT/JdQ9SIRWqX/eO2F919pK28yMastHhx6labqYQfxQqe8k/FtKk9pTi3KD9SuG4ZIaeVGUWexoV9o16pNBMmhKqlZtpEMwUSIlRWOkzpjDFz+G4WptC9Woz3Wn48X926qv+m/p1Jxe+EOIvYpq4tXiXQjVao/7570Kfq3UcPWmXvEQhnyksJkfcrpBPvzar5v3HUmFnqmtGoXyXXCnUJ8HwYotC/WrzKGim1Q0Sfq0UtlrhH4U+wbcKzbJewz9/Etf3C7uzJ51VGdhdCutptUEdL80cNQcK2bQy6E8zhVS1sk7pVYF0pXB4Bz5IKJaHqRS2K4W/1grVqhqikZP/1eWVrBTOl2Cr1D//pZum6MXQkyavUUgnhe3SUTVXWC4VmgUjh1buxlRk+HFjJsz0Cjs9BUMrzGYK/10kG4XDkqajQnX0alhCdLn+NVOv/kkk01eeB/CF+nGhXp2ZhRA/mN5zWzx6i0Jmfqbn8uklLeeOyplCk8UZlWRcQ1ldIPX442pUWGeTwuFaGIufw4f/aq2wGV9N9NO8wwLNehnSRg1PqLOqb5R/Ecm0GOO8sQp1JOr07zKzHOkHFWa2YObcoP2ewmxa8rGaKezbq5ilbmuF2bhpTTtX2F8wpVFIjcIy0ctom+Ln0MqZRaF+NTErNfA+BlVrWtb6aiwGhVS7ISuFdFyuVtXURZN1U5//+cuwTV6kMDGXn141vTQyusSi0PxvKsxi9PVc4VBtkwplMqEUqncRYnrWc1hCyKZwKPTooV41CVJUajpw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}, + { PdfRotation.Rotate90, 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:C11F^FS^XZ" }, + { PdfRotation.Rotate180, 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}, + { PdfRotation.Rotate270, 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:BF59^FS^XZ" }, - { PdfRotation.Rotate90, 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k8ng/xn+J+qAdzcVEUkOzunJjWn9GOZlOxOZ+0TffWhRInz6f419sRXaZB82UnBuopjOQIncvomskndmhg0nTP7OYiJ1Gz7O+nTnRiZ0urMcDT6Thkt0lp8haqLsnCbyib778mIsmPyhgeYRvphH/64gi6ZEfIIMUdiUqE4r4sTjcwlRrG8HQzotoOcOEJRqRBQ2JErXH6fJYGKijzFdFyNvYmsitz7Dn7nKRGY6c5wmShGnUt85Qy6xFUP4kT22BabxcGp7UheJz62cyEkFzWnkfKLvOkrWo1g7YmlJhk33M18FrRHFjYh0QfCdRvMNSd0OvMiJboaICK+vxjMWPmr+LmiPCHKpI+H1sMrw8VKioAGRDywaTD6CcB8udjERXPfvV2QzDNURnY/MCiJL0AZlUpflRETaG+RJ7L6NP3wX6CCv0l/31zdOvNeYvfu4jMjlgYQqIlFjl2mGPNGle2MD52ZsE6JpMIaIXMM34CZU0Ud82CmxGYgAkLNHRgWR6D+Uae880cFOvM6zTY6ILwNcoHvGCTexCuOxHpQQ+eSnkP41qPKIYM0Km6lrBOOpXXJSlF4kYGFxrOvW1RBFC5VEgegulUUp3BorKEMEX8Y9Lmitt0MQfJISmYjoO0pcWEMSfdETU04jsldOlDld6ZTatHNZOf3QOaxRSLeJLdyIGP+zjYi2AzWaOqwkApVElmiZW6Xu7nSGKJ6lRL3bEYQPZwiRM+XA9UgNUVFOtHRRnWYPP6jyWtm/lqdGZIngN49/kz2KjX0PLiCp016DkroDJyby5USZwhjVRBkXXiJ2M1kiB75mMo9vD/kQ6PvPb0BvefnE+Ul5orCOyK5IVBXfapeJXZbomGiFI1LpBI1R3HHOu7rjmWp8ckwUy4niBkTZUJFZJnZZokNC9Pdgl8RUoYF1nW6rJCpMpHwIxCwjylUF0cvEbj5DtEf28ijR/lZEdJ0OnU2oTOoKX6Tl4j962bXywS9HbqfrQeYj+4ToiA7w3gsAvCcugUqIwty5gjxRZntfYjIkRJZU7DJ32uEfoWOELj78MSRt6JscV82JN2OXdEqQTQ9Bqh2vmsjNmBBeRXQrCZlsU6KjEK8f+sb+EVR0hg/bU3A5dxPF+mBulRGUDqfUPcxM1OvSpmE4n2Z7NcJfsgT3fVVETOUGRaJI+H4TVBN5oEp/a/Ix+rsfov/fIu7XOtwPYlVEstlM7yuoDOoJ6jolMuUrki8jgtu/DWN9DbvIm9TbU0Ok2ZLZTP2ChWpPlwG4uiCgGqzIGORT75gVtfyvSF9fWCXHezsmrbTsKiDqFAq2AaNIVO6T0/PMfnUUUrDrbqBEm7sH8Otfh1Bf3aUHKA7QHWhQifFtFXYfLHpf4WyTzwpVQZJvqyLCqzUhgvD/7MHIIGNEjoQEqojMQqzeYVVSzzYh8rMmhTxPNbtriZMErQ3aPHFnNVZOZBwWKra5lEgoMlnSCztbFSRRKjVE0TnHNXmgYQvnziyv/2vSK0gRUSCKnY7rhrsWXcyF+/DKiEBaFSTR3wWihQyRO3UOmOYmCaHaWy8Qx+IPHw39GQD3VBDp7NQm0cA2aUbrEkkMhMICll9BpMG6PFVx1zJyYlx23tyAB89DaGx5RCD++gB5swFUoux0XirBT9Z8RiSUPbaDEiKWjRZmbMIov+IJn77xshVjKTTX4Q97OIsmsiN6hGcHESmROs1PS4hyE5VtINEHhs9vwTKiKE8khvZllqp+2YkY0dGDhGgIOA/RWi6+KiKWhhCmRDolopPH8GjYTmpvsKzOMDv1qyzVgBGt8d1/9PmHjmOVRJ5GEg+jqEDU5XPILiUKC0S6hIhdCXSAmyWK9CBIfHvoqZlHyIw0OBE/LKlRImq82JFeFqVxeHZ0mAEoq+891AEXM0S7keHHjAib6Epiqnia0D29uEDkVwd/81VBkmW3jMgY/ok5MyU6XtqAhocG0EYGxF5MoZRY3xQghCkRoLouEAzxaqIo42KUET28/F1MFBAiJGJo7G/FY4RV0y5aaYGaeURu+gDHM9wckR5WmNMiUXZUtFIiZ+m77xghG6NdpBaQq4cfJF4+diJEtKmMyN6/FG9hHcuJyHadcTIiNPFKiDaX4A/RCkuJsKJDUhdR4z1ac9Hapm6MtD0/2iKmIiOySQ3aMI0l9ENk5t4snit/ZxmP0TQlMjag5kfkam9cwEOrRjNQw8t3VwtEtlBHIu6DSK+ok3+8EiZjBJc2It0Px+9EP153AW8phAvKiOaBq+GW7pzIIkRx6m2UEfky7Vas/JISbSKioVlGtBnofvA5/Phu/OIGun40A9S9XA1G6e4CKSsKIdZ2JyDK1e0S69cdQzSPxs7Sr12HPiLSbbwfb0zC0IqeU0hENpGTu2dEeEPH6p8oF5XI1jlBtreFiZB63d142/CpM7NoxA4iUjpG2MtJyofiwdpn3cr6nkdF70g84RtBSoQvtuwb/iE9Pb8enwuscEIlUUc8hmGwM/oJERyAKF8vKLYgJ9q9QMsnbr+BHWFHbf8MY1MgEgLazsBEhZpOWFWY7/dwPH+NEb36QRx48JRWjr5mRSASMgVVEM3kx8gDpn87CTPMUW9z9GYc8/KVjtEHLRkR9ESp6zax62qJoE2IdBwCcru0/tgkbTs02hoREAtkDUrkFYn+jhEhHyxTgVQp0bAtEiXHtSKrkkjiHzUZowARob8ux2DOaY1o6ORETn9EcUoE3ZQo1hQTpRBxsm0Ck2rIMZOf+jhDva6L8cJs+kiyN+I/F4h0xUQjUE60VEEkiwU1WI8Q0bDxNiYKhjJSF6jtzZBpPWslV9+pJIobEOXr1xEiZBk5+Guz88hwFQLpmyKRmVz9qJaI1yW2Sw455urXHaF5xIkikJW6YZVDZEAp0eLnyH5cGZEY9y4jytWvO0rHyIlyY6SUyDwQiRK+xWm0yF5gN+lV7k2UEeXq1zEi6Nvoh/NzTpx8Lugq7bllyYmiBcfVl0qILBIuNWuIcvXrOFGEiPAp7EhY2tUSZcqmcFM1nvycBbSVcqKA74uVE+Xq1xGiX9ZJDiQh4p/bVUzkpF1URKLRPTdVZhIiYR/Wrjn+nCdCr8uIKLZbGiPcOrNIFIEtL80GzhOZPADbN9GvkeohFq4kJnbDVtnpTeMeLN0bQ1dfj52EaM0rJUq7nPRD9C8oETTEkp1vYktCIZEPs0QG3qk69n03KV5f6N6azTnph+jTBiXSRaIYWOoCduBGuCpW08BEWCCOt1662IDIHYCIeJq089uCSqLbYbrEBtQmwqdwD7e+NJk0vCkQ6Y2IcrXRjmL0i4fZ1fRsd9UVhUSGUGybEWEb9XDtK02IQD9EkBPRMcKG4+Y2VbQqx8iYtHKlqYkfEXx1xUpKLxeItJMShYQotmL9kArcFiXqqSPSxmbtTPlwB4ds0L1YVs+tJYoriRwJEZbxA3QFneWHHGOig9hRtjkBOhPnYN5Bwhfxx5CdyZtLFztVNyJKqoKkRId01lpU/fCqdt64o65F1e/tH2erx/HzA2PoCSftsr0SvzeqIZorIYIws8LixlHKnCN95yjb/IG3bftV5HInzaXLiMIaouk8ETwiUreCxshJ2/J5ComGbs22eHeTUyufgVVEmXMT/RDFZIxWYsN/KCVacx04roho4r7dXO9wJhWvbyGiJF+7W2Kw1xHNFInIX8zQ2Ep7+e5teOrGaH4510bFZUSHe5io1NrKdCXuh+gK+cvKt7nUYcNhb3mNrANKQsW+lSPiRt7+PnFialx5r2+isEOJ9CC95vHSBWVEmmddgNLXQwek8FLFNloa5i8nWighgqEhNqu64CjbWjbcs7oUiJhGse6WW+zCdlk5UWGFPcJEHq4xKBK5joqTEyTmZ4JZQ0pEYwB1gdioLhBYQuRALzNG+0rOghjRBO47U0JEi0lVfNxuUMEgrciXdqoLOnhIei/dlmuRpoIIS+45sGjKiZwaIrPBbcBiv4kwwL91Nt1E6o5pw04F88igcr5oyYnqCn3oDWoyOCGQECGRs1f8DieKmMYAAzcmxmOEVtDILmoFhx5Qq77jPkppJ0RIpX0GEW3hkGxKFKok8rTnnKJWsJsUC7Jg4/SkdIzicK6DLGB7MyViEq7AmzBwWgkwrpdInNWESGtes1EgulIg2oGkpy4mGrDdm+FjVTf2SJEoaETUV7gpJeoioj17MxbGKHBWeXWVgWqdGB42UibvkxDZPWZxeYqJnPgSJjpwNr2On4h7cOCTYwbahwdriG24YHwOzGwUibYg7wkxINGC7uaJyDxCGuL7w4woOoZ768lCMDqg9nZccMdykWiNEu0OTDRv+oUxmmNJ5sPPsDNqN8H9pcTmHYhoCJ/8AA9KlqN1QhQ/PvBCHlhBnuh3GFHUYUTRTfAgPZo7YEAfNwh7ubgcwWX4tEN16oBEfoEo4kRI17F8sY8xt5YoogGJcGjky47M7H4KHyj/2OBEsws5XVckgt+DLxiJbTcQ0TA+56BPODKz+5u4BNXMwPPIX5gpI4oTonVcJI3GwIPBNl1IbHN4WupIxGiuejMPDErkFYji380TeRbpoaiGKATOG5+SOxIPYiJ70BXWDwpjdCkvdcia8g1aPgonpAxG5ALjcE1uds+jaTp7+6BEW/5M0QpiRHw98m7CxzcuWSy0NsgVsV2nHS0ViXCwE9mvw980B4047fuFLpBHU2zjCBERpAMNvoGJqBIyB3yGADwg8fdwMsBTdox9wYbfUhrJ94p9Laf4euQ7NFKoAzJGdMoOvnk5LFlg8YWetmIwe9/ARK6EyEiqyhMit4OJAj5GA+kiYnRJF1hobZjhyOxDgxLZgqW6Sz0+OMc6SelsHrk6nkeREqkbFqK94gu30txYDoYXKojsTMG+JvuwGzRjsMfGKOREsOMOGfCKEqJpORHOm1jZWA+BWqK/Il/d6/FS4BojWqNSx3bEBktr8IFc6vAu1foaIvoLlUT/ihB9s8cj5rpPfwCUiH3aHHgaAaeEaDsEn1tXSbRKiOI/yBN9ESREOHV64JhqCZFj7IVDlChQROQSoqhDiI4gvI+Wf4QbZIz2VViqSYxKSnSIxgg9SLek60T/ROfRn0v2CyR0ubkP4/v8tDuzAXfYbtTgRFrRTp1HZoSjh4TI9MxBiALhKqS6Hy6hiohWtmiXE3pg1Z1IvYlR5USRGQXghtjRIhgia8g+LHnsfRPtuoSIhZdXYaxvsbJvOhhJPb7BifJbLWhMfNxHBbwL3X2yIsaKiLB8z93NiJAIcqIXdXZkdXpq0DiDlAhuHB48CSIH/LLjbVecqOqbaAPf9tQ9lAjvxfIMDddiJRTIOz86eGA1H6ozD3deCCJ75GVna7vitE7fmmGdEM1Sogj9Yu1Q3GphvUi0wfct86a3ZxzuzO77lvGis7fTGlGIfgFCB/49eoQ3/bGw694KEYSz++9YS1+099dbI8JnQXCU+AKue/PvAlUd5cn6bEmI4Ha4svZFG7ZGFAO223Ke5GcEwFZE5JQRwcNv6hc4UTwQ0bSMKEKWyotgjmQNIqIrLtaplGjsE4MsRbHEUKVEe7G2beO8wVgfjEhLIpBLeOWbop2d8Dbfs8M+DkfDS70eWXzZWWCEe/Lqt0YkMeso0VakHVk/3MUCMdAKS2IZAtEcIVojnft+yic5qv/+uQ+QbK6ECNJu0ieNnBSI6NqwHWrH1jYRbnsgIsuXELlw7QAu3+rzHdL49l4yj5ZxhvF310/WrBPvH5UQwUCLWCtRayBLNT0JIhCh6/4HuKKnRLRzNPaqNRf86isXwQkd2WGZ6c2IfEy0S1ywJkSCgGUtEp4UupkQuYSoZz/NiB6ZxfUmjimR8Y8+8YlB9V0JUaiFbIyMxkSSN/JWROkYjVAiy97U36GhtAUD8p4Q2uKceveISx0IWUX5Ov8o7bMsmXC80Cei+ZJ2DyFCNJdwoduY2XXR8aVY562yxqbUu0dc6ihRkB64KTMKE7Uka3YHgUD0PITzMyNDeAl8Etiv6nt80zJIyqoNagNNlRNtASJ1eACiahPKTTejJETsX7Vd+CV8rXMzMy8Ba/8mYNgRm0ePppnML6rI6ywQobvED2wfBFZI7eFz5Z+2RBtJZsfwLlicCD4Ph4F15cMCEYT9NPE5ERE95gQCXsH3XNUeoVifULIhyBtJJkQQvoyIsGaAF/zsyhFOtUXEkrb2XFa2crZSrUSC6xiUip0GNwQipAMcG7Ixuv4x531aAAe0QhQjQSFE2p5bu7Gc6XRgSvPJbGYz9OLhDNGiA22fHOf7MLJVO7aq6tFSordo18mj87UWvlggFs+puMTSwlJ3ZRnnEaGH9BIm0iIH3k6l7jIiWrPUEelFolfxk1/UsDcG6z16T1ygJN/Pib5v4qeHGN5iRCGTuv/FWYTEFmuJKALWU/j/Y0JUk5tlZZW3LC+K5zPsvm0mZbyw1Fkwr+s2WyOyX0COoF4g6srthjhjfHhlRoMG315Oso+tcBgfs8VEuzSrs3G/slrj2y2EgkJgn0XGiImIlogiC4fKiZysqpOoK40fMYM7fIziOYt2VdZpnAET7TVvN1nrIJlFIhtovoN8VxyEMuBeLyglytip0sdshgUiiMwlctW1dwjRsQMjj7iAH1IgcnGBCPnLtj+sIZnAyU5EHg7Iez25xAaZmFLhMduJpbqzkhAhAVghtTodyAtkk8jJDSpUt1c4NIGI8MhRInqUxishMmC+cnRcaqnubq8kxcrM6GZ8hvtegYikiq2oIIqKRHAFxzUQkc2JghIiM6/qiuo7tVR3Vjq3cqmD4J4eDO/1H8Bz9cBxjofJp/9awUSSEq1j8YhSJRhGJUQ5O1Wm7JjJgIh2VwzmUiG5iL6gwQCP0UGSNA0PPE0B0QG0CvMIQelEJ2ROK8qIcnaqLEXfSDTD7uYSL/m+SSP5v0xthocOiFqAO66K1cgvEOGANKYRiYjoeLV2qkx9a0nFiV3IifBp8hh9mO2V/x0p96yKaE7PByCJtPVyRJ7s9GjBTpWq72SFpfkMnAhqD0C6x7eDgwx7PUVEU/Odwp4le9ihmT11IiHSC6pOouzMoEhETlDZMSNyjBhe6L3JFolBX9NAknSLX0ZgZp1LCVHBTpUpO11KFC+v2TE9CXLgGJjvNUWdVKc1WHI+TDzdh098S4gkyltiq85LnZa/2LchzY4+gPfhtulxm0RBnsh6vZ6IdyUovG1cStQ7Qj4sI0JScaEHoZJD2N1x2RE+H2+Ye3aqM5bfqZU68j1GuWudJ9qHVswikA4lignRwNphQpYU5OHUW0+oB7AUleo6X6DD1ZPLXIKiLFihFqX5iVypXKN6y5KkqCJDOLRYSUOaIiSfR6LpTeOvtVVBsivfsVBC4xi+p2QeSYl8fDwobeYMrR35GInukcUrYTYnisAxP8YH93vHahryAUN2looQ6ck9xNZBJLcZBBeWxnJsWQ2N6RKiuEN9FXg/1t7fa4/IwET+2WE9Tas5iuQen2Cp0p1hS0Y0X0IEOySSfxu8P4S93p+oIXIlUqdhIu9cChuYZRcTut/RQJDRD1E8/EMyRgdo5T1vK2oD6Q4ViYCDiUKhB5VRpsAEM8jm5XIbSB2rbxEN+/QQ3wZdj8hFBt2bcIclRBYiOh9SQ80JbVzcIKwNqdJnrDXSDIzI7/wAZ7ITImwwk4tMDExkFzWQhax7jVfwjaqIBPXN7qghEa11izM0TB7c+p6SGuyaO/RAYZAwUaz5IDnlUkFki406A1BRAVdC9DYnIq+/CkM1RDnVsI2TqHxkoHhaWhnZrOzvnRB5oKqDRlHqINiC3OHccY6hGqK8+t6C2zH0jUgn7VuQPbyJiOyjsHaLj1aFBGZTImKZ0ozBGEmd4XyDzsjJAWeSmwkSH2Gz27Pwxn8HoS5jImT0b8HDoDaSb/ME2j6soM7WIre0MBHVDJ2BNi6vcTNX2sdnET2dVj0yqYgf9+D2VhhUbNX4jChm4bJmRPPo6Q37Z9CD2DlATojuJFpzoDHCVWazkyiyPeAEWjAKHqfHH9GVXgThfMUeH6+uE7JwWeENsZTIgduffsZyYGzE5ioao8QxGZhIUN87WBG4AI2RD7SQ+AY45A4qiJy0ShUlc5oSoeu+SHLyd94z1+CSs3z4TQVEuKeWlY0wmK5OW3uHOJMUxg8cvgXAwjQoV9+8khiVPqv5GHkd5ifT+AMNdbn5hhV9vryMrYqJlhjRHWFEAozr/xe603C8yhthRFRozEg+iDIiwPqy/RXdLrBpHG0wom5mRwwf6Ft2jRg/7ZsOY/ovPb8sjSZjq/K+uUZTzYCJnk3Cd0sOkxYfnFG4x0eI6FPWrWO++NUSkcGxeQPpPNFcKRH0CNGOv7EMh52AEnmDE6WXOjQIEUmnM5J6APEUWAtLppAQGE7SCvNEoZzIgY7XJSnEO97KBQicA8DT+QbfnhB8PWSVuCRp0eTRQqc3rm0HlUQ0Y5BT5xJUcnWJeUVBvCr4HUL0tvFvVshsZJPVHpgorWNBiKDtTwkaMLCBvt+EiL9ntrCLKCWai63tn3qWVmLzzvRSoo7tKiPawZnDlknmRWKeBJbbjIiHIXKqytiUS90XENHLZIzmKJHLie4aeIysdIFdgfFZurkNOVHkuPpREyL+ZHMFf8xlV0r0eGxdonHv2HDHemmIuDOgZrAE73sdE80SZcV3LHG6AVug6ojKLqB7EqJN/MQClqFheGdFqRuQCMajRqq8N2E0S7brrbTeN3S1JkRlPX/Psh7XWSILOrGNjC1K5DuEiMnrmUEXI9zOmQdrIzui9Y4dsml12AdRWYOpc7nuDKwEMXQiK2B7fF8/POrx/mXHYECbAV3H7YmFJqIFmzZW3SUbic2Jyiy/ULrbsgIfiyx+ZnnHTokGtoLwVrYpJCKaYYhv0KDR9WNyetlrRDRVcoEgW300eT0cWzx3a+fuo2/AWEdEB9hCUdBObFPYZ1k4hGGi/i7DVQTsaQd+PVHp1nXJ/tFt6Fndy4jA7+IWxcA6OsBjpIDIEENbEIdk2Kj5x6seMDxtfwAir8RSvT0tCnpgX+nxzobHg0fssrYqRBL2XHJ1RIT8P0/bHoCozPbexem9bIwwUZxYQQoSpMWLrSLBS36xtXf+PD5/u9UCkVC4dcfBY+QpJBLd2EPoBonxurV6AcmEq/ltEMUJ0ZL3u4jonSmFRJkoJEh7H5/fxKaRp/ld9UQ9HMHgRL+IV5AuUPiyxBQgH4wxIjRCf2FgInByIumOWGRTm2SL2XUf6EEIVQJ1MqnEXjJm6L8GJvIGI5qvJoooUaCSSMtsTYhSuKRfgL56ovguQnRE95SX/LM9Gz7bFhHeFTeTrTAlRJJ9WJv82f8HavMfYl33THI3QO2ChE9Q8Wn1N4YxMJFUM5ASWxY8Cug88s6oq6BZJEJawOBELxim1pSoSQ2NXIYGhAlRTzGRBlfOC5l0FieKjDFtDTE2udgJiNaPOdFYSnRGCZGJvs5OU69skWi1NSJ7f5+tR66pmgg3ODXS3BzHwltJBziBq00iGK7xOIOlmojs/TgJEQ2m4hr5Y21J3SVsNWxRosjwsFfukpCL1lMB5NCz1vx+NEjGCG8mjZ0BgxLlarBnsy0Z0dZ30zE6VqXpfDZGASOi22Njk4QItETENlh24FEyRopkDtKyI0x567TE5Bol2myFKKY1j7l/dKRWezvchmPK26BEF9QQ8Sw2LZ/yZq9Aput24JU2iDYS5W2mRJMKiEApkc8jJ6QhqEKibMIJI+rhQmbR5ASAAxPNiUTfS4mgQNRrjSgmq9MK9c/hc5joYFCiTHTrdbpbHeKw2TOcCLZEFLHbsTHRMS4SM6OeyEN/rjjUrGPdGcLbPAe2MI+oQUwjxMQb+xMYL07OKCDKVIjFya/0SPQmfFL36EacZ/daIYJm0roOv55GRBNqiVboGCEi0jDjj+5jRKJdp2o9cpl281Ol9LQTL/76NID7Som+Tbak8KblJvzy/R7zyhUTkcPTDk1n8FJnqef03lxQQZRE8p0/INsd8SSTiosGlzpLOVHIo0FuEjM+hH/ReyOcAruDEqVnWxyaQR6MkrNum3CEEgVGAJUTJadi07DJHjxvPxUMTiT01hl2UxMIL+kjbWkGkxTVFpYjljq44fwJInKOBiVKbIbhzNK3wccotCMLqicykruhRMdrcBcR3Q6ccG5AIpcTZUt8bcBxg0Yg4cFKa0RhemtL8MD5E/9hRDRdxxA2s1QfzhLtcCLW9lZhvM5IidIyXJEJLyGizwJ7UCLe1/Kgkyf6o/vX0trbMFRMZCaHWXmqCZKGb/i/Cu4JQSOi8hezVA/YR5yIPrPvwP/9/lUhDSVw2yByEyI0VHH8gv9r4JZoUCI2xr9DP3JssZaMm/AZY41lCEFVtQyEeWRx5a0lx3zjOPQ/qY6oQz8SMiIkaR8x1lsjCtKD+1p4jO+RtOIL/DeltbT6I5rJfCS036BjtAvvXVoV5tU/DKklspOnNBNz83XPm4uVE8Hea/fu0Jyde411gWhasRXkJKl/I47LF6Ut0obUHZBIOOBxF3r33Rs7OyzWtL6eczbVEUUgPbc/5NBZRQp3PAWMiD/j7gmJhK2uO9HX3v1FWvgfYa2vZo+uK/QmaMNW+qVDDj/rhu51AejRwkBEvHM0CWPegC71GKTz6LuYKGpljBx2kJUZIpwIubT+3Dxp+TQIUSbygpvK3b3ZNdghjY3VwMlWTFARUHW1xA6BGZ923YHeXFeQOu+ERF76QHCamP1mkuSCiGxx40rNJPKNTGhLNOwQkYekbobtGJyUSPgLSXx7U6j84Nv5qysPbSV3GusbiMgHa4TIPjFR5kWJQqYZomFxjFQZdjC3TZ6aqvomIZojRFh0FBEdMaKH4N7I+bBdolAkCo0NInXB7AwpKzQwUZdvg0RY0I+su9DnlmKonChJgk5PNDlJURB3ztPDyRl8J/7J1yOB6GZChFttX7l5EwZDFxzlRSCZ2rnwulDEkd5peBYRfcozPWsBj9HgRB4nil1eEmVpjTUPU7wekSLfWCC8DNGig4kcMDrNpO5kVlBSjLXLPf7oizwDZGlfIAqtj15R6JkTIjdD5JDT/BEYnR+IyICC40eIjpc40cGRIHRXHOvAU0lkZE7x44llUXNy08NEbgVRUG01ejkiuI6JLuVLVuMY3ohKIlOstIDcsScXb4FrcH/mxgiUECXz0K+KM/DTcALR27dTO3hFUoOiFSIL78HG0/F10N2ByGYgrrpb7lyxE1Uld3XuDoGILd4Poz835mmOcYT/OYVE6fFpkxD56Cm6O5s+iPANwwpXhJ96kxPNTweprrMSqx6eLxKhl1qiICVahfEcNCGAmwEIu3WuSGUEMphmkXyQxmul7dHfxf/3ZCtEBnFeP3WILr+7GYKFuhU6qiTyp2dSIpufMSh7xUqJPCHahYi+doZeYqHOigoVEvkKidKWnDoh6rrXEeF2Z2pWseQUdjWR+CYkdW/Lh+jh1oic4y6wIqzG/Vojyqsk8jiRl77JgqcxSLYJRKLYAzfHxImpi4yl9RlKiNheebdAFDtFIoVjdFZ87oETd8HBMYyWap6alfd8JVI3n25RWLzGEo+tF14KLbvZDJENvWt2jptEerKer4woyBHt8jOCh06rRBOZGCsiMneP6i0TKFZukRPxiuXpGFW8VGrvApG1cVR7kWy9ICnRHDsoS4iuyRgIspfCMRrJEM2iMdqsf2zZmk5yK4gdKyVEtySnj8qIQBsvvPsyDQ/N3kEtkQlzfqJESsVw3y2Zo/KQdqhuoT+DhGgKxn9h79YSWTDnJ1bMO+k8Kqg7/+daIgLwVcPZqCXK1a+rzCX2pURWm7ohS7T1zxoQCSUFGxHZtWPUithZhOjegBmUcRM79aREhXmk1FbNEm1QE/lC1XoklmAvJQoFotySuoqPVrUidV6eyAOQl8aCNa2C/BoiHgvKE/VoAnY7a2ymMMscrXJGjz3FxYpGcju1PDJk8iyaDNHu7k7ZqqQksCU8F8OfI0QOIQqE+iU1RPkVN+9JZubRLmzXnzBh3idzCRG5GSts4h2V/QJZwLpfoRlaGiNbuAsoEGk4jmEFjYygworLXwu8PoMPSg5PtDCPrPS2DJGI/qPfyFAtrLiJXcezOoP85k6rREEuECASuc3Wo/yKKycyhbOW8peSsKqZjpHNZTkhOlMTrYuqCLF/xHOJWfqHYKZKX4EaIldGRMd/splTXlhx5USA9NC4FJePkZpi+d18+KkDvtCIKKe+DYnylRJFZru6LjsR8OsM+DiXp8lmwS35+lQkIjuxl0K7XakrEMVnsRoL64m07KBYkkfs85MgASnuwogMGLepGYpEi/heg3rNkFMFEuWNiBJdN+UmRDqMypSD14rURelG85lmgfxcZEjYm+BEtHAQJYoqiNz2iOhXj4JGmy3SBZdR0sqWwfWBB0YoUWyWE4VqiWyBqKG/C6vsVIEovHPPZ2N0kBw1OEUivZk5YohiYshmQUIU3Y2LxulCN4bWY5ACUYiu3EjpFHrRlM4CRERqP9QRqXbLbb4o6M0WhszUsavWRy3uwUPQvbWWKGiBCNcm1htqUUcQfKdqNSGOxDMbd9USKdZ1NM3F9IRkztpHEFXYqTmiY2p0VxEpVgyMSMftC5p/oMJOzRGl2SWlimGuFaK08GYj9e2W26l9E6mt7MQ9MqTpmkddUo1tVJowWqFsy+nYdWYfomzn9K2cSF4vyDdPi8g4CVFQYTKUdTlZOS1dp5+EKEx1XdCE6BCeos2gDUIkXY8qugWdzi5fH6t2gciuesKNidwfISKr0gpqShT8CBGZlZZqQ6D4mRbc8pMS6VULkqxvy2nY3v20DS8QaVVPI0vkWz8WRFJTdVFSO/owAnopkfejRCRT31BSO/oQSjqytWU0wEGILFnnaHdeMkZ/Bn88iGTKbltGJNRDb9tB0gYiktmqq15a5+R4kxNtlm+5KCbSi3NzoTmRzFb1BKJDZnF/C56eE2sUifo54StR356fEvG2wP+2ikjxPLJwbzePNhrR2Z0EzYmc4iP25lIi7hWdr7QaPMWKITJwvUH8raZLJSluTiSxVbtzCykRr9RxekQGuZwHHNKhwWO/ChoTSWzVufkgTwSvwFxf7Mz5CdXhugh396AVxTymkePGREZRfac1Bp1Dz+gl5XUutKgZtOSedT4xBaLy0K+ESGKrpvWCvvEtgWj3QovehJl8j50QkRppHv+d14DILrE0k3pBR/escqL3o+kn9BbHiDsm16TKkzbdTIiCZgIrvSP+NLS9W37f42VoPVBhqqoJOuaWAydITiM6DR9b6SkDThRYf5wQuaDCVFUicwUiH/DiGU0XvTKibkJkH3EiCKqI3IHVgozIw2Pn8n8fhCi5UODARkTR4Ppa8oUW4O3otMhqFkOrJdo7HSKzPALoUCKfdxUdlOgIJkQHlGi3DV3nlBJp4mlSVxHRcDpGTjtGkFGuatKNWEMdUSe5a7slxWCUf2PaulYfiCgQVJDXIGNwQO1tlI962gJaU0bkNyGK2yLKBK1aIzqr2q4zSiOAmkBkKyMqdLC3T4MoyYNTQyQu5f6NrUfyjdL1QM+E4RQRbX9HmC7Oqem6SEIE1BAJIXzvJ5xW4t5GqfYU55FZrn7s8GREF8HTzqlJHVV2zYiMdIlvRJSI3AMGbCe/TkoUkt6awsOqLDNYd6JK0vH2tDUDE2UnnaJmWOWK1BDxYyaNiaLWiNJvLj0MYsD606NWWsW38No5VSIhNaiUyIL1Z5btFU9KVHqiCrZFJN64V+WLhNVE5/TECBEznHpvOzDeUL8gDUjUxLJcEPb4DriCu+IcfwkRXbhaRGW5aVoTKQmE/rA78JMOO9h79CWrjOgUpK6s3bbe5Jn6ItF7w4zogaCDiJZObYywnEwJ08Wt/LRXQ5Tutrz9GisE6j0227FacWIriKbricwmhphI9P1JRuQvvv4l69Q8Pqa+FoTpUh2NrV7kPYHIHy0PmLQ7j7JEOqw2t8PmUpdUOqnKsWuDKHtU2YTVobHmRD57CruQ68k91eGtssCmqwkLpR1Xb2pEjXXdWwnRZ0BLqU5lRKElTFCnhihuvB65idQFz7RkqhoNgkxarcfT2GYACdFlfOVl+ZUvtkQE0/dElQtsDZFg121ybYKs1PiPzNNcjzJfbJRNfb3RLdhpl5P/lROto4c0bLYS+G5CZJYtOEYjosQ/iuBESuQaLxsw2DhdojSA4Nd82Kvez2Gz7t1oJCEKhm76JYMUdlpRHGgwGuSLmmVEZiOiJM7gv56syuuXvBkmdeYpEqVlIb1yItdouoCwpudM6vhZkPg0idIM4XKimCxKJyLaR5/7+umOUZIhHJcbqiG5xf6J4ssP+Bb0/lA6j7y2iUBYTuSzjiJASIuoqoDEiVxwb9eCO8u9U1yPPLN28C3WqTTNwKkmelIkoo/APi3/qHEGg0vW2WZE9IgLedsGW+e+7bQaJRabWTSaGjbvLlRJxHuCaO88k7ztVapx/KfMVolI6wdefY3K8nwNUSyE/MuIkvy66FkwlCUK/rLdmKpniXmX9F9riGieV0Oi9y8lRK/NUOV/0C6RS0ogasIQGdXC57AcooZE8MgdSkrWV1XtVEbE8s8dKKRE1tRSDRsQAZ1H8uP3hhrVqVJFFBPvwCW/irlLFzcgsuu61yXeRGS6DWJBkToiLUnYiRKJ4W8cG4BoLvFhHbfTILqlymYgZTOixLhhRHz9ltWqcrjajqqJhK7Ez2VzOddX2oychFwPW+JxUP68HF8JUZQh+tP40TZthpCvlaa4t5ocRw5Kiaw6IqHP8rFQJ3EJbr132OYKG/CCOqZYUZR+fdeWXecEROmuXtjR4Ys9WUEatWPkgUx5GRa10+UaqCnRgmTXMgYdvSQvKFaqvTmRl/h0nCiWEfmNiIrn+PC36SY88JW7R9kVlmUGmqlHzrIfByQqnnrDH0REOy/2Ws1n4L1ozPSuGJEhX8mbEoEiERqHjtF6hobLiKz0/nWByD3ZPJqUEr0C2DxqNdPJZb1orFSY2czSByBalBJFPw+G9ZLz2Or8I1e8tUgk0gYggsCUEOE6O1i6V4/bjDMgIsFA42rb59sq3omINHjR9mREcP8UiOyMe+0KRHYVUaUVpK095fhSokvY49NX2/SPXKa7nHRZ4ESmdMLmiVz8J7fbpJ+Pg0BK9P+ga8fGhVY9Pic9cLRHCXicRy8hynoTciLoS9ajaAOuomtHw3qbXjn3HfDPW5SAx3m0KiKnksjd9qeLdt27/x05FXIkO/umTHvHItEqHXtNaG50UqIt4RQ2jO7ngjXaNdtejyJeJxGSo51xhsiUE0X9Er1jckU6Asy2vfJQS8alSGTIiGi8Lo1uyedRcvYf2XCHfGACANonCrSEAkI9+VlYars1EcgSIp95E/8BhoFwQbud06MCkc/uBRPFKVHMRcaTdVPNRInlRB4n0tdDN7lg3NZZS+FrPXYvujCntOT78b97NZH8EqLDkBF5C+kFGdua26LH5wpEIVubqonyuy0yIm3NdULBUaKT5yhm5u9f7jvtzSMeQTXIxKXLppZYP4hQ96Q7YlY1ETKuZgpEf4/eS1ei/fZOgsQ83kO3ii0+62FIckZKiIRdSzkRsr3HZoQwFyXa5mMk66GhyisPORG14Uw+65kYoEdXIDJ5ILaKaDFtgIQTRZnUoS/XibLbbs+HDWgv5SkWONEFIlhOROt8eBVEEwIRSIl8ZqwX91uq22j2QeTTvZWQ1WOgpxE1LgdaGVEqJyVE0s/EPvgnZbsUO6qkzkMX83CCiM2zxlKikAyZ4ZV9uCFRNyUiH3DaPeHrEiI95k0MaHIq16fVRG6/YwTxxoDdSjEDkQhX1TEgr6OuZYhMGZF+UqJ4dxl9l+O0kBydIbLJOK1xy0rQDLEOK4lA30TeVOnBcl8tkZXqTzshItlIaL3ySmKKcR9E9ALRgyEZo0j5NCoQ2eljOpvcc2jIicDJiT4W0cpi6muCiLrOgVwSyK2PJkR+DVHUP9GkTiuLPV80GkJ1RLhmRm7gKZGnlxBlMtjriaZSIuMOl1hYNxcLIcVKibQckU6a4JCLy4jsPom6CZH+RJdKXay3SGRBrr0EIteCkPUjKHgT2ZMgtUSdT/kjnAh4Uxo+hv18kehrConiwoEiPaRbMAZ5dN2S5dJvRmTu/nA0Ifp8SE+ePlKQutcVrrAxv8WEyPBZsTdHKgyZB1BHpK3A4003TaJZJQN/x4XWNIOLz1rnj0iZLss7MaVEmVNvtUQE3uZGyAUdS931j7S5HiGi/BEpgxPJy/JlTiY2InqHEXWNy3pJ4xZXqdRZkoFnzqz0PsW4QCOiwx7zgbT4Pky02S5RlHZtyROVdLe0Myd8GxClc+X466TMoNOezeDi5og2rWyRkTB6+kje3dISZh0lAk2JnBXcdvS7hRY7sUoiHAFCl1nPPqcqInHLmRVDaUpkkUaqTzjtSR1pjujA0ImF/CZyp9ThlCtVKHYlrr6XHJG5iYh654un5QN1RDY2ViP0jVbGR6El0kqI7OZ3kCMycPveSfDV9uJ15Kw1ZHGgoCmR3vwGtGzYVMNETwH7qDWvPCFyWRVIkJEmu2QozMYuZ44IUKKbYFs2Q0ycVocS2VGGyKsgav7KSR3R/LGkskYrRJnaM4zIV0lEqrWiheKihEiVrotEIk38WkbkqSQiggDJrmdrsaCARKhxwMnN3X9bRM4xvvvR1oh8SsRG3fBF15sQuYqJppzYSaLf6ufRYQwSIrITFoiLKIaxgGKieWxwDReJ4nElRHthSuSzvSu8QY9jXJRoTDXROWKl+oXzE2fV2HXBXEqUDs8slrk1Ve17CFFPiKXhXRdMlPEojgJFRPjnc4TIXxQ3szSorMUS/qo/fyCZLTR3PRzPjdFBrJBogRC5yfKKz1gaaomeubmgBnLG97oiIj8NKWJXlv1bTKM9KonMgqrOEW2OqyFyE6I4rQGCKwtaaolAboyuOAXNAJQQCaWIo5TIYUSRMqJLeaLwXIEoUkLki0TJ4T1ijze/Rm2+97FzKWnAno6I2Ypd52WIYmFprSSyM8t8LVFkTxWIogLRshIiweIJEyKNrxqqiN5FpnAlkaMgAEmJoixRWrfRry7A3h8R6CIbZMTO67qx9Df4VMiGq4KILdNzWSKcKqy3TzRqKZ1GlIgphoCmBQtENdqnTyJiG2aJIiiO0YYyIvolWkgzuI18OVFlROJj4kSepXarXLRy9OhqEKH1yMnoBhVEIf+RnihqlygrdcHj6Qq7S4o8LaqwGZhiMKFLeqyYwekRwRdS7X2szgoK+YLqk+zUhEi5ZhgqEn05JYroWSRlRCTxj7QvaI9IMkaRSKRia4JpBpNlYpB6VJxIg6dAFCZEx7ESQ5UVFob0FNA2GXMe9zVOgyiQdvYZmGgdMUF6RAeQTZesnj2dMVKz18KINvFhKvxttAign2wNtUwU01xSletr6sPSDVVHINLgaYyRlybp9VRouoSIylhEAsKMSIenI3WawnyTDBEmIN0SeaFoQz3RkIxIF72jaZVEAG5HpFIdI7LqQ+uDj5HTTYjIJj1QS7QaG2Q98nIxXVVEIyN5ogN4NiWyFBLtkW9yvIhswBpuRtOpI+qMFKVuMT2QNOEo6aPKVlhKdE7LdLVuThSk+0zl+Qz4vEHOh+3BJLkKRuOOkjga9fichCjK7ys1IvLp39xqohGJriMZiUl0VdkYAUY0C5K7NxMvuc54tMRTBtVjNEKPJwpj9AM7QYzBXUqCt9RSJRXJHW+CtXfjj1JvQmSLGeyVRHiQrs2O0KpI9AtQFVFIW3Li/7OTEmLsEHO9E+aI+d61RNfB7DyCq4JsO6qIAuAEC3TvmBOZzYky+d6VROMjhePyhzCYtBWF8AUi0oDNI6cKLOjOpcur69RfS8tkR1cTgYLUXWmHSLgrE9IDXXZjIj2THV2r664pHHEbtdXk1QlEsdAhx4DgTFHH1j0SvxkRXo+uywE9ugltRa5eekORUJhFj2kRtOZEZiY7unaMsv7dkWOYx1D5GDGnK2ZExKxrTmQJ2dE1NgMoEMGJM0uheiKPazZANpMNv0DkNlmOTkAUH/26teTZSlJNRCJ+/+TviCjoiyh9uicYo81fsb6knijiMRJGpIeF6LRbrbyjExPBrvVa11YVYeBEYSazfrFPIl3M9+6faH8FctdyXRlRwH2uExEJcfOEKGxOBFeScwAbyoh8fhXy97N9EpliBrtHR6050bGfntV4UxmRJ9Zw4kSNNYMlZrD3TfTD0IinLNUrrKuLbttZun3EDpGatUSp8uYtD/oh2gnMv55WbgUlQR8yHaBAFOdzbKp8iWZEndw88qwvzjMJf04Z0Xkx/GFB2h/RyMSk3Qa+REJkVBFpWaKDX3JWFSVz5qNb7Ctxhj3ZbGFJAbVEGizUXq0k0nNj9PctEdHzjrTAh0f6I2qQF9KoJtKF3QSbl+DogwimIhKpJAr4Vh/eqqbJ9w2JxPYZVi3RFNByu0VrdjtEPmEJCUdA6+c5cI1mxe5XEgmlVwGrUGhVbgHliHTnvLKNo0y8jhX90YTSBDGurWyRonawWnm7yc1GgvDJ3fKcUw4N+H2+9D2jkoiKGTOH6OjjM30+Saqxq4jE6LvFK6VVPO1rM2MULdpJl5P4FxUSxVxmjFTnmAmRVUUkrowWr5RWStSdyioGRHSchDnvVkjEalOFpp3KsxHh8zk20Q5xE18CMHStwi/4TM5kiBetMPnZVk2E5MwWZqgW0YOKHi+2DPg2TIkvwatw6eVEL37mDitH9CGbt/FVSsTuyXdEnRPhc25ZouLxFkPUUSbvS1NGtPYbzz+QVQzfdJISSPHgR02K95QhmsQHxWgtF66GHK9KebNC5+XZV9p2oWRvLzRakbogneaiFDmQ13IJyogscbHK1qySEBULUm2G9nEbRH6GKEpnvWtT74n9qnirthj6quuTVjjf9tekdGJE5tZupFLqskQwvQEPp9ul/kLxVh3RranrZScjumghBUhM/k8ioq66SH6GyEvHCP1N6LFeJMqYY30TIQNrlB7UMmJwxnKF/q2KiJxMmIkRpfeoFYi0jBNQ1xOyQEQbqcbTI66FibyOMiI3SxQ2JtIzBmbfREc8OQh/5owFDSUxOwlR2rOF77aUEWVb8Wk1AewC0TF5fNHtmAz8pAV3le0s54ji5K9u5qkXiayM/9k3EXnzaMg2eSxFHoWEKD1+5NUQZTM06jr6yomslMiKVEtdTleZya5v3IzIqQ4YaCVViG+c+CWLEDnHrRPB/ojsamdUSrTDpYBIXdjOeiR0OOmPyKreZCgjcloj0nJE1gmJvP6kbv/hlEiVZvBz64l/QqKaCGwJ0SGpyg4sC/aUaYYgR+Dn7rcpkV69a1tGtMvHaC0E4wqQ8qvJAERadUS+hOhol4+R5wMFWZ08mmMVU66dfolAdSSxmugMLoCjqZhIdmmlY9g3kVMZSawdo0ANkQVLSqcUE1UhqCGyKneIy4ggJwrpPn0LRFFW9ZVPjTyRURkkLyGCCVGUHqtRTARPSqRVBuRLiGJ7kyR3LkP4C7YKIrOs6qzRPxGeSEH/RCshJjK3oA1Dv50xCnKojYmMqohypdRdtJbD2FZiNciI4tw/NCaqfNUQmSQWGbSivanY2adMtEzOGQxONCQlikCjpHyFRGgeKdoXK2s1Iqq60yFabpmoUd2oQYl6pzlGp05knuoYqdnGlhElsn3RNP//QARToldOd4zC1oiWkvWCEfk/7kR6SkR3mP0p98eZqJeOEZc6uH8qREFrRDAlWlda04m0hi1/+a1JXWp3mUtKifyMO3RaRPGmSLSuKBXSkMV+pP5Su0Qv8TFSQeQDkA+VnKgSVm1Npyqpe4mPUXDfwER+JnZ3lYgOkjEKBs1kN6L8VUP7tIiSWuXhuJWMUTQwUXHW6/JISotE7oKTzqOBidwG0tESkdgq6A2DFy4flGi4JHAscyY0VzGRIN9/Y6wrGiPQB5HlqSU64hf6VyEi2lE0j5oEU5IU9baIyBi1SWSVEDlyIitUsB6lREunQMRNb1nOCaAFMBUQ7bZIZDYnioU0zr6JkhxVuNuy1DUmMiCtihucjOhK0mliE/6N+SNCFPGWqich2hd6ZxCizdMiCiqJ7LSaQZ9EgfDzZXO3xTEy5ETFXUuTnR45IdGeUC/xsslqdvwIEKVHLfol+qHw8/smfL+9MdKbE7HTI+5g2ntpAxNRo78VItCUyOKnR7x+iXL9ojdw68zIak3qilXzSon8ExIRVb1d0BRHbRGZfRAZQr2gPomONrPXuXTffltEmYkEyolsXgnhZESb+fl031EL3gQ9v5IxU5MeNOVEwQBER5c9YPycQ40hhSfms4b0RHp9P6miKCeyTkRE7v2ApptEnpH8qgUiG3JP1eahuqRnk1MkcgWifuJ1IhH08DhvtkXk5JI68azyyzy+pOlv33t8G3k3+fEkY3W3NSKNO+RJE1XTLby5X6KjLNFxNEGelxFPJZF8qJgol1pMpoRXju/SoETfREQpbPRgOKm7lMjYiVhHdq81IrN2v3JAIjRzPnqGEbnGTjjxQTK71AJp4qjX3qrDGzP3TcTVAzhDpQ56iAgYRy0TGQ2J7GZbzwWiDZxWR5o3GxCP0U8aKsphDxWtBVe4hagBUWSekGgTbp61KRGSuvXQXlOhGYyiRecK2rmWSCP92ZsRxQWiN2zIdB0hUqLrcnFvK6NrkludriIK9KZEi86+mJuKvFhOhKROlfY2vIJn5GdjPfi1UEqk88rtDYiisw/v543T7QjHnjt4HrW0HvW5HBMiVsVppo4onLn3MZEGK/6/i26eQ//2pvejQoT32D1GVNekTZsf7z6S3fxHTNHNU0T4CVGv+f7baRDVHtH9edC9s5DOEOMx0nsemUcreI5dZSKkHHmv6Npenv94JOtL0gSNozmkXmxgLDFT4sg943hXjwh3XUmI6vTDUD7MRCyoIyR1xhggUrdJkwfhVSTybZh0v7YbzOkPZYAoEZljnkBES/BeJaLAEYnqH22nGKz7LjZb9CzRVZxHkBYvZfW9wz6JyOe/+yh03rIF7Z0OkI4fGNyPhsHaFP3N6Pgt1MkZLrvCCO26dR9s9PLkRDonqs2Ameo44pFl8pdvPwidHWR7L0mI8G76vh397MTHeb2+m9g164iMAYiilKh+KenAAlHwYOz8lu2lVpALQjHKtv+X8LNgeJR+9ZBmU6JOO0R2nqhOf3dvzebOEKJ7ofM2FKVOS4mehh+197Z+GUwPkVK84E6f1aHTq4lifQCiUCCq099dMf4ck+4FcF6PHd/JzKMgIVq2A/D9+eHOxSGDPC19nBGZ7ukQ1envB3uZABAhekaHzg/EMfKSwIb+tjEM3/VmDTACrkdELg+OxuDGaiJ4/QBEAan3yf5Wo7/vzRQzIERxF2sMU5hHnuB/7p6fARP/+Ge0ixo2hBMiWB7OYWN0QiKrQBT0QYTGCPmArzE3LdV1ItGO/+EpMD6svQwwjw/SarZeK2PETiKaKVGN/n6wmLv1/4Lr4EfnLDnRo7secJ7udoDxCgC/eY0gdVNz1UQXT0Zk0l8KRDX6+7Hid76HPu78wHFlUteBO092kac47fwl/l5MlNTn/Xy7ROlui98vEW6h4fi2K2qGVOouuOBNMDK6tP7iBI2JJOeiz1YTzZ2MiJ0WtQSisBnRcSJ3hOgHoleePhQNaQNtN/rMEHj4T30hbkCSDqqJphxVRLBm5yOTQUV0HbgW/jYeo/UiEVpGRy7ceRz+hAa9wJvMEFnVRO7JiHSKYIv7sF4fRESXTOH1qCdoBkFwd4NRcARf/UVSn2xsPiEKQanRMBgRa2buiESV+vt2qBWIpsEHpuZsORF8Afz+IYQzGnl4z+sem0cBoItTBZF9YqKIBvS5Lq80hOYegnohqzP+p3iFdc0dvsuXXkU7ehN/e+9jJJL0+NfMWIizVxOBkxGxWD/T2bVFjLVgXUIE70IPQXdNia7TehBM7py7XXONSTDxs54N2Rgdll9ksDFip645Rd0hCy00ZZm390U4qdeUrEcA9ubBAy8sad6N+x4YRXa3r9c9Nkb0hHUyIgsDaNkkyLAilL9cQbQkI4Iv6Lc/feMUehizwBqyHV+rO8nBiL5yQiIz8zuj5iiHLid6KNLgKCghioFtnZ0CH39tBjygTToBq2/ulaZqMyLzhER6Zv2pe343wF0ZEbJCH0BE6xKvHI24vnlXMPSJa9ae/vBTpg6DqUSjVhLF5srJiIATFrz0cv1dyFG+Bwupg4xQbd8tIfqea+rh6JAGXh+OhpEjNudw0XarvfLlExLJFtCowfp6mBKRkv+PuYaECDwSxd6jOENEW39Hj9xPwGjqrhoHiY3RQyqJmlRNPBakjhzLlxOBGPrOjeiymj//wcvze7tooOnek1ZWNJLNo4MdlUR+PREVHZu/He/xLcmI7BeQDM88MdIF89ZqsOnf8ixTP5pbTXSklCjsh4jcmBEBabwO9oiL3Nt/G0TWevDf4i1SuqMBvLlKIqiUKOqHCHCi9X+IJZoBISwvRcEKCG0jMBwzNmhBzFInlhMdqCGK+iPCyu8iIXoB6Tp/+qEcEfrE5hu6qXdfm9QuRbbfudO1V+n0A9NT1UT7ioisvonoGB2j9cgHxkFuHuE3/YEGwP1INTx5J5pwVqzhwu3oYyOnRGT0TUS+0zjARNMFIrT4hF19Svu1aW2fmSWHu+gjyNofmq4mekQRETg50XJgG1BCBHRf+zIwJ/nM2iYJzG6nhugOVUR2c6IgLaZtvIDsusA5yPn1HedRGM1rvvYaOHOti6yEBwFekj2856t9rZroc6qIjH6JXmG6zlw/KOz+dxbRl01f4xnD4KzuIQ/2WYDW4XWfRBkuVhPtqSLS+iVCb0e3GgmW6khK9AX0rz8/rOkmWAAz+tzHvzKMc5UWwDUI+7eqiaZVEVXsUGiFQ0CcyAfnqKXqZMdIfxStpT8J3Eeudedvmr4BdEZdPFGfBneiyVYzjyaUEZmNiXj7Xh8R/TeYaJe2TxTnUQ/GE2DsGm3VB1Od6fFxoiy2tH10KxM1RI4qIq25rvM5kWc61IftZYk0eDv85jjQhrQloIG5OWyd2lhccdeIkdMiAk4l0YqECCnjSerDruRimLPOZjSCjyGPTpngI2RjyYxIV4+gxitvGDppRGQ3HqNpTgS+NEQ1Q57ojq2VaAgMGQCEQ0DzNPotMbixoqsuI/LUEfWhGazE+WCxIJLP8Ez6iZ2VOALjWFcf8sgCyWk0Be65ton0eqIDGOPK4XuM6O3xEU60kvXqO+Bzx6E/Dhw0Pl0WFybPwBAsi38qJ3rVUkVkNSIC9EQGSyl2fnAsJUKuN/yBf623CG513/5bksJASv5eQR9/skR9c6JIGZFTThQz9bNF+yDvc6LY+cHjQrwu4wJP3eKOgnNAf3MpJEnCMDzAE2nsXJqY6UqJYlVEekXo5PUHuIECKJHNif7jMSXaLDr1s51RMEs8B1yz+PsLpEHRyFfO6N656jEyFRFVJvInQe94jyRt2XyHGUvdhoRoCqHooyvv6kYvAHelYc6R5ZvvCB1WlnmkXSKncnsi823f/2UqhQcpUV7qzsw8CG4Z++YoeP9uAB4KUiJj4luhs+JVjFGoiEiDDYg26JlEtsAiosX/+LgQgRT2+KyeE85+efhn7NAmmuXuf0/DnCPGjS8Fj7tRFZGhhsisJnIY0WpykIoR3CIn2gimLyOVNo87U+pvGvCuJ8HNFiW6PA+9+7z2iewmRLu0kcWLZnqU8xZeNTF7lbVg8g70z9O4H6ru6niTwMQRyI8u/cR/Pw3nZAo8IdKVEEHYhIi1T/GMJPfkh48LRKk27vzzrTeHXkdEH/RHgjFwHrPrx8ic/ejyjb8xDZ8FY1edCIpErsXnkfNXomYQ43X3Hg9/Duntf7nVex9c55KtZWMN6zrrC9fD18GnvNMhqq1ZHl9oSLR7Pvqlzz0JPHd13df/Refzo+wSP71rvYAPdYzOlxJBTSGRV0+0z+xNElmLnY3HRaI0ov2xJ4D3iAu6CHL8p4f1z4+wUUZE0RJ8D+hfPhWi6vZ99B376zmii+k8+uJ7yQfGDfAO9lWRBhjpPmRf5rvX/8eu9f59eDQ/fSpEYS0ROeGTH6N0RUzV93zHCrG3sNcdA7PACV5NVPJXD7CW8SbcUqLzKohqN8v5F/1tAHoJEX4C9wi6Lv0C/Y1PbV6ZwwbdqDYaT+t+atr84RFdKOZKiVwFRLU784nUnY/x6WArJbpOmEcCUUQSRhHRNcDyb/HGzyUG9eXDHjlUG7ZKVJt0otF0rV14AUe2RCLtokCUfIMe3hxcIQ9I8x/wj4MP//zZxOeI6DHhuJTIU0Dk1CUGUaJdJOPYSOfJSHmilfSZjMO5kPgRengW/OnREJgCW+ntrMskQiWRXvumZB5peOdOGKOvIOtmmWfcraRSByLTI77Rzd408swvgsX5j19IbmdNdrmEyHcGJjJrD60lRADX3qDJ6DAOkXc7CZiuyxCB4dDxFlzwbCoG/he8LFHQIlGd7mZS10F2HCF6hhGhZzBhCGPUS4leDp3z6D9fZDKI/tx2fXB/QyJbEZFfQxRh4XwCRx1dTuSj2wDpPErjVZ3rnh3DQud52gQ2JNDP9kh0V4YoLCMKVBG5FUB4CsQ79Jt0yFJ84iMfXOsIexPpEqP/3rP/QzjcAd0u+LceGHr1rV9Cbu19H+Rv3JKpVuVEVQmDGrnp99CfG11ExA9R7CFVfgzSFTYl6mjBB4NRMDeCPqvBa1af7k6PmFtpP3CZzaVc6qqSOrUkx+AGkEjdAhYrTJSYA4I9rQcakuK5F4Fz8IPYnHa14TEQfBzCl1Oi/E2lRJYaIq9evVNuHZIVmT5iE61P5jvHvcKCNo7/Mvd9MDlmPuUsvPp5fRgsIDtCJ3osrCR6TxFR/YIVTVjwf5MQLfvzt+cShcmxKWR7v4l8VfO9x+4m3z57Kww1G/d4OSRmw2oJEVRDFNYvWNGkBS8QovSghQkxEaA17IT+rHij5R7P++Q/we2ee/ZjZI2aRpN1JaBE+Dhu9ihSQhSbSoiqdDdzbqLJHtz2QQe+VCTayUqdjvWMoa2+DMBN1kZ8FnhAQ39HH9pYpSMwhpXr9IjfHpELGs2jbX9ch960kyVaNHOaAQd/hgD4OET/b9rx7HmXECLZ/jVmFp8pXDKVOiVEMWhE5Ov+PJI6craBEmFd53PtPZx+AIAPA3DD15dCMGK/N/qGC7RxfRV96CGmm2N2U26R6EAJUdCAKHJ68QUsdSIRGiOTF3+b66QxVXxFTX//JxdH0Q93wWeQ1Gn3onG5zc2G90YkUmeoIKp+A5tHZ3rwt30iUZgoxFsM10TCCpueDNXhW8h9BdqjtouIhm7GqdhAx+UG7lrLEmltEYEGRO+M2fBBkBLh2b91LCUC1tu4uT34Z/D7C+gHUqTxvI7e6N2Z1rnyuFpkRLpKorCJR3iMczK7uKE3kboAnzHyf5YSOfkl7VE8QaYe3EO3/PrL9q2IyL1hBU3EGyDJxQucRNK53I0McyJdAZHfhIio7JSIeLChIRIlY6SN4ok0Pvcg/uLJF5yvdNls9G9KrVHeOW+ES11PIZHbROo24UH8m6TpemLa6vEsteuo2fFiMo+8JTSRPuI/vO6+dMdrC98jT2xKIAqFnB07r70VENUdlNd6lOgCfJ+82+a2s/7NCTxGm5QI/tfUZvjgZQCu9eGL2s4kmPj40RB45noPS9q1aVb/lQSfuIQpkTY4UV1dPo0I1WbvQhyNzJtXxGNyGpG6mCD7Wko0iv75JjQ0o/NdMPkwfA14+rextF2X3tQel4xHggnVRHUBSmQxRxt4jGI0MAYn6upP4HtPdV1K1EHyiDMzNI0cnreQVrnjWvy+cDS9qfEkTK6/niE6PzhRDRAYtmG8i4jOxxGYS8aoa8RIFQNrWfQ1uDMBnK4+hwmRlvt9pFqemCP2bjgkEE0lb1/IEK0OTDRbS9SDMR6j7fgy+JSZzCMzhv8ZEZlCeg0X03DNflbz0S0vBcD4FnCwhGFhCofTnLbxNC1tJkPkDUw0VUd0DSK6HxGtxP8AxrlmgICMkQ4lRPra8/vPIbvnorbu3Qs+5eKla5SEX9JaHNF4Ut5tCCgmqn2hlSK6H65AK9rxEu0NXR2PkXjaKiXSYPA/4aXGM9zrSbhh9MEvkRwQPSEKxzsltrd/OkQbiKgXobX4oSZEtwcv/Ro2rA0LWd1I5Y1/xSD567GehEWCcU3u8Z3KGJFMkBXsA0TTBwkReOG/eCVEb6CVl3jmZ4nHcCtkBQNizZZmEWWJnNaJcArrMiPSEZGTBvhsKVEHzPpGokeFrMZY65Xdk0BknyqR+fVYXGFtYFtFIjTZFgySQPgc3XBLTtqDFWEfulMyj9onssjBAnQvL0SfNb4u6rr/LNd1wDh6Svs2cxSMceEgoPt/C0SZiSQQWW0TEbW7gokiJHX2+7yAElqP/pN8HuH6LLiFeVfbBuMa+k9KtCaY8ZkjfadNRLMcw3hS/07EiexSXUdKFnwG/4AtnSGhfJL7K2KuwJSUKDBPZYxI0mAYfRgcJESwlKhjduboToUPXE0sFefxGjB7Xi7DThijUyHyGZHx7sFl8DidR+tZm+FQGCMTPf5fID+NuuAfkUGmCtLjm0jet0G2LdVpjxGR7SgKDc+IuPbuxP/lP0G5rgNjx+OUCF3a+NfCnfwWn0YLmbiJSPSscSpE5HxSdGUIGJeF9ajrAEem68DwLLiBb+/pa0I6/xR/6znGWyR6pn2iHiMKw/jTwOB90c49ScRL5k1owH2aVtgiq86xQHQbtxgI0bSM6GvGximsR0Tqwtfhp5MxiiOXeKspUbqppv8EuuJ1yV/vEYju4qtRnA1ACkTvGEHbRDYp24uIvuePJURRnCdKwxWdGz6b1oJ2R0kYgp4kCyjRE0iUS62gUI/t9onI5mh4HH8yQ2S8MCF4fALRrb+CFRnNgtbHXrMgb3lAid7Hk9PNqgaByEgb6rZE9Di3tQ7jRWAErHw7HqNZORFVDu4wWUG1sS/cmJROotvGr6Jfv+HxFVhCtNcy0VFKNJkQBUTqTKnUAXAX+MqNXgefHDXA8KcfYmUQ+CH7LyM/nO4dTUmIcJqU1S7RIYsxHh6GyO9hUrdKiCxR16WXuckHQ0YX3IZuFDl8QxBu8nLaPeosni1U6haJYgjaJfoWIwr/JDyTEG3iiaALsaCt1Inr3BD4wPDBR7DQXUZ2q5M9AO9ai6xkdUdCFOtwpe7MzoBEv87H6BuYiEkdETKTEW0SsyIl0i995HXDd29A0K9+pdvbePfObKUUXBJptGS3BRNt1NXsHJBoBBNhjG+EP2ev0FlLaxkhojMmJ9JSImNn6FXD9R5gDtAY6DycuaHloNBrVCDChyTnWiVCVziyj+5bP3w+HLN2Q+AkFg8lOmZmQJJ0og89MQoM71dYzmg4BsBtwu0cEhNKLyOC+ALAapOIdHII71t//fkrHdxU7THI4/Cmg4gCn2Q7+dOj6Se6JEI/uotPNm24ZrbZ1DExLzSvjAjH2d/QWx4jPI8ODp/3tb9jRGyMroBRJEEk9u1PC3Jkfu0Dxkt3WAd7T4Fb4IW7wxwRuaG5zEQSiM4nRzRaJoLw+d3rne/4SCj2+e5/DK5bDkLSGs23hbiBdc7T39LGPoR//JdrTrZT/B4aOJerb7dI5OLjaNXxEwVEM/gCz69fY2/4ZB4lRKNmAE2sGYKzwoHQn/Xm7vVGhpFxp1kxVoOsFA1Rk1vLoUXTbEB6iDRLFNnV2k4FEb6X57fGkWksEiG/zdyDu0TX2cKR8Vn309qLVJ0ZIXgLF4Zk97KEa0+s9QBT38z4yxB5ZBPpfLtE318gUhfegGfQEfUH0Ow3FuicJ2Nkg0Q1zH5U8xDRFFERE+Alf5ITRUiJbQf2a4lPLiHCge9ds1LsBieKF7D58jFcmSKk9+b+1DzeVhkdSdaj2VQhT+u6+7CHh+wLt3nz4CF3bA44xFgLpky47Vr4JAiddiNyoo3qw2IqiPD3fMwfB7zTiXsWz4DgExNci6FxSIjmjHHjf8alVIF2T4jtUWtGgxHWkTEhGhtKfPKh/6+594+O47oPe+/srDCgteKsrDiCwhVmFTVWep77tIp6TDAEMaswsdT31Civ+SM5r64FWanptH4hZDomZUKYASELdKMIbHNa0wkssHEbt+f5NUzjU8u1xB0QNEHHtJap24qOWe5AoAE6orQDgsbOcmfnvvtrfu7M7iyJpYljiwSInZnP3O/93u+v+70RRApWDTboHdE8JpIJUZpzxgjmMNELZy2RBd71AZ9NkwV3v/ArmWyRPyyhGbcbSFkeqQVSByEgogwRtlG/ZRcisiS3rrwHRJPOGPG6CKoO0ZOjrwAwfmrcJcoGwr7cktYPtGLfw4joEe1/R+JaJuYqItLZwBT8C5KfSIb6OG/l+Z4STTSrsMwb6X6BEU1m9h0H4IlT7toZJvoKvusY92E0UUZGM65VY/LYRs8DV32rUURrJPzXUyKliZ78HiMNRHajqQx+qqKPaCywVZxbx2WCIKug57/rfB+QnY0T21yvIxNjBbH6aK2NbbcZRLg0cX3jY5zCiN5+EhPddcrt1+cjwpLEf+U7Kk6LKephMDwuqMqUa6bqbtlDDJHE0jlCr4gWcObILmOiic8788g4+yjSYv1BInYjnJcADz6hcncBEsXKfxBpF97dreMQUSHNtxAxn9xoc9buzes6Gnbcp430IY/PIbJUwJ36uOPD6qNejLSu6dxXwa9MpsEd50mWDwjWhJuM1B39pvmW2Fai874aqx6sR5SoZmccIutJrKq4U/+o5BEV2I1Sw4YIv5rCQvj/aVv+C4cMJGmNFQ8hs9olGvUtsT4itkfONoHYu8yyQ2QBkcVA7Awm2vLtT/uIBtiNeMmUNoQ7iwjpHpC1eXUQyO844aBVqIuOaRE9jywmbYbG94ho2pU6dLMyJVpoZJD1WdzxowARM6T58srMOodW2aOISJV4tKIq4H7oEjkH1Q3EEAE3jt5TogYQ9jUtvkylbqmZG0oB7flIIlCeNrYh0bpvAM37Q+I0mFEtsI1lkRBRX4T69hHZ3gZdpTdEdxIiA/D7jHGHqHw9t93GRAf9RE7J9zMS8dpznwbgor3tj46LU7gljw2tHyqwpri2XF8ckej8ReoNEW68U8N7/hERN800g/lRKnWRRLQKUc3pIPMNQ/xhlp/BHarw5saSP82UiiPinL8Ivas5qWEVtA95DNMGvZ15Qf55oA2vuqUKmGgnewWpkZH3p0k58bZHJx9CTrjE2mE3pEAHTDWGiM0fW+V6R4T1gb0PeQwiI9I/KkP1MbCy00eUY6V6qUXl1UdexETI+5gs2YhIpafFLeAtIG60m4aD8mEi6OtZ27uakwY26fYdy4AyI+JyuGI3vXIwgohfhGTX/CDyZBUgXMXRZJJmsaVF/Jhu/N63xAbHiM2f83FN5m9+jJAlnAbC+rF0psqI+Bxur5dZAV/1SR1bYPizJZJGucBpvPXPnzqH81+0GygMEvmW2CARUw1vx6mGmydqQjMDhNrXtqYf9hEB8NEVN1rq0wypbfRP69Hs40ZK0oq8iSd7EzlIqziw566sBc+LDUodW1qX4lTDZhDBV/np2nEFVGq0kJT/6IMTAPyTSCLnmAzzEIBXkfVdFHRHfdXwprcPg9YlNkjEflsv8D0kwo+jyinJ4EhJn3YBn+Mnv+e+RUzkHF93AryB77lmPICb8ahAcn2dOgkhqK1LrJ9IdY2FOGW3aUQ2FBhRRb+ANUPuvcAYOUQjDzbX0B/L+j5oHuH1l2XVN8UbngLv87zYEBH9detUjNWwaURIxU1TopnzF/B+C24lK7YScent5J6PqUrN1MBzW925XrIDm0b42DFiu4hHY5Td5hA1YK0JX5oxODyPypc+iqWOW7n7Xh+RU6ORv4seAf8+af3rxZHULjvYbN+OWGL9RJrz69JSTEDo5omoZ1O7DqdEg6Zhr+Z2oue/f2WL21fBR0QDPHeBj+GjYWR9fCxI5NVyaNFEB5xfX1PF3hH9BVys6WieU+2tmblhZNftiibCRxlrQOTmoDkK5i7jriZyJNFoJJHuvsW1otjLMYKYSHKIBkdOcH/bDBANBfeU9PE1uwAy9d82VVCUfCk+M9u6IIWImNY+PSz0mEhxiKbNQdn+H+80N/xEwCPaju6J46j9YHBM2AB+qVvzbbAYcEKwYSJHa2f4Htl1NNi9qpVUiR7BUjY+VsBS5xHpASLynCM07COcAn6pq/uIMq5T4Scy8s4Y1TSup2O0qskqG6Oq/rFh5MMOb2wRW4mYUi4oUEWDcHkGcyk+Iu95+lyN5ycyhxyixlKviP6SvLDVw3POGC2qF9Ezzs9d2/K4R+QVZGVU+wjoUyy6+p8MlLE3KzoILEjEqQgQFVypW5rsHREOETxfAozoJIeITBl6RJpHxAMudXEAiPY4n+fwurxvgBDRzqL1GT3k84WJDOCaQbreo3kE4ZtKXazhFB2VOotHRDoQr2152iPimdRxo+BuFW/P+fhWAGq43OR1Oo/IlerTPtfVrXcKaQZHSlWj2psaSLrUrxIinqYYKnhdUbxSCh8ROA7SxjQHK9NPkvDlM3idxb8jeOUq7GvM8fnCROyyurmnN3WqPiLSlAbqeAuyzU7VbiEqIOd2q9SA/7Yf8GUIt9l5+s6nWogGolZYE7g+n2Y916OafEY0DqRLAn2NdIump8IQkdD0B3dkeO4vcK8GBZ4/y+YFmebVQEoiisgC7hL7yjjoFdGfoxthIvlSjFuJdJ0Afa9etEi9GbDRA55kRJq0Xr3ORZdThYjYezRHIv2JzSB6RYHNKg530jiVTfqJrZbgjm9EEPVx8IqMO6oiC+c9NDQn3dOqg1/Y/uHyKjLvuBiieoXv1RghgmYZdyunRNeA3EB+DG+7uyKQ1PU5XrkK9qoSWW9JunL9bB6Q7i647Nnwtp+3GyMnZFeVe0A0x4hmyzhuy8bo7nHsKUgBInf3pJlCxsWk2V8Ejw+gJ10+Cvok3AtFr1Ur5jYO9HvdKYoRRBtZd4bacrNXRJoCv7yKiZwUyDAh2ogi4ifQp8rLuA3S7vMCPiIomyHa2Dz43UU9OI/yUUS4+JARzf2oV0TYfClj7U2JbDGnoBcIV8C9EWOUEZBWmwI/e6Rv73cQiqiDNC1AVubCDxNRRQNXHtDzjmlbWerVeqQp9v0+IpPPKVeLQFnxj5Eb2unn52V4NfeJwb696+MynKbBrVrNnNh1Qg3puAgi+G+1MWeJfWq1V5oBEd1VJUQyJZrFef1oIl4FfyTBQk7n9NyiSYP3kgWbJUtWrkeouxai+SmLLbFkw4Gt9ILof0C8GwwTkVuf489OaAEi3SNC0/6xGeuXwdH/8AuZxaP4SAYOJ8TQyiQ3sjF3CRBNVp0aQ/vhGadecfNtBnzKADKBqF2n8bN4v83TkWOEiL75LOTAs/od/Mt9QHkdWeMKIbq3mf+N0OXVCKKpCnRcvXtrvbOCMJEJdhnMrssorxVDRL/oej2ZT43iENbYR0aHBHXgJSSHAu7RaYOB0UMJxkiAXg3NHncbyebbdSQ2KFPNYAk4swyeChANeV5PVrB+6X2FA6NaPquNZoCg0pIT7A+lEhE5GyCj97lsLhE9gBIQIs5HdMAlAlNncXZz4N3LZA1VZsFDKtvOyN2hJhijeyA83T9HiWZuEdFlcKHgEpGJqw14RLwGaksaniIDeJOCBfYg1bXYwOFh6VRnIgPH0lXaFa/UszEijQFt3SGywAV3jOjBJNqgR4T8bHmL9uld5BS0jGJyi2geDZKA97CeYIwWyUwlfy2LvSIyyL5lTETkexZcwN1E7lrp5+F794fHKPNpoMs8xKenPDAlyUafALZDxcaHb8vnP9WZCGuCBt2iuUw191xPiEqUSKBu5oURAGovrxR4eJL8hu4bowxSDjUBSobanxPmSgYQwcM1HPU7dHzw/+rrTETqr+8hsvBl8oPrT/eKaNnTDHge7QZ4jM7RFUryiFRxVFzZA+f6ERs+nFTdCoTrSnNtTv3PP/dEX+SC5CeiVUg/JkQZTFdv7O2VZlh3iBZVohkoEVk6tJ9zifjZC0Cp7lmfP8IvgdwyPtQIDD6BxOephRG7PthxjBpeAb8h+H7SCyLTIZrXLjyHHbOVYd6m+w60nFuLxQ9kOFwRnAfFA4Ute2BNHQQHxtEUr2r7lPmXOksd2+MixB7jcvNEzjsys4gI67Z5Heu6Ym4lh4lkOo8colQ+z8NjJfSj8b6jwlftPMhx34HFrb/2uP5oaf7thEQNFb2ps3KPiOp+IiJ1ly7I9jVtfIXj7SJgus4jQh/6O3jLB8/pUg2ez0ucCFehdK9+x7b1RET4FRaxR1HpGZFNbmMKMt0YNHrtwkM2LI+jecTKeJBm8IhSHBSh9YC+kB8T8NaekcE8XINNtMiIS2pSqcuTahelN0R089470OyTaUx+99hHBdtAY1TATcMURjSvObb3APIc9NzwbmP03rp5ACADT1lr2ILRxydZYVlbA9xOJPpcsc0igvAokKnjUr6e2W/X6BhRIj0HHl12HncgZeAu2tZHEKj5mbHR5otFCF+orBuAX2qxVNUYonMF5MsX5J4RVanxg4kQwPR1oJAxAngeKdQKKqjuAOAMigLN3dj3/R3uHASjEE5UoTHA6y1ExRiiKwMpIabd9+aNkZZnY3Tvddy5BY3REG+PuppBZZli/k/3z+AcRvWlcdCAU9UvGGAYPdlD0NjKaYmlbuNDILVhzvWW6MX5kipsoIfbjnvRbNB59Lan6yhR6uAqFI0RCFdfAlyp+ZI4hWRwDhtnJmhPFNBsjWkwUF/vkaXaYPOzj5NV90hNJP+ZlS28/SYhuuZpbwDLrwIVW+saB+DrqrRqAW6ZrtARUe90zBjBVXXAPH5Hj2xvjjhecy85muFRm3TyI0Q2Mcc1nGSh8UQezv3J43j/kAnGOEvtx/8oNEKtULyvVBxR4/N3GPO9yk2wkbEcop1YM2x8j8wjeEZ2iNg0gt9AeuTlOy1wuF8o5tMH0D+KTad+pmWUuDgi+Gv/UR/b0iOiOu2mUgIK1XVz15+k2vsXkeF9JUTEiXveU97re0zFVZ79Hya+L+0BHknk1wzB9fTPFpbHhN565aUFqJLDvMWrT+5B2nuYeOWaFCQCGeF59HsfHl/eOpqW4eoq8l3p+ZcdiYKa7ft/XTce7DHRV9nxR/zYWWeFhbS1vQZ8Ht/Wpy3w9xqXwGDxTjS+1riThowm8uVhgzHh5tvv6t+0lZ4QOT18/hDNKDxG2rWze+zPziPtLbA3i4nY4sk9eJBvzswgb4rkgV7do7tFJ9Hj4xGtBx7cXDB05dXejJHAQjIzjGhev1gjKyyyGSiR7pM6vjY52ZiGGVzR2bBpzTQhUiLvkPaI6oEHt8X6ZM3ozRg5pTQlRLQhEY9v4k+LeB4JNtvh62VOAK9un8fhe9EGV8Y+qfTn2VXuju9Gy4hCpvZTNhdpB20iEWRjhLxycnLtypDgK0IAzK4TnwB3/tU+sGPd5myw9jow2fk8qtKJKBS0r9rPKrrQUyKVEdn5C0qOxBlEH5HTGCRbRv/5ebkEZ7SJS5yJy39IR+JiZ6JgCLVc2yUavSU6y9ZaC1z4HCECUUQqfzeua7aeNg8XbZHcfutBGTeh6UgUSoDZF0SD77nUkbI/gKWuOvuJLU/5iZjHp6bU17lVNEbW/eZYLi0cZjVt6pzaiShsCNlP3QoiJBmvECIus1IQW4n4hbxiFnG7xGEJ6sXfm8DKbPKGiHCAi+s1kUJOXQEXRkncu9+vGTjH3cvDv8Fk5oE59PODuIruwCK0q6rUPZHcIyK46CN6Cvdrmz1II/l+Itc9zf41sg76p4Au1SyugTGUVXjts6qodUu0rBigp0QVXNiA7IcrfTlFJZpB8G6ycMjJ8WUftIB0h3rfPHznxQJOQQOlZtfuAd0TXYFmRGXQZhCtup1xlEYZ/hgIs8p1Ffy6n4ibcmWK32EKSn2L/T25NDRCymkkaG1fMoTORKEA3QqO4/aEqOp182mIUFf5WSQOfiIdEbmfGYKNObg2vSHI1p2DpOejsv7lE8/ogt7B9m7JudqKGbGtavNsbzKPENFlgIjQiPwfkUT8lYzyw1WYOg5E5QczJ/ThIj4Y0n6imI2L1vnP1gkRwajN2DdPZHsXOwQbT6HH52cn0L/9nwGiQ64PK9r3yerENhUoj5bLWQnNJEx0YQBXSXYYo+atIYIBogomyuEJH5Q6p3wOn1HFIVmRgGStfn91PrtVAzuR2uob542OY2SHn96M2Pq2mUTLU+bBMl6fcriI+amAZnDiIvwIOI4GypaMh777Clxdx2HTR2FT7xvFv8J1o+tquGlZj4nUoQm0Hp1J5eARAHK4dqsSJkrBLPb07EFT/LNB/VlooBn3KF7DBriYY3xSqXibAQK+p0SrapPK2IUmXWE9It593OVXiexftefte9emiC++HRem54DVvRXU0HtMRItHRsGFNcdmaCVCSrqMVhEwsW48tTNdUnjcoKB0Dogg7tSbbJsxitgNsqlE0yZxj8CFmsrsugrTDB4RbhBQrdtpxcjPmaLy3rPYdqrpYIs6EXMTrQ2R0Vui2rSJezPl1Qv7VQBnV0ypdYw4WNfKyw1LgKawamZybw4hm6GyzwJFEEPEt5G6qMZBm6q9XzMwkVm8sN8Af6CuZqOIjDfQ+O0EtX12v6wPGt/DTW7B755BQzESfY9MOyKrZ0Q0OniMdHa+mL+wX2eWqkMkuNobvIItvK1/N6+AoQFJP0xKN7eCeKJCOyIbKD0ioiGACiFaPDK7fyOWSCOu31Wglvi/AHdM0rAX7turxQSD9HZE2Nxf23Sikks0Z2D1PXlmVjkEirnVgkekuOvR0BdO54F4IgPn1vVz4j04ZUHrUUejAw2c2pZIl0KRyU0gUiozjp0/Z+D25ZOXZ8fxrjffGHFuLoWHlR998wnws3jrS61hpWhekjsGwIB0JOoWW9utR7BmSOGik5smsj408LBzsYqBCSYvze61YcXyiMp23R0jCym5Obg+NYyL2Kw0/3nBcdnFc9GKoe0YIX1a32Qiw7ctRyBE+Wuze62f/JW14kodlMbGXamDFldCNOTN6n1bvQeIdmKHOhAJPSWSCdHjRm6vBcu+MYKSccCRuj+WS+Bp+LTx6LtQhvpg3TuKXbghIjHsY9w80ajvQAJCNHMVEf3ku9FEqTeFirq3acNHZuCMCQaeoT9+u0jso0jl3ZYILdWbTYTMuLoTyRcJ0dx1PEaUyFVJDhH4IFLg4pWvTUhgbkQHeR7g5rfgK3iMIh2ksfZErQdD3jyRDlxBFg280sqIyA4SXQCuXffBpyY1RTliS+IJnFHvo7kyPDy7jejlqC0RnIKh4w02megwurpwnfTqzPmINJeI/6XC6KgCjRcV2ZYnDw+laZ3DKA9ApBMrdiJagJaibDKRZ9wJhiZGEVVVJ9cC+D9V88+jP4cVaCurr8OyzySNcvlwZKUDkT2+uUSmz1wVzRmZSd230QqbdYk0lwi89eKkCSRg4ahBtQ5JtLtIL2ZGT6P2RKvQLvSOSMLzqDSHdR1bYRmR6RJxFwwwK8JJNxc05NUtRDixJEfT374zfsha3YT1iHfn0RzRDJVruT1ohR33E3F+zTwoWthyWkX/s22bDUQ0ER/tldfaeBSbSvTFNUz0uJ7ZExojzd/6Xxf5WWUGKssYSoFI5PYh0SvmEVFLLKgvmshnJiy5nRQ3j0hwry8Ron+pp/cQK8jTdYZLxP/87q98EQz65AQ/dxaXBvZHBBoG0pFEln+4TL6HRGT5ntFAaB5BT+pSv0Fzeuv+Da591OqLcMvz0USByozQCdmbQeSZIeQ5J9XUniuTJ5suUROqwbVG8J25SSZPjqSXRtpXaPi/5nyh4ub0ZhO1hJ4v89gd8jJiDah5RBPIxfu47BKtmqzfaJGcC6kmjNd5R1U1wzn0TSAKJzzsUWHVLDKiJtVMVcP1+GR44QB7Cas2xGffUvkibdPUNnVB/q+A37rZUsdVmsHNNCZI7zWXlgdwzUnVJIks2zuKpj9zj4YLhmY2lNoD54Bfq0tqmCgbTVTzK7sS3Gype6DiXX4Ni8MK3ig13xjCRG8fUGggwnvyX915CiDLbt5Ahupv5wM2nBYmypPASsQYBSpqNpnIfIYR1YgwIKIMeFkZovPIzhfQwys+Il4F0qlUcQv6gQCKA37hUluJ1DiigL292p4Iwk7nyIfiDM/6XK4lTKSC2b1O3Ft1PFyXCL4oqDyn4lNbNKTJSAUUb/zNBIh2+WKIoATDO3jiiGTYcupXspgqyVbppQrOnJBcOSFCl1caQSLcqpM7K8+rqf4hpucEZLJyhEhNSuSXtO+2I6KfNW6AiIz9On5hoC+332TeBCZC4mj/91FXBr5i43w5rw08JjhFDvwy/HPEwkcQ5WOIlgJOXxsiGcaXI3YgwvOo9i1lQQNCbj96Jx/DdapoaEiG+9yolxGjIpDHmeQHKEG2eRAeJw5SEiIy5qM+1fAnbYh4f0Fcl0RYo63tVN6eB8LsZwDbV44upKD13S66Y/QQcmexDGSLQ4DPF4nbLa4ImIiLICq2EhFFdFxKJnWS3zTpPjcBjV9Wln1EAol9yfh6LtHkO3Xs9fQDfJNUgTSjEq5L8ForUSqayMyh/3xvJtISbyFSvA3IN0S0vlNZb4SI0ONM+Yg4rNHyIA2kiX63WGg7lQszkRVESmdWk/Vg935LvzHNsLQTKQeVagZCZDpE3lJ67yoAz5gg85iVdlqZTIpUHYWI8oCaRSEii5w9mawHe+R5rkmJ8HaOJaxZzL7cPot08RUsg7ymBY8o9QGplgXjSDukTce/45aX6Zox3nqHSCLJa8begUj2+e43JHXLdLMYqQuSGBF6nAXTJeIfEFey4H/KGkeIaInxQSbp48VkRPjNH5GSEAV28t8QkUzEZ/bT+NmRrsNEYmCM+CX1zVOAH0R620CPS80gckrsl4+BkVE9EZFAw8OdifyTTb8hIl1Bq4WFiArUZmglAuDOjfQo1LYY3GWWrgRpIhtNAAaf0FvzYTFEdpIe7GJAodyg1DWQPTO7Lwu0HCNCj7vbfxvRQrJV2HKFL5PVCVs6hOhriOiTYWslarcOJYJ5pTORHAiC3fA8uoyIDGDmVrJ7bJNclfddTexHa5A2BI/pWz/BCvWzeErYiFP65IHkROelzkQB6BsnQlKHrSDiTUCyavO+FbuW7UPyfVr+lAqEwofIgjSCO7mXsRM7FCaK2iPGjjGwOncsv4GwVyTRDCYqUCLaGdpHxP++zut5ERcQ6r88+34a20YT2Kjmh4ASTTQQIirSpgmd+3sHP2fcANFThGhaJT2dtqwU9uChDhE1+CNrehqXAPRxb9IViexTgn0WgMPjkWm+EFFecCqXOxCJIVvjRsdo8swsetXarhXweCsRkIqz+haQGsWqdSPLZcARqmTtGUT0+nDoBqQw4ECIaIgqZU3qRCSF5l+XRG+RCjukB2Yuz0Kr9sckXkelbipwMUmXVZ58eAzHUrMqkQ5TsTh4cTjqLqHj9+xhunDqHTsthwaxS6IT+O/LZEfYpVm8P7F56RF0y74wUZavbox+Ac8XXjZ80tFcRQ9uD0YEILlWIvKoZsdOy6F/Ubsi+nrWIbInr80q9rv/AhEhqZOZpepbx5Xv61/6kgpUrmRr1Awi0vEmPo4sE1W8FSYaoOtMzIFvWuyc0Loi6gP4MFoyRjPGrNKEF5uXsNTB8BipqvwYXNaAqinuwQUS2akyIdLjysNfQpiIvYIYY1WLUXXJlJ1H9CvksITVEtk9mlM2IBojkuM7KoekDmx9/F+RP5HQZAlSSnrDhk0LE61EpWLN8ArLpjzosK9cbCnG64KosaBxq5TIlq9iJ7PSvFTAHaVOIKJlH9H9HPxVTQA8r6F3WHflvQQtRWzAqLYg0uUWIvqsaofuo1JLMV4XREtcn7YfEeF5hMYIv41dl4DTO3rVdt2E1G/jGnaQ4o4sngBPX6fGNaJ5VbHGxWakgSyfCRENMKLoluVapFWX1LLjnOjMmgY+j4lUEdr81RyW2Psv+QTZFWH+B+rzd5p58Bkg6I9IFnFUC3Lj3X1w7YwYbfIrh1uInCCc0pao5V+7ITqHBuE3EdERGVc15OAKp+26ZCy2inCqcvhzQFE/RAbnh7bGXuZ1JK66n8gXEIdhS7XfJZLaEjn3VsTk6tsd9vU8US1EMyBdV72C5tGPXKlDV3ViJPwF7Z/WVB5vo+jv/wdXHcdspAZf0fxEPh1sh4nuYhPIilQNWujhLKA45Fo3uk4HHA9LRDPM6bPK2Z/8lZfjw+0DXSIzc/YAyCMjSIXwU7DIiF5R4Ksk9ef3ItgnWohENoGsyAODtJADqyEiLrEb6xFdI1cgmqGKrKA/hHN1r0IDEfHsXDr++MtngYDD4nebosnkgMMJAAs3lI1YMgQrHN0STS52j4GPSHDUgeKoPaMbIoN8g4lgSZuFrzf/RT0wRrzNiIZNwL1Hay+4A6LK7l3BRDxsRNxTNFqInAqGyAODtOByZBAioWsiGw0oV2Hz6MhszYaV+grnJ3I6/2NbFP//Z9H/f28PuIfeu4JfZgQRIpbCRNdEp8pEBe2IJEcbKI6W6EbqavhRZijR9LFZZHgeej44j1gDW+41AMZEtB7Z4Dl9It3/IFl1qQw9BBsR95T1lnnE7J/ogxO1wHKE1yDF+Sa5ZlilAyrQbNurj83WlGPIh807uq50FHmc7BPIFv3VlzWhDu1lawfIQ6ympSq590OwrgUVA/5TUcNeueAcmAii1LcWWI5MRiR2p70Xqk38cgWFEFmTsxAXA5726hnQ9OLSjGgYMYyKZZxcWAJ3Y2HkyXNdBw+7RP7ACbwpIp0R8d2tsPMNi6rLVfTs9iKHxgisDrhEsOQjktBwFsHHfgZsW62ZmUfx/YWtVD4kaKpeWpaFGZB4thA5NqoK2u39dxdVhX3XhRW00BgHTOpK0M5ys7g3BrdScKROklw1w+VHlwG4cwak0VL0voHLuMZboBUkeSnKOkYefTjHJzgNfU6CNjvlOTaMHP2Z0pWlutCQj6uEqETexOyn5MM4SsyIbEl0RRjJ0Zi+AnIg84jJgft0crg83eeKLCgzyjuKJ1oAbXZh8465DZ2zurrwJhauP/yIimffqlzBryU3LmmYyHkSCci+CZIfw8L99CoUTisbZGsLJTLkqLcoGi1EvMnGZkltswubd1YgKntCVx7fblucpkTfUiUbpHOfmVNBv0ckA8lVy2Z2AsfrU1XDVPpewDupQI4+lqFEEUmte1t45yjsNa3NLmzBVQxEJfDJYvmOZiiL6yrW+as7Vek10Jf7DHr1W321Wz6iX/v5z6EBFMF+tYB0nN8zW8en0rQuR1qLZki5ZxLrbXZhi843lIjrKs4wP/0LBlnFFgkRP4CzloM+/8gj4gRpLIdM66JwSoAj0G/2I9UfEdxSWnfrIOeKSlvNaLNnWXL0tUyVnNJNLGhp6l2DjNEikroCSBGibX4i2avQ+DLOyY4WZHgNWkU/0TsQDrbm/mEEUcHxT9me5Vocke0jkruJ10194V1ibZAxMkDfwDVAc3xeSZc7X0vnSIVgehe8Dpv0rU3QrqVvtYbrADkJqoUo6xHxsUSyE1mQ2B+J0i0cvfD8YetEHh/VsFiCDaQZBvaj5xj01+S7JzXx6J1z0hn0t51nnLtvp23PKtAabKlmwImaMJF2xD0KEsTvHlUc11mkRGKykgZGpL1wooiFZ5HcJU1y5ff7iXiXCBvp30ffnfjEb1DDlPf0lSW2mN74OVqILjquQiciklsUMVgKSGYXRAtndp0g6pISca9/tgj86xEiAj6ivfhtfcK3QHieTwsRfo4wka64sTgQv3uUEo8BVlUBZKMbIk08QQShzIg+rjOiSgsRWlt/L439JLEE0yGfxBTUcBYWP0crkeoRKe2IIDAcIlXRuyISTpBJ5RDtw9LvJ/I37t7gLiCi+VfR/fQgkREmQg+sR0id4pqoausSq/lf0yQpqNDxBrSExZGM6BB/gnzjED3b4KoDOM7QSqSL9gAzUkznZBYlhggNKH6OFiLZRyTFEFE7acFkROJSwoIGRqSS3DElgoioBv17/5s+IvSQv07+knOsEs6bC3qIKIXetBpNxDuBA7ENka2sktZr6EfiesISO0Z06RfoesSIXqsGiKCkZcIVz2Bgr+acnbPVTfDwQaI+Gp5oIUJmFOcENoUYIlLFQa15QpS0jEZhY/vv7Ww7It1H1PcEGxkxwwroMoqTYG0hEuwIIh0R0XG1RgHfhsikHhdpAJi0wo4+y3IjrxzHNyEAGe41rCh3eFaQpOeCqdUsIhroTzsqmj1VXee1UBaWLIthIkPSvILeOCJSDkY5FGI4mN0RkWPIKZHdD157IQ3UOCLHNJ4/CqVQSEkLdSbO0GUxTGTizX0ym0hcOyLBR2R0R6RRIqrrwGtKPRBTFXW/UU0vvTi92jzZgaifLoutRAYjumS0LrGaZ6jqPCEaId/qXRFdws0VOJdoCNarf+yLqfKGRyRX1yaRXBd37ilDZyO5s49CBZdDRGRZbCWy8lRrr5htiTSe6INuiDhGpKZH+n1jNFStV+fqntTxTcsLr1vfJyb3juqDqWwodaWGT/olaqqF6LwAGRFWzko0kewR5ci3XVWjLWu5FqJD9Uuu1PGmW0vCazY9PjF9obWSooWILEctRBeE0hH6marVmsnzEamkoIKs43LCeeQQnUwPkm8WXaJgbsJypY4fKChw9Yv5RxYAdkWDRO4eRcfho9HyMJEFpHNsZb3YGoT0EbFViBJ1VV+3/NWxIBG+6g5f3NvKeFK3AOHbgMtyVe3JcMIUzaggkWBFEqWEy4xIAneL0UQKCQa4cVQ54XrkEP27wqCaChHd59MMPiLcFff8A31FIOgH2HqaiiMaFc0oIjslGOzaCtg3HUtEAv6uCrNdMywJ0dfRwtEveETl+qRaf68QRVR4uAZta2vxkyDvGntbXKKhdIBIMqKI4KNuDBKqL0xFEzlbfz2lzB5ATRSB/J8p6xyuKVtg61EZz6P3IqWOOw6e7St+YFIfuou2JC16thnNLPmIaMClheiRaaixn708vhBLRBJnHpHKVFOyeZR6/3lSBs28iXL93UMxRHM6uEenVy2orA0N7xHl/ZfXlGii5wTn4K3q2XEuloj0VFSpXefG8Xk9Uf6o+cnUGfxczCtnY1TwiDxhGkYeg/k+NgagL6DsABgMurD08VqIlkS34dbZH/69SCLOiRSpNBbkRlQ5MxHRhz/3vjM4ec+I0DyCr/rGCPiIspKOjNRrv6ei0fglKtXIIC3FEKmRRPMeUXXma7FExFZSadzbdSY4KxGR9a3D39F9RMgKyq35iGyfN7F11NU3XvN8N8MVuPoUnQUtROhWRx1he9hoRyTQ4iEdeAssTEK0CA8eXzy23yOyx/Tf5q4U9rhEfhWGxqVY1EGaz4y6zqocSTRtRxNdFeFhLzihRBHxLDGhYNGBJudxtPfOXaL3vjGHC2GvOmN0/IH1oSveGE2k/cXBGjglgH7uD8xRZiOI0CESg0RWNNGGCE8yC7VWuh5LRDKppJrV5jwbqIOBJzMieF0+ia58TmFEutDwWao+Iuy8mqBfUgvIg2JWDmC9X20VCAEiusC2EiFP7m3X5q7L7YhAUWHZetddMBNEiRFRVcYS99doacZE3zueAeKlwu4IItDPwgtXindNyGQQ6Lkt+F2kAqETji6wrUSXJLjs2twWjCPSgulYh8hO4E28hYxufKoOrCgXTfSBgQX9TpX3jdGIS8RPqtTS2ZqekD5O35dTyWEBECDiWdCwhcgS4TolasYRCc7fuHBthgITEVVLNZwevrgfG7ppRCQa6VNRRIA7hdU1D7gRKPLs9pJDVAis6Cn2zy1Epgwb6s7WLXxRRHy4fkZuH4p0pK5aJ3s67f3E9RnQAG/lIscIx7UeAOBRtDApXIW9O9EdIz8Rv8yEpZUIvQLtPoeoGkekevVOpv+Rzc5e+SIuGiSbln8Lx3b4gWaB1yVMZLEUX9pfi/X8chkv5UtGBWpFXyjf4lR/oIGfYxLfqhlk/OBt9x+5RGKYSGobuWPa2+v/cC8Jsw3MF86U53AxltlCNPoDmNu3+ILJWepiyUJjhNuEsPOCOODrWcPDcixRiZTNtSMSHSIpXHQrta+mUcJExKoZ+E3jwPcqeIwoEZzziLT7lk8Xlq7hDcpKta6SCCt3ieo6ztcpSYDxREtkjOS9dIPnahyRb17YAaJ2KxK9SKVWc7fkn7XRxF+sm9creIU1wkQp8IE3l3P7TPBMeZ60ryKDOq6QZiyIx/BKTbgZK4ZIl3FLNlmgc6g9kRIuuhXbF5+EWyRITQutR+gyxp/ea3ljNOPLtrz4UqZcsUFhb9Vmr24oXaC7+dVRhwiHTMQ4IvM0eszjQPq823SkGyKpfclTa9sEmxKZZ4RLRURELqjM+A/a43n4h1DrF0qwScNz3DGkQpQpcmY2c8txHFguxxFtRVc9Aba82H4e2f4nVAOPrHeaR6E68S1IeI9MoRWWZ2akMuOfi8I6MjMNkKpDg+VbkEloDU2iG40xImL+SFUYI3UWfeuHWsbHI5JCRMHqVSv5GFFLCxFNrUGyC5sSlX1Eb7wMAD6hM8VeHPKT7mA7Vcwxum2Z7mSUVuPWoyuUSFA6E3GRlZGwE1EtvOFChtO1u99TeNZhRZn2Ed1/BYB7cLyT5WHzoP9DDVpgb43RQAMNL8QTlZjJpMRLXZhID643eof1yE90UiFStLy4+7TtjtGi6vMmTpIUNz5EhhSq50F6yKLriz1GYtTCGfo216VoonGFEcEORFprxwmhw6aQ6O2OP0FEa+8KuPEZJUJ6zBukfnwYuC7ibjKkP9AovQzOETMi1q1KMsSYeUSm62jM3V0iCy9uYSKpw4aDmA2cnqNsyaQd1RT0xmi4jttmLcH18lFnP8EWJqpokRn0ojWSGTNG7CZ5DirtiXxJTSOkyozuiLwQhynj1dBHxKn315GAZwy316iKPDsnj69jt9yJniiW3I6oWbij0xjZLURcp30unYkUXUaSp3oVGuquZfTwF4skpN1/3hXuNPbqNUzk3txW2hHBb94BS7FEMjZ8faW5RmAvRbxu6ES0YCmmeAZ3O/Ky/8Nj/Wgd/ihJpNxBb8TN2F+yVUiJ3Ga+yJpvS/S/Mm3GiBJpLpHp33nQRjd0HCNLhtadeAOB95mh7C710RVFk3EfDTZB71BoSFcHoqo4kxZNR9COCB7uSORVFJpBxRBbhtt5jBDRDN6E4n2mUC1dV1bhMdEnyumn8TYh/DTitGsmI+3RnqipdCKywkTKzUpdDRHBs/55hFzYNx8qW0/DYd7nHT/MUiOIaMa5VaqxYLcnipxGASIYJuq4ObYTEbEZkJ8QyNpocFFr2hOq95q2sZJ8aKrijHOrrZZgdSDqKHXs7FCXiIM3q+twHQt5Wt5X6/N3foi8eBOqXsHbnLeFrfKSa1LaznEBN0jE4sl+Ir7jTtKORKzPHNjtEamwLOl/HxT1oHXoHPyz4PoxtmjcNJEZJBI67vZNQHQNT0b1U+4nXgH8KgC50X4QcCtdIs9ItkT9pomsIJHYSTEkITKIz+jG7DkqVYGsSoZk6plInPGiuZJ200R2kMhT3p3sulKbMRINGYK6+4lV7uToXRehc8qEzwmjRItexJ0ZQTFElRuQOrmTYnCJFtvMo8q30ec1L2al8ibzXUjw4ZDqbE/j2Q4c59LnnR64m6cZlE6KwSV6K5ZIghYOiXhEpBfBuvt9/iLbS+2M0WUX/Yh180RakMgz3DsR1doQEakNEIHHFt1tTwjjbdK11mIXu+Iq7+0muOn1CMQQaeCGNQMl0jyidZDSSO0RTv1zl+gVFiDN/vqIRMtdr9oRXerGCuI6KoYERPeGx8jUwGMnPJ1A6ytMsvVI8Us4ckL0BER6WyIzSMR78aqbHSO/ZtANzj28/D5Hp0jQKQJ0iBTDfZE3QiQRIj2GyNxEItAwil4QZd3r9KoHiTjX8r4ZopDHJ3RUDDdCtM8gtTOcCkYAV/a68TrFtB91a7ysRERKF1652FExJCby5hG4BxriGcC93Y/kyl8bpzGZOOAYRjNmUiI7jsiKIjKVdgHIzkT0FU5qvrSQwcscDnFD09+CTg3mrvw5kbZEaJBPxxEZ3tQxXCNIV9oFiZPa3v5hXtOBLNigT4XNNZ/55OzjN9xgrpaISApLXpsIJCHCaYabILKkFiKTTtKjAHfd8Z7F8c2MUD1cByJsFBhtosQBIploHqVdaiLxGHnKJTVujuG8XoqDysxz+N9oTtqxuQzHZbISE5lSwki+zDIG6s3PIx8Rb5t5lsWzB3hsQNHGhNxK2vebnH/NaEeEayFNMSGRQoueEmSWkxpbNAOObAG0JE3weha8pMANmh+0BT2teER8YiLe59a1yR+pDpEG2mb/OxPNhYm4uZKOLLtJa08fHQqW8Rz8EVUThuMynU9EhC8RPEIjOmupOnQq17byO+kY+VZY8IW5A6SqwUYOHQfLdWa4lwPLuegX9ranQKLHPMEnzMOyV6B1S1Rt9TT9nzkzgj058Yv6KPLVnTGc2QFDzmYNJBsj/Jh8suw/xxxLcFNjFCbiU2BimAUapGVVxq8Q3XTyD4PeZWBdb0+k4HPS44l8FRoc+Ytggc2QOp/JAODIAE1NKosaz/Shd8ITkw9zHCSUOlxDkqzmhKchJ+NmiWZCRGqFSBb/NpAHx3gmdd+uWOQfTfq7AtQL2YREIjmANEldECUStZsjkqGgBuaRslR11+x/um9IdEIvtBjO2G5RoVPzSYmEkBkUWbvlOhMGkMBNjpF1j+nPQgCp7ktc/8V1x/xmq15eomMF/f3e2hPxtJarfX2d7vxMB8PgpufRoYDZIa2jJ+DdzXaqQI/JucSIchZgHRWSEnGkgjCWCHg/pESjN0mE5skD/pgspyCCWU6jRcTCxaPpRoDoZ8Ydg6GYkAh49nCoTlX3FiTOmVJast067fXCXwaLKtEd5gBvbCXFGXNv0/Sw7RBtHSfqKaCPOhOJsUS8JkOnOnpziCDpyOJ7wJ/9sIJNEXMrScCIy58nJsOf+Yjo0ZJcUpsBKDU7nkhmFew2U+TqjRB9K8Iv8z4yCO7te8oAn+6jvev+23coEZPufN8Qu7GvvrMDkRw07AK7DHi6y8Agdes3TBRVTeHTDKelQw+b4L51upXid78DA0Qp3Ox7BgL/AVztbQbSEj2OKLATRIadm4m1EFnR9zV9zsQVaD6M7mVt4H0znPqdVT8R4AfRK58LejAdiMTg6Tr+3Tqcb7eOdkNE5GqBIuxSKBXAv2GOGoI+MDa4nTgq76eXWHV0Nf8qdZ29fS8dfFiilOdbXTHo7qjiyAk/9CgRG3QvddfeT6q1WsXdKUYzhbXpS+B+FYzuQ7fbRl9v1SUqy/SxssmIrODpfrDdrjflBoje5edPye1N1cwabhoE0hruYmCAxx4hzsc7LlFVbgl6ts1NUKMhhkgJE1ndEi3xWmYiYox8Kia3jjTzHF5AC1t5y1nTXSKOnhdoJSZCV4NrViuREt49CgG8ASL0tdWOIvJUsaR+EqhlXIdREF/FbhIlCteJqkmJcN7J8h/95hH5d/ji/bA3SHTWCBCVwguS9FJum/rt6hCSfxmagkYjQD8OE2lJiYh6nhOjify7sC0OJmjKF0V0PWqMDN9GjKykrhh4AZXx44wRj+9dd0yeb80etCfCL6E200Ikw9BOefNGiazrbRck3EZOUPd8jtOBSKrjradxaP3dI84vPNea4WlPZICDTqF8C5G/m4HBwwRtBqNshusxStaRKrMItAffOKYDGfsR6mDFDIwR15rMbk9kgV0wYh5hk4f1ZyAxDbon2Ni0MfLU90Fcts6trl/Fb1GBl4GEX3A1TGQnJoJgRIEzkUTBriDC5hKpHhH6z7+sXt3CIgC6XA8QCa3KrgORgRyU5Rai1s4tAkzQCjI5kau7sH1lTuN2HqI/1q+CUPmylpgI+3vNaKJAdx1xc4l0NxY0mJZscf2KkwG7qASJIhyQTueVS2W/ctW8sTYDHZCSOHwu0UxH69s7w9eQRSjUjVSRBrb6g0IWlc7uVKExV/Nv6vIROV2qCBFJoCYkshs+a/69eNeMPrE2wjWmbIvPl8ljXIkhspITlRsR8h3uJNaAcgKHzz3L4A/aaO8KJM01VDemys+jpWGDBw+TrIQZRSQFlF0nouVmDJG/29ta+1qTENHBKd/UtMNv0OL9N6qonGZyVhmgBX0dHzgVIlKcDHtyonUrgijckU9vW4QWJlKmmvFEzNRX3f15WW2cMx/Pg3vRv3zcUQWBMbJwC/PkRHVbiSPyuibSSHJCItvfPaVV1zUDREgMDmRS5rO4mOHatkPcZJCIVg/KqwnzR5QIyhHrBJ29bmdLVYZJOnwzopbuKa3qyGTamL8GshN53nqQEN0H+CgiU17ujmgugkgh6qXAuo/yXg/cJFJndSTytmJcAlne5E3OGJXgX93nXiJIpCybUEtM1GyUY4hYh1jST1XshijBV8l0pK4PcGd57E1IsLHltTAR+daEy4aSnChYsaj5NuwFuvgmcfi6IHIuxmvpFBjnted0ToaNvuMhInromQmbhtwNUSOCyJUyyem03AWRvQ5LRqfKBkakg/cDcxAox9BnKy9OhojG2RjVDVlvIZpv/8oiiILdsJP0lWeaYdePjzF9D5sdMpe8Bvp4a4iTNdzb4dgWNUjUxE9tWkrdkFqJQFelE+4JEywgBJM4Ey5R1XDOJLLaxAPojiowuNsC3P1/C4hxrAWJiBmxZsl1Q2whsjoQlYJErV3luyCSYd5y24G1f3cpDrmUNhi8h5w9Zyo6H46yIaIzyIduJdLbECkxRIHO/0k65TtEFhd9ulKEP8GrEtgA5nZCVA8R0euta1IUkRHXkSFQaBB5OoPKhLA7IinZgiRoadwqar8lkOrFK4xo0rteqaaJ0URy2xssBok4L6sJtcRH0bhEwOw4RkxzkrQRb0NbIFJiBYjIN6UGJpK6JloOe8uuagh8l4zITkDE1Dd+99ltSIEIVT/RvM8FqCIis1V7gw5iYEYR6cB3Ek2CZssOkajF7fJuUd+4RdABxarAt9b9RFeLvrAJJoJhIjvbgYgVVLpEiuMKK+6VkxPhXHRH+0Gln7DAPUvkfRK3w3ac1ufoZgny7VpQ5hlRpzFiMRhvS5abqAXuSZjJ59FOkE8rSdQ3PmxkO+tchCbS6jXnRZDKSNHiI4L/LpHYqb4l8DnJeY/uqVtWF2MEQb7DvPVqcwJVPJbTEOG17E0TVYKfE52JpDjTyOyGSAeJiaZtn720wba7X8vh/VVSGyILdFwggp9zLI0bOL3OpoknJSGR0PT577ZDlKGCEk9kdkvEO9NX8Q6uSU5kJSeyJb/tYn+P/vVKaOdgqw8bIip1JOKc2yqOuGpdEDVBYqmzAlWf9l1JiexuiRwzUFf4iMRhJ6I1tbNMOHWIlcAPd9I/z7QQgfZEc52JlPj8dmein4AOmuh1xausjCI6Hyayb55IhrE1CJ2JXgAgmWHXQrSP/nk0CZHQHZEUm5ZLQPQc19kMYkSNoNSx746En8HqQFTpTHTjJ0cjogdAYqLg23X4Cj0guvHTvRHRWAIim724ZERmB6JyVOA2SMTH18R1JDKTE90FA+JdY1o4n4TI/8mZzkQgtvAlAVE+MZEc2bYIjiYhEuOJ7CgipWvlfSNEMJpoLDyXOxGFmsl76Qkfkdy18mZEVhdEPBRMrhwXhRDaaAYYvMN0RDQoTCR2rercMdK7IHrlUaPVObSN8Fw2uySSI4iErlWdS3R5NEK1RLrlOGtpgTO+t/cN3+1SkYqJEamBd76YgIiLUesJpO7qJxMTaeE7fVDxAchR93fHqM088tYE/4N3reocoh1G8jFC/9/q18JXf4esSLTRREaOun/kGE1Hxx+DRHK3isElIs14ExGlQLYY+OEnfmfaI+qTolRtIiJXO/iJxG4VgzuP1MRESBL2B374IxrLv041gxBlVUYSTXW2goKP1M1JNJZMxojr5PKR9jNh7v/nCPBlsfmo+0euRwtJiLhuFYNHFGm9RxIJIRPzTIFKe+gRNNDBCooislueXOnOYvCIdJeo2knqhFDe7EgwQ6pETOPERK1j0bEDXyxR0SF6rw0SSOXxRwK/8e6/AupDvlcoR0zjmyDq2CWxM1EzxnWZ3MOIQJBoPs9aTWiBl6p3JJpPRAS6W43CRHJrKt5VncsCIwpphqt4O4HvQYSI+0cSLSUjkroTulai2DQs3jwAUkNjaBAq/lz9xpPA2ZPvI4ra2xLy+BIS8d0JnUO0XSuCBAE7NTWcAUpjzr/3ZUNLDfTLvqRmxGoYSaQnI2rt752IaIRuI1RarMYw0WAaKAf9sUN7w9lgZ/qvaGwekdiFweAn8l7HYuvZMC4RPzjMy8Fp9jv/OYpI2zwi//rdhRXU7+qV0gxcuxQndbw07njlzlw6m2aZeStQFteZSFMSEnGJ7QW/ZiBEfSQa/RW4Oh1HxEl421bgUc4DNU8v47uiFUUEg3oyMVF3Xw7R4UH2zRyyQ8txzqzGSRaQbYT9x+iVP0SWrR/gnUicv+qk1ah0LVU/kd5bInwGEL/mqH6pHRG0bcXzP80T2Q+hj4rBqhMthigwj+TeEuGvD5Bv6mUTtiHikR7x3u6s8W/w2cSiVy7PRczjfqeL560jYtqbGKq1UmzHQUrkCxraXP0Rg1PBy0EiKxGR1EMi2yPyB85iiBo+w7sK8+eAyhcwUU1zrqj/1InYGNFvLsYnQijRug9pAX7qZ5A7MVp1H4WLMCrd2q0AkdhLogng88pr9u8nkzoIuQX4Y9xnYNKzj/mIEIdbF3TLiOwJd4xk9Labn49x/DROtAKue/WH8PozBXzsieuK8xEWS79zKtMtJMpqdB6RPPhy3L10RMSbouM/zcFFpbYxWuBStOgJrlOzQEtEZAq9JBonPZvSjOjo07FE/cM8HBe8EFt1xQK/CNISJbLIktMaV4sm4ns5j4YI0R2MSI9LzOtb+rFU9bna8Bh89w3tn4G0I4mk6X8hjsi6dUR2wdMM1VDPqADRjsOAr8ITjKhiZKXG3706Bgrs39eno/2yfscN3O4n4npJdCBb9Bxq4+FKXI60fhhjO0P03XkZXj9gFUGeLS3NBaMdkXtu7y0gGveIFLgWn5g3D/v7ui/gIprzFsgXmSqxR832RGIgT91LIsXQfNma+JJv62VE5KyvzUVsXph7Qb/GxqimDrYlCvjGPSVihstDHYsn4IzFN9zwVxkT1feq3En2pM+fFtXbiChFxmg/5im1I/IyI+TX1p9W+RSbWbPPgvZEwYxh78eoU9ibEa36q6+qV7/0msCmh3J6h5q/rYjcebte6jBGTranDOHGN/u30hMT4avrL2sgMRG8pUQdpK7hENVgY++jdw+yB35z6PTobUSUBmBvMqLAfp7Gw+t351j51mr6ueNdEKm9HyPvMWOJXh7m/cqwBjeU5fwO8vvVN9cPD5hdEGk9JKoSoh0JiM7SFVYmE61UR/O7Wi28QLz49371ucdPj98+RMsgc7CzqoNvEqIqkbwG2bJcrhb2kcTscrHwR0u3yxit4qRJAt0N7bOuFWQ9gj6H1qHKx/poUHn94+kD5uhtQkTSQJ1qOrGBSqwg9nUdfItUR19YPkNUyvr/+9bICLhtiOzrnYnwwJwKJsSQVXPp3fUzCh6k+omFmTn19hkje/Apv5KOXmKNTJBoGem85lmmhuuVgwsnuxmjuDDx5hA17EFfhZkZM15G+hRZYZv4cXDWBRFZh6tfIB6TNf/wktGV1PWUCML00174x5Si6xMNsGjxviCliYfy6MwcGSVbnzbHbiMi+yWf31qPsesYUbM2QWrJMLgKD8813pgk7t534rK/Pw2pg/ZpN5iN94S2JbJhVWHrmAWkeo4qjU8V/qHdHZHcWyJ2U+V1CGFccsKROva1WoOmsKc+omD/4tqHC4+/djsROV9/Tpaa/UmITPBBePWPnoUy2btnbPuThtYV0dlbQ8RiozHRLXAaEV2rv7pPSytTuDmgPrgLNsnBDGb/+dj0bzRRXOJts4nsWvwCi4lS3Kv9v/68mt5dRneG70j/CXs6uLSj/5NWd0TmrSKSSu2Icjys/KDaZIk8+W8fgkqjqSE9aaXHjC6J5m6R1ClwtRRP9DrWdTVGxIknXzio1H9CliMwpHUpdTO3hsgqvdfXZowO8LQUCulG9RyQ/vtIqaQLJCUNMqBLIvGWEM0PC4W00ogj+giNM9g4PPqPvg6Ua7t/s3JVIL+u6t0SCbeE6Mx/5Y+lfzd2jD4yi4lKxAwqqnl4TfnX5Sq1CFWtSyLz1hBpB541MltiqgYR0RFMdLSikNzk/wavfeP1aucH+amO0WRmVO+7K36MLvDoSSpQVqoQpKbgtef/NkGNYgwRf0uIDv+CqsZu9UVEZ3lkeVdt6Q1o3S1Mwa8bTvKlXcX8T5VIv4PX+REF/iCGyCD5I3sXQtj2gXvh8R/9ljLVsQAuhoi7JURG34P6A68r0cF8RHSeEO3F8eH/+vuPQ2PtDXm+gfMzxu1KZP0c9xpnyrFS18+ixEgf2G/9FtSvnpEn68Sp7ZooLpS/yURzf9lfeKAN0QG/8Neg8Q73W/Mkg3b8diWa17MAtCEKTOenkSc19ZZuRRQJ3j5E6lhBA/93LNGvUKIv4v/s/bwImxa/SInsGyBSekjkuhCqZBbBtFOA0TpGpAqBuk+/lJagvfH+uj6On8weu12JRKSGK28kkbpt/xB5u5+9t3mUELUTuzgi+ZZInXAVcIv/qyPRErLu/rECG5/dfuVlQtScUm9TogUDcAuwIxH6ldLzCmyO/37mpWGiUsBAl0TwFhGdMt/PtyGi1Tw1mlhGxsPXDjz5kddvzGaAMemQTSZ6cXIlm9oHO+g6d+OEfQw8uZsQneieSL0lRC89/syXFhudpM6LrhwD0uNYj1jda2+o3RKilDC2owE7EXn13n8DtlW+SQtDuyaKqYLc7HnU98hcGyImdV7Q/1xKol3F8rcrEejbUYls13nVT+R7qr5t0Nx3Y0TGrSGS5ej+ozhKHUGkgnvgkX0d9gfFEJm3gsjm4jqqGi1EFaq0BWjcw4j025EI/KIUXXJiSC5Rgxy/5hCJZY1VRPNqd0TWrSA6AVJSvZ3UXeODuxAMIELA6ekdo7T1921H9G9AISa+jo8yQUQgFTRdjBQiypkq3vW85fWfCtH/D6c/5VY=:63C0^FS^XZ" }, - { PdfRotation.Rotate180, 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:18AC^FS^XZ" }, - { PdfRotation.Rotate270, 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2SGSq+tIxMaNStRPD2lhHdFiUWmfyJanWINrrZ6IG/gOMtISyKqsZmC32t6EhF/uZov2iAzOJcpSGUURLSO5bSJ8/1NmFBGvcgN7sIykpxU1ZWVgj0PUKy+3JGq3gp1lsXmNPCf8nz4IukFCqPCoI6KSqUQRweRxSvTMsFoYYq2//V/XK4H9auAnkx0RWYJL1B8qiwsSWR0QcWRTQcj74N2YzDdtCZ2GDa/LMNaTASVIZNfrXiB/oCiTtU6IsL0ncyspoOfjiGxluhMiuoUD1eqIkmQtgbQEd16BYQH4FTVYZaMsxhOhyVfaJGIfJemEiNiFI8HYSWiGVabaJgKaeIiQERFzCb3HqWWkSoKTtaS/xt7wTL0DaQdnjL8odkC0ioo6uX1CVLLiiIqL7RMp9XkOh2g/zWuc36COo8kimIL3+5iZNVCkNvlqm0QCUxDifNvUdtMRrdUTYZrycvtEcgzRVvq/S0lVkmfQvCl5v5eauXWhlFVbRLriESmsvUgDER6Wi0b7RGJ9do0RWSvO4iCxf1pHRn7JI4pcT4RsXdszLN0AIHuRE4X1jNcbtE6Ja+UUSSTUpzn4YAxGJ9r9mmzimbhpZHDtRJoUINKiiaZQzZTaJuLrk2s8GRGyU8uvc7npygeIrr0ckzm9FiJyl5pIH6ZJiVTRf7ZCUI0tk2ubCOo/nhDZsgE7iP6aMD1dIp6CT8StL5HKiAx6J6oQSYQVZrS5ixxVu+UT7SdHmVyhjZOnTejdePjpHkjKdmxarsF6d0YkUW97hBHxvvMdIMJTycvNHcoQkWPs+tzvb6JEl8fJnc/rIMIrJ3lNCNyfvG4yIlciNht/maNEWjTRQpmkL9omctiHQjJCdh8ZMCTwBP2neGNTIJ0oNdQ6EKJ9ayVSAkQ65zvfAaL5ZUzEt00k1Flvjpaj2XlBk9Eqthd3Vu7lj4/MGvX2vhoi6l8LkcKaE1jeADWiiUybBKmVdon4eqIXnW8NWNazGGDhfAI+xscnsSmRPb9GIi5IRHvGNxLZioSaB9bCtcQKM5DutxtcIuxuY6IkcMv4at8eiSt8YURWQZgQ10Bk8UEii4mtgUjydxq1Q0THxWpFDRFVNidBsgoAPXmuiq/WX4Cm5tu8T5jY3ykRqieyY4hEOl8q7RFl2J+uLnpEzOecPI6FcSwN/AjsnpU0eSS2BoHK6OieNWgdNWwKQRDZ/jUD5CgixLZUC+0RZZ0IzLJH5LSYOoptkc2dMfoGRK0/LR9W6yakYASFzVZCh0QcJRIIAokF8eQv5PpoNXu8rFKiXa0DdAlfecm94/QPyFtKt/HEvMLZcayW78n2/mW16YQUFSpsh4gk6WwW9+bJN1Ik0QRLBLZFRDZcE/dfHVVTQSK0/WP0u73TAyC/N2nMGfH1VmuNbvGMSLSZ88C7W9sbiTQ277YX3XIvPKiFiMq3/Sf6obp2DKR3Z06DEV8Th19/ew1EwNpi6ILpXLsxZ6CjstUuEe9uwR7THaLPMqJ7pohXz6m6TD7ZOnM6JKPp9ZCR4CwdJHqrJo3axhBR8wEdWG8jSOTUM0xdAvITXVI5vCSumaE/+LNwceW1EXGBvZbRREYHREm3N8PY/Q4R2zDxav7jK2zJ1CfAQSyUWkjrNjSWyndKlGYLPu/mbY9DayAiMdJ2iVJupmN8JEREjspxF5Pk9MRpI6j/9uS1a92oTyT6gY4YIuo0tEvEsWspRio0fxpQ3BIQimwEra4uH1WukYgz2BLWN55aPJEl+uWOrYgyKZ5psHJGci7kZKf1O5//jEdUEa0gkc3PtKpvaUUksEMZA7U5umv/IogEv2CmJVFWZLUmZKFIZbVyn5MPUPuWTJhS6Sde4QN1yxxqxy60IJI0n0jxYze8FzoJRYl5v2Cmpa0bYx6MPx8v8G7bXmHOEqmJG1i1uTqiax5Hiub3uQgQcZFEiPqz7fkM3vLEGxcP8axiqmbyU25MY9SCiXqilWsiIk/Iew/ya5xiiCZQ83V5kKjsrLc9Z+1OR6GWbWxg0+IPyfUt87aGap4QUaVTIgHRywT1w2pCpFbJW9vNH+khZ23RSXzKi/iOeLweJqPs7uVb/ZvpWQ+tw4tS3iXiWxNpNNfdFtHO0CadKvosS1SUbDanzZxUEtCjitXlhsDEtc2wePQKLkUoLuAF7EJE5NyMZvv0A0Sy63RIrOBP1ByiMrJeg4yoWsSvEGvLausi306InPoXK3jBZkSy36uuNVFgiWDnS8xETJGEuzpgO5m91HDA1EluJvEaiHhSn+NagzaISNJCb28Nq7iLYPc+wS+JuGWhhkhqPgN9w2MNROa1EIksSMKIQv0ZoolI7KQ9Ij+25Nynf04gspQpjHsHHWb9ww3jyFCugUhGll8yEyDqiSEibpAhtkMkeEFZyRmdPlEVSYqd0ADNmCD2NxBdk4wUp+2PETSzmKifSC5KRnOx5yHXEYleKsD1rQLDz0phi5QWELeqSsHNW/w1jyPOPfdcDxJhbRiPI0JxHfLrieQFd81wt/OYhGA9o2RBbgpguy6ho/585BRmXwOR4BcYhonsGCLUNpFyxH34/8GZ5AQ/abNIElU8C0ZIx+pn2Gsh8mIvWpiIR02I7HaIOCQGOx85mwTYawl9G8DVtaT06noShdPZsicw8ZqJeFuy6ogkp7wBL5MG3Bu4E/pFfyCtAxGKIZIpkXkNRKIlm0EiusOEjVk06admq0nokdW6cXR67UR8+C0+kdKUaHcbRJKpuGWh+x3XSnHbbsBuOoBoRrFH5aZ9IuFaZeQ9bDtMxKFmRG1lxOQzniD2OzehkPWpPYWXJJ5hmksSRVHbtnXlVkRSDJEQWCitkWj8Ju9Gdzh67Whf/5WURzRNV8QhoteUJkQ/akXkeRtWmEi8diJrp/exbt2Uc83EE+SHGhvGtqzyYctw30oTn2GuBZG/zgkvNt0DbZoTrTQj4k3RTVZyc0EZeTYB8sDZK4X0Ea7k3c8wh0xJ3xNPVG1BxAfm8BARumYZCYbsBa22O0Q0/14I3gD72Fk/GEqzJNLa/TrfCuthIuWaiURdqduSpXn969xXLj0CXEmFBe8nXyDQ1p61E/n5J20NWteUSNK9AifuSIAo0CWhNwm/LS4t2glvGHFPctfoeyvhCXY9LYOs+SNmdsWd5BC65JlZkycBh7m//k3wiVzrsdb1EVf/Do+Iv+b5SNHGvX0XC3pCJkOV/P64vycuYaFxYc7uCdyQytGVhLVWIv9Wbeh0hq22IEJHXvXqABd0tvzDv34v8OHqV9BlZfHN8wMBIh5Z+4iMymsj8g2DBZ14QTQvrzQlwp63N2LQLCUiq//L+WAWYiMqWcXqxWxIRuRMU1M5sjYiuc54B4ikVkT2tuZEtuQS8RZPfHlaIlFziBL4/8gUrNJz/GhmEELj6AVCJKyNSKkz3h4RaZvcimjvY82IeNsv6dc4g1zDTqCPI8dQS3kyGcKX8bPM9Y1yqk+kmNt12VqrjBq6JNav+OKJqmjXXU2JLO9T+4ERWYld3jTxiRw1HskVvJCdGuXV4DiSTbwQEa7V1kE9UdNVOUsPb1aaEZmK5fkFmIjscac+wzytc3DSPKQiCMkjvH9DJGVpiuZaiTwCq5FouDlRDUFKakZkuLlIsgHMIL2PTKrVORI4I687Fqfxun0ZoeFRb0JiRLboz0e21BkRHzYMwXhdbysZYSesmWXQJeeiJv23z5URzWRjMZEqSDyTLyO7P5jNYI2v8FK3hkoz+yVk8Xs6W/EpQR+orQhk0G8if209Hi2jpWk2CLdrLpFFCo/GB/Mkh95Dk84SyUTZT/lBFODZuU+YSLPnvjY3hYmAs440LvlarWHrTUWTuLendg5RNUbrUIlFaU2Wje9T2B7gVx/J0eIM2IWqpF75KF7hBorR+FlGpKAJq7KpPOuoagOR3XyXTn3fgjaIyoSIJtL2NydiVnQM+mQnY5AHRsSTLn2IRLke+mqAaNGTEZSQNIlMLrKay26+I7Gh/4fdBpH9BCNS4nyGCvljmU10Q9CHxZ8YVIgWMb9bQsMqmce3TWvBgb3AiEjkePfEEzdholxUQtFqvr3Ajq6Ujc7xeU/pnhxgjbN0OcZTXSTlz451GCIhbjSJlUnb6IQeFFTVcgJ6CAXSygATC56Mkru120iaAU8k7jamtmTEoWA/qjbysEyTsWTuMWALfuuJOKIFErn3Jtk0Txv42dn8oJOHQ5ULWUAr5wuvfcq/nRmWeraJ1imn/0BiRIriEpVaExG10zsjKrH89YxJJxkxbjWxAN7+PEzUy9GMgzWmeRsohMU0yMcefXbxft/W7Vp2ZyEN9l95VZZPQB7sfZ6MyuWVlkRiqJt36+w/I8L//oKUgaLVOCKSGPdGSC8I4MQuaUEu8HLFIlss9/Rm56YG/BWSS0RktHvl4SHpTwaIb8u/7V1/sdU4YlW2dfNTk5qT0OjEv7gqxRP5A0QEjhHRMOsHMaJSPZFQQH587tij6BNpn8jgHCLssy6fv21zzwCtw6knap5ZDhK1rAsKjU6B1XJFEwUy4FhCvPOwmLokBXRFEkmJ7+LUkBIwdi6RQmRkiOrm8dtVUu769yxzVXQDdlbzLRNmPZHWlIjuiiJfDAihw7fr5qOpIJHquSe6o+srnJUB7jngUgOBm8l7u5s0+OwIHoc9VOu4d1hOWq44RGbzmhOz3nVtUl/nvCjHS3wRmTFEgh00yoKadYncKW5i3l4l6yF8w/dFE92bl3TxKUKU494hBmG5XK04YeJa87ogq94rgqZEZFJlEWxu2ovs1ROJtSAR79fxzzBdsL5pWHln+uW99VGIaLfKv4CJsPUeXqkRIrOMR1EbRBAk4sNVnWocEVNmbgoZu6OJpKWQ+dFUd+afYhbIrBWSX3LikIH6tbzlEj2Z3a1DYcvDd9IZtnYziXmT0xuY1q0233vkE/Gs8jYZX3lLriZ7pmGK7cmMIJLnQ3qgQcIZg05FlbphMAFZ3sjhhRgXRYRlJBc10b6TberARNYR07MMZvN9lv50xaqjDdrAJ5bIKlZdB/gI0svRRMpsiMjtlb3qWIY+SMt/gceHdi9d/6lRRF+6czq1xSGyp8lWleV/dC1D84pB3t/w5FawW+7WvkgiTyywDenT0URotq4U1vHyvXtP71Xz0JtMAh8ccHnvYOCT2f3wG719DhEBeWfjiS2vtEXEeUQSK3pSeWISJBS1y4C6KD93ie4In/fmE+HldSSRUQjse3GiP+lAcL9g+zKq9D9akQNEunjbtr9RSm0QgRIo43J2gpjNiH5/wSlLxO+ZFyKJeJuHcFaF3WlVB+rVqPAcOdrpwoO5ARCNjC+j8QDR8DKSzweIem574eUft0Uke6bb362jxuzWIa//46/3+UTRMhJiiFz/RAPH83lhGBvCUZ9I8YiyFZkQ3eURqXCb+i/bk5Hfrsdmo6rJjip6tbF9Tgs3Ec3cEkkkWj3BT0iNepE01UnvJZja9YhHQfQdpoISlNHkfvn8YUZ0hPzkE0cnfjDVDpHTrqedXW/09dSYcwK8JqDZzdFEZrqu7N+/U7KfQsAfUhgU+fuTM8/AFi6aiMrokx6RmvvQuPqjI+0QOdaGC+9MRLFEk2PuIUA8mvlWJJFkhIjwMs+9U2861VLwsaQ+jtc8720OEE34WjfM8/L5QU/rtJxswO+0JSPO07qWu0fpa/YYV3Oeo6SpkUSyHpbRkEfk2u/EkKhBcia1E2t4OYoISsSF7fGJQE0Y2f+lLSJ/ceSf6hOzw5e+5jPckuNH79BUJYpI0VJxRO6PPi9UYBNgtwMdQZFaVxqsI8IG5pYfdEQk1+/CNqOJsL1yu2DcbEAUEfZywkR9HpG3GHsAuCPZDT8sISt7u0c06hNlSmQcXQwT5Y90RMT2/hegyU559zErFXZ3N1W1xyKIeASZ0KX7GwLS+HWILn2QZguqv9PC07rM7uHJike0SAZ1zhwROiISg90MhHgii7TzYHe3AWk7I4gEO5bI1brMxNcrRK145T8pvtYpgXG0W15uIMrzU22sJgJEbg+N2I4T7sp62CFKKZHxOtGC0HY++HWXSHc7G9yMFt96Cdtxnpcqvic9KgUsw/B3sRfkERGxmD27p1qvyqOIYruCuET9u90iwEgiyawjEsIBaFIrpJRmTzjyC8xb4nx4HFmfDMiIM4RiR0RtdG5x70pyNUiMJMITR6E5Ebdk3yHoDbcwIi75WodXULvGPgk5VoNEibjOiNroruN6MqJ7XcGQIogU5pAG3RJRdv/WSfHlcwMcjd0F3xomIgK8C/Z6RFusDZ0RKYGeTtEdkDyitOKon1BfzU6J8F9qdW5JyjUrBeoGAezVncXrRwJvLThEK2QcEUN48S5m9xcJRAb9z05HsDaJqFCEZl2qfN9MdlRIMIRGIrJJq57ItXW2q2o54QKNa4WMYkFoRgToN3cfaWNV7q9gp/XWncScmJsbBuPNCCISwVfDRJrfsYrz1i4sFfYu+J4q9n2VENHZwy4RtcEq3wkRj0gTZ1qq3KTbG7Pa3nmVkURYzlw9UV0SO+ftThpAei8EiFwZZU7dXuGKzxx2bR2BqKqTnRAJNomYtOjI51zPJ7IiiPB0xEEMkXPRXg7Zy8RXeAzOBt4XIIJT+EromEdEAlpVTeiESLS8PpCsa6IdR+RtttQxUYRlkNgGghCRXJfl3oVX6F/BRPlfXIZAzUmAqEQy9r6MiCGu6h0RSSantexs6Y4Fl4iLIsLTUaJujOpyXS4Ly0w7SQzsBX8R7RMhhyj5zmF/fYSJRrd3QoTvQ3W6j6Ziu4+6z9kzEVcitA5PRw1EnotuUomIRfuDJ69i4f1pICyATWKQCBsO+Z2RvEOEH0WyOiYIHRCxEnqleYfYMBFWhA9EEOGhmKy7uKGw0uMaOuNc097+Eil3WCImySN6LUB0ioRb3hnAREVUnUNV/KCvjm8T2ogSe9NRO118WT2B6sxH+B0ZroGIi/D1Daf4XOthz4lX7CIazVNP/+aqSyRUAnMeLR94cAAvlA3++3NsPtq/bbL91QTndlo23fSlEUuk+UTZRiLidqTqro4nzheD4yip2HuQmU2TguiDftdEvzke9oJIAegDAypsNvi/nSOflZD2T4rtE/GtumGHplip7EwuD0QQRfgoX3Hz3M5Bo/Yq0u7Tkj3YlbtlacYzt0aA6LPk8x/A69u7qIzIbUn/ZlZon4i1kXMCQkKgjDCCyPAOroF+tYFIiBi3h72OLM42/CU1y7/D6diNevnrnw4SeaVKp/Dn5x4Y0ShRiRDx0/OLHRCJrbrKh6ZYQXLXFRMNRKIR5QU7CQBrhHiqytiMNSxdJDNO2soMB4hWfcuApX3pAWLrsNaVqBc9q6OvtU8kNXT+V2OJLODd/iFyI5GkR8aZGNFF6gOVrbkZVLpMnIe+wJATTG4pOB8JxtgIecgrq4xo83vFI+0T0YpsWk8K0aczhKfYI14MsoFI1iLjTOygtwr15US8NpKzBWzqTvX2+S4Tj+bdjTqvE6Jt5hcOUCtVLZHHndiy2gmR4m2HdGtPIJYIwzYhUtTI1SQ7MHGZ4H7o1wdewMqX5xZeAO7Z9AZfT5ZcGb2eJb63aR8k58FUUYmNgcc7IUKtTjkJr5B4t9RdayBCgayds/pJyE5Jvj1P7kx4riCXS8fh/st4TGEMx9XDD3K56n3CidtPcbWzB7kTpLtByelaUmzfMnCOnvkn0VhNiLwMFzQSkemIqzekMnqPnRu9RM1PhiPVO1sWSTA5Nbo3QOTbuhP4ya7aBxP0B6UazaQqlfZl5J4wEXtaUPtElk/E+URvUhnRqrsNdoobVJ5FSNZ6PodN9173zci+w5XR6ymsdRuxjJLLrBhJYwar1DaRexRN7IlO9UFI5z31FQ1aToyYjsQiepM9A+L2cE/n8paIHXxQOb0P4C43haE62Xpm64YmFWQf2DjLLMM5QlRuWXlbV5vR7NStOmPnbGnHRHvqiEgRcaJ+aiiybXwrrL3XUe4kXkTAaZpZwg6Fm+4JEM1ASV6x0dkDNy0wohVi6lEHRJLzZAiRFNx5EF3p5LW8rw+qYqKI6YgSKWwlR3Vcv5tUdOEXtubDDpGGwjIa/ovxw/YBgejhcolCSJ0TsdPrwiXTkUSq88kgNxApWuTVTxOiReRWHOC/28Tqax7+3BaHSAwS0ZjqQ/aBHRcdIvymPahTrSNtZizvTJ9mRJqTZQGhYRwFOzQFrq7BMrKcY6/hBvuLyMaqmU7B0MMFbxd2WEbj33lwn3VAvES1rkq2BYudELn9ODiroeNzFJHuvEvlCw1E/kV7AkR6zwI6u+riTn+ElgNNqnz5Mz2PeUS+vF/ndisr9v6LByRnHBGd2TDdAZEbIZx3NrO3OKnT8AZero5oa6CGNBUkwv9eLToWtAf9NTUfj2BT//K2K2q4vo+8TvTvHhWgZI9I89ik3oSJ/gR7GTe7R+G0O8NGl1QLkSWdLtFAHdE2K1qn9e0Sen5/0cxSUGUpK2rwAKTkPx/id6r1W1Poio8Y+v6RaZXsK8REP/0U8fiLHXlB9Zm8JkTI+aneQLTdjCRS9DHFWrYUIkEsnOJlqJ64CQ8cNI/U3/CIkl798+uwmxj24ZFp3bEM7/TMcGIHWtfpqcROIFuv/0NtR8TqCKZQcd5SyCYLZw1LioWFCZXTev414gIbJ8gBHSax129m8TjCbx+ZNp1xVALhSLETIrkxuN2MSHfdoHoiOWI6AnxDuqUoNjpsUHkkNhFbStzYP35dDwbzlUlMdAfLw47/hV22RqbnHSIEia91Yus6Pd3b9E7CrPuzqNUR7CNEdAw4EkzgodiTAGEK3WAmEmEinbPpOBpfQYrFbN3yFM29znREFN/LOHrfBBOqCQP1RBGrI5LV0u1FT5kz2NhVybaqOz4u/mmoopUQaWRp/kYWy+hLyDqwJ+EQIcj8TkdEfOxei+h6b9Vx0EfricApiqgL12lySQkos7RKQO6+NV2uqHVapxNZzOBxhL1u68BnBY+oijoi4mL3w8TsEXN823qi4aiLj64gUCyWN0xksHQyt9DIk8qb4TgLIwLmM3z3rIK9oAVy1hQh+hHqjKhuhButiJzknjpYRzQE4dQqIzqMfdpzjm/1AbwgypTJV2mVy/UeuCG4zWGC5gdonGEUuxxDB7ZT5Zlqdx9fvLHTWxFZTE21VB3RYNS1x75iwzgd1yqr+oRFktcUIC/23zRRVBuJTmZLNBN1gKebFad+tgYiqS420oIIOWf2JuuIBgDqc5b4Ud9pweCGixJp9k1/cPTAS70YbFJPiar47+uJwGZZy6z0zgFuYc0yEuL+JIZIc3bMRdVuNRJhzdqwiNVAoy6F+shmPKC+aM7hN2qbzoa1Di9pHCLARG5jwjUQcXEb5WKIjJ3BZUW4dqv+2kP/0iAuDvkrx7BlTuq9G+1BAQtia0DDSXdTzDyMTmZOjQyDdOwA682zJiKI9uri9x9taJ+o/2OY6PfphUl9Kvcm/ndR3Z/LkixFaMh+jX52P142nhrpgU3HDnAcmZnXRiRHG4bYHhoQS8TXX7r3I1iV6BtNagbJ5XeAlBPsdL78QmD1QTb964yIaF32GNG6YmN/uXYrnSINQyyRpsQRJRqI0iZsPEh+zwzDAH5LP/CpJRXuPc97WcsAkUrzsICJiMVaXZuM+JjdmXFExk2BxWxzIkiOOZd/2Qm1cjC8CwTzHyBTmt/gE8m0DJrJiByoYB2AO9Y+jiB6GMUSmWwTcFtE5IRYemdTXghiGOufPQabykv3h2WkOuPoy9j0HRuhdQN0A+RU50Ry5DCKJaJnOZhxRKG8ZQKG2YQ3n3CX63klWQA5DVzpdHAcTTplR1hGl2muXOPRNPq+GNgM2wGRGDmM4rvrTJSImZcjdyaGX5SIXP6MF/XJ1QygfQBEL2kJaZdIcojggYMaV5yufX96bVrHR2/bFhq38LHXwj6yyIwgStZPsgm6OWMPMooatYRZ/Fu8QM+RfaXyi4kAEdYwq45ImLJektZG5CmQ0YToOwHTsKUOMUgEjURbkFbSyX5fSGJjMJjM0JrOYTI7OURkEl62WHWSR9QzVfu+VNc4ATpUO7UJ0XcDc+yNdE9nI1EqgkglRK+MM5eBJ9rm1ITbm7x9mWmyXa/inPBz6jLxgh7VQDhS+9syCp+I3C4Rh6JqVMJEweMgIjpcxhGROYf/J2+XrMrNJAeEiTvxt+gb3lyR/i1y4zTVSHwGZhmozzC9NssQOp2hDa1zupI0EmUjiDRy4ohc0Zw6ocGcygvmPhrMD59rWXSIiM/AWyNwD0IrV0UUOii2fSKIKiMKEwWVbKldIiBEANZfSyqbYHNkj5Bi8ngVq91Td1InzfcwIu7CAWKvFgPaoKBnlE6I+IhOAULD1n9vjo0lStTLSNATwaLUgSSnYYBcUr3P8DcnirQWykpnUw7RndbnSNRlkWodG0fySlruhKj1wimoaRFd2RyiVCNR8PvUbwBvSgK+ebjvpU+HLBNpzDH0LBlHdxZ7ZKtAYn2LyLfe8gppVLS+RNXg5BS5HzZTt22CBLKCM0Iv3LyhbJUXyMYp4WjBm5RFm/bLtOWLhOj2qV75Qp7M4MEDGpQVWGeiUP3CdLSMMo2WgTN8E5jCd15y91E8hlb9M3wrXtMRqnVJuaSlI9Mi60m0EDxRfDGaKMIL4kx34uV02cGxRWQ+gwE9F0VSBdfysHEkI3VHROHYOmudErCiy9FEUVQm9YxGgq6Jc7pfYPJQeb+eoTR+JLH/pMrzYWXAXvk6E4XqF6xoonyq8SpMELRzixJQWvL9Bz1b57u9eBwpK7ZyAQQaC/K60SB53YnUoDVoPCiPEQ00XsXOEeXLaKEQjWVwP/zGk1/3iaQA0fh3HlRO5kWyrlyWukiEn7AY6YkHx1F9foIjjfdTZAPVMYAbSOMzvICroQXr4IQuap4bKfqVqo6MThbENyjRD71PVNeZyA6v8MqRRFxEfmKc/Y+c52tTU4f/Wbii6EGrjrUuQDRGZDSyh9QgX5KWu0ZkNTlXx9/1BtFETtTrTs9u8kg/AP2P+fOUXCejCyPTpJzrkq91KHB8yvoQZcOOUCRRX9SS3wmhEFdrGbus2GLa43iWkhP3/INP5Gtd5tSocC+6MFJcxYvAc/J894jG3Nbw8UTJ0SiiQOHGon2Y7Aey8Pu4oVTiG6pHxAdkRCx9eqQ4Q2ohpEB6T0TrSlTDvlwrIjEqFYu9bk5Ns7V3fnAbb+Ll96ck7Nmls99yiYYhWJPvE5m3Sp6MhtebiPjbky2IeiOXXk+C85tBYgp5szpv2DfVLIF/11uVD8NjwfnoO7ajdXgcdZGITEktiPoiichM9Ac008Lh9Xjv6iXOsH5vv47XSR7RkIjCRNgyFImVu4KJqi7RjetNpDh5lniibGQMAxMln2XjKD1ATnVZ2Gwj5QK/op13tW7INWkrjOhBYusWKJH3AeOQltadSJebE0Wm+QR/1t0ybIjY497/nPTP6DJXNb8bQ7RIZCS9QYlWA5G39SaSkbYmIt9c9OgsLV20ZVQFxR50icZu8Ymy1Au6cODBDZRopqtERguiQtRVbtadKZabuUfNK3hZZ39lchota7I97hLJw876ZMWZYdGFA7t5SuQdnPDewCPKOhMVkSGVmxJFGW+4ycDu60ZnllWV4lly3tdp+NW7dq94Kz7ZLaCiRKM9oI4d2EH6yPQ6XhDmWliprbdlmG516hYfHQt0Wp/k8RKP+0P9Q+L0sl2o6pCau9XTOtnyiTafGknCpMWy/+MO0YIbWl1XIglZzU9G640mMnvwfEQ98yzH57ktE1cT8G2gu+g9Ii0oI/yD8jsHbiJ9qWxH6xY6j9e1NR9ZzU+BzEZfhhAxhczdKhoDg5y14aPk28Q5LpZIfOdQirDY/RvDa+Z1JrJBaUZUiCdiJ5Xve7jfEM0cev4s9xL2Hr4qBXw/l8jYdIr/P0F651BSJq5X/11ry020TSQ3IYpaHLFleRKU51fwemjw/EhBLuE5QFOKU+cFGUURDZ86aAP/zqHEBkIkz5a7SYSaHP2u5XpiLmPxORDLpPrmmUpNly+lJCtPVhUgnQ8Qia7W5Wjc++whIGU6tjxb6i6R0IQoE3MZm9PhZnIWqzJRu7rr++9K37Y4ZHLnWUi8XkZO3Lv/EHXjsHfcXSJVLDZd8UW+xmGEyPYMzRdMSqdRD+kciHRYfjaC6DQjGj/EpDbOd5mIayIjNWYcyTBAMifPkX2t6Jle4wf6sEHzBn5GTIYAEVkf3WSPqNsRetca5Ke6SqSR3VHlDmTE0dtNa6KCiRLATZfshe+8KRkknfhhWG0gohHId0nXw0c1/PQWX5Ynu01Ub+zs1lonqWMz+LZewo7qJqH0p6cUg1tCBmH1Nv4pfuIUz0fvkvq6R4mxWCnWnzS/3kQ6yDaqX2O0kpGkDhz6CLIzINaMTYuL37KAP27xqwOkht1522SQqPSXxEAeJEQ/CxLZ14mo3FJGoppJUiJIjvZWF3bWdPjwBCp9zyrsd4i4ENGpvyRZS0y0A80XLb67MjKwT1n3o0pLGYmamK4enLZoSc3SC8qqVp6V0HLR9pZTdURkHGGihIiJEB/+oPUmMrGM6oJ2Ky1lJGiSeIY1S+gH887q6sNoq1zT5Ds928hPBi0DJkoUrYMatwMtFi3B1etSV4gsTLS/0/lI0Lk/PEtz+3jAZ+95EQkD/C4DlKczrt80+VSIiOXKtf20W5DgPrO5rhBhz6U21TlR4p09qER3EBdBKRu93BP4zehDnpOhQsgyED18+QCZw36G/HHUHSLs2K127DPwBn8RoRND+D4nXsZ3fmmIhlm/Z6cEf7D5RNSvg/Qhkr6fDxBpXJeIOveC+EvkrkgNQN66kBSR8RXse0BStjYcYVonBIn07Cmy8XfoECyQhZ7WbSJVehcV10REvNJtWn6kTx5RUHW1BF9NqIkIop/lTh68SIg4+vCuA5F+qO5HpVZEnIHvavVlnY0pO3mrfJkEdfhNasLNHgVlRC3DyMuHnINYeHtfV4k0af4r5cX6HHoLIusGYlQKJF8mw2ctYQFVzafxz89noohyhOhR6xDdxVDGRHx3icTaM6G6CdKMvCVRwrmXYTjcDwjQ9CB37DsvwK/qbq4laBkGT9Eo6yF+jhF1WetMCd9QeHOGU1HThGh1k3Mvqa3Wx/q+BLTRBxLO+D3LM4xoBdksXpf8A+sQ6eJkEKJqV4ksqczLOooo92S58kiimlcYxpnoVeD1nr1otsjzfhPfLCNaxkQqnHp80UZnr4iCIyNHrWdnukJkL1u90lMyaqyoia3QCJweJZ5cZv06ptHCgjLxytfdGXaQfRiJYWnZU4/3vINOPvygS+Q0rF7sDpGFPil+aUqJMHbRdUF08vTqrscU/CxeSBqwu/gIKJd1LxzmEC3RfUpYRmfROw/fQpvd6Dz6QbWLvjd+PS3JN/9p6CfLLXxvRjRL9kuVSsjMp+efHfsx9gXu1goBrROc7WcqGUf96OTn6e7RMn7fkS4TabdMPfWD0E9qbRGVdFqVeCZHRhOf1CpW5a35OiITO6fqR5mMPk9yfDU8H1kcI1qUu0SU6xP/xb+O8xm4eCJFB8Eeyqdu0HK3gvICHhyVn3hrWJdoO7YMg6cef/gs9vKL32czrFv8z+z4+hPZXI+0655inBcUGQ6iD7dIQtt2LqFAH2kixKM3vrvsEKVcIqvHRhO5U0QZRwF9yyWapXq9wHVJRvkPDw/wpTiifJTeUaIpAKVkJA7bHO0fNZyA5UXb17qBPXSxct4h4k2vgf2qu2N5qdgdovnp4QFuttiwjI2bYQVCtEzPWZYm9VmlCjBbQrYpzaPSy0xGaUIkUKJnkZo9NdZzluyf+TE5VUfjqz33eOmerhBdGj6rwiPltn1vAXQJ/R2+uVGQtlUm8Qw7Nlshy5KFd9ySk3TCI0rTcYRnWBOKbztalxK6S4T9IE0d2B9D1LBxQhXVAQldrCE7zdk3w2fIMvtJmXb68t7Ti4novmELksR6j2HrjS3DLLN1jmWodI9oM7Ly2ZtjiBq2VE2IKkjTK48jO3nPeLrvAdkQ7NcVcrhLv+qWF4pTz8GISIl6vBm2UFx0LcMd3ZWRQdY2yS1ta52oapKGipLVkx6CIVk+nZaeHB0RTcUecE2j0JPlHBn1sHHUj7Qv30KbMpi8qclOK8kuERFXW4cN7RLx4rwqIgVJdsogu+Wmtb4NT4kpBc0jUFPefMSIbNLANEfH0ZuHHqTZFptfxURFGlGVu0NELJsBN0Tv1ml8TU3/VV58ewk7f/OckdqJyobITSyIyP43+OZ8ItcyJNEEGUcPIvPQbhr80QQzIwec/G4QmftI88RimzKaEqrPiW98Wr8BbYcRSKEfaB/XxgwRXd2I1FSAiBYWmNCL1BGS/YfBQ2Q1YShBoi7NR7Q4aIZrV+tmhdoxUt+ojw2BwZfRW7nsUBIrrSUiKNzuE42wcYSJRskaVuk7xPr2YqJQPmR9iYpOqMGv9y62JFoatleP4EWv+RGDM/Yh9OwIJ6o3CdNvVSw4dFD1VhPHmdbdTMYRZWSrckLETXeL6BdF8rAs1p1qB6rb6uQQ1Ztv7SPH/zO/LCkW9ut0crKqBgXYuoxOlvQbde/Ng8wyIJUScU8SIqdpAiaaIvUmzuHY60p0mUnkACU66q8jmspo5oPGhyeJLMvvcTpI1WVtJJeQltDMWT5QGTXIxhGCI8R6P3QWwDzElI1ondgtIrayc3Z6055EldZEX9hJGrdbpHc0p2nS6tIkaVW1iibMXjgWIKK2Do1UsIxK1Pc+BHQ7usWIlrtC5Hiqi07W3AuuN59he+kxVfYSnv3ngGyUwq87Ro8JW02/gxqRkeBM3yqN5GNb50QgBZN1GLTlbhHNshXle8Tbf1NqTXQfbYZZnEM6dxIU+zfI/n+ydUw86xc6eTJaRS4RHkc7XCK+u6vyBWYOLuWwgP6wDRnxu5xg0Bj/JhxkB03u+NIASLOw7wmfaEjwtuQyGRU8y9BtolnbyY0p4W1jMUSqe2gmeoLHZi7dk0lhBy/7wnOKlvEL8gbpmdku0bvkJ3tZma/aXSJiCd4KFD21QQRPpAeANfDnVXhtgNcG06/TXSHpLxS82qiPhoguQ/Iuay8dqUiVRmnnZKV7Miq/7ZUIrUxGENVPSB/coJymu8ssfP+HLdAemsiLz3Ac+uYn/bBEoY4IYOwgOwxAlRA5saxbRCRov/CeGwBAFb6d/NGmokmJjnNkQOl3nNj7m//Tx+ElZSEZIvK3tpP8Zo+1T72ZjSPa2mIBoX/XlRrIwO5eHZRJIYqoPnhSrJlKVbEVg53JKJ8YEaF3ZDNa+iN/h29YRqQHgHWQdSwzKVGl4FaUdkHrSj9zSxv6hI1RRHWySlRHLblcpjcjziLz8ekLmnFyZBqtCqr31nqi5LT1KCNSKdHiiENU7QKRuOKWNqTEVCmCKFN/kWXWV97KAzlaa2n7Be0Dpzk8BHk/Spz3iU5DiaiB9SjLgDhE7jBa7gLR7kteibwI5QiiVDhaJ85952X6tI1ChpzooO18kmxEnFrEv/V68uWDMiob+JOtryCPCCvGQUdG3SBSTL+BSCaKyAsHqekcxx2XVypnafsVQ4M7sE+o3f46JHMyb/CmOgxRRIgSPZ5xvC1CdP6gUwbQDaLVi+6EBKHWdyFb58e/sfV1nMz3ILVvmow/omv9nMFf8Cx9nxYiUrEJKZqsGTEhkonWWXy3LMPEiuzPDEGirSQ4mtgQZe4UR6hHeGRfpL/N7jH3I3evKYc033r/5E7WoJMlbzERibdUFNLauDtEFpgxRDHZlmJlmvnVWKhPYVeVxboHSRuxAYggql/s7zbhcXQKf9A/dYnIhrEFv8tLJFFI/egSyj1Q4OGdyFJU4D58MzID7+KUgNY5LX4k0znNY7dBiLrpqfaNC8hLQ8pRRMGd2LzsNX2xIIX+CqFFFbZuREVDP5X3tiVIqk9kimwzw4Lj1ynEentE3ZiPTg6L7hQb6qrm52H7Gohm2AQmoDR9yr87u4K41/rz8OEIIoNjfv2KM8NKISKjC0QX+3lfOeqJUl7BhQM0S29rnhEdJu77WQD9m5irwGfgxgiif87t0fF1rRV2pC5QovK8bC26irHeRHav6Jvv+jUsXWcHtiGJC2xypUSJ258nZa2wQR0jraevTLjb0MlJUB7RG7k9CBsfa4WdPkIOqaneXaJRmj9r6P+zPhFIXvQGabZ+HNEMSmBHiLji2w4Tzz5H6INIKJYGH7ATBc/WgW/rMNEy/mDrCovXYSL+0rYSncq7RcS5Ow1UGKwnYuLRAleQQyZMPPfr2HLwyGI2wWXvDxDN586SXW+jl8WKo3W8KZT8gvMuEIFQdolSUmRm2XNAsVbKgapdgPvoHYm2WX/Sr080kyuPYkcqe1ladGV01SEqdmccIXWvPzXUWYZMvfmWAv1+iJkqa30GOfeV9FgWzoSIBJ9IefG3kGnIs46MBEssd1VG2uicN8WKkblyb/dbRg7IyEhCYvhfDRcgi8pq+M76B4NEpfEX4appDAsukd1lIv0Gybu6GOkFpcMOna916fEdlyAto2VOhx4lQDQQIiJaNzriEumEaA5t6SIRL7lqNCREEvVEEmGt6xsTyTxrXeYKIQ+9jmgEq+tLI9MCK3+bn7SL5Uo3ZWTwznm7RugdASJ/QgrvUAA0qprJ35k2XqBWHhVSASJX3G9n6Pmw5pd3E8sggHRuFillmtdRukRkQtq7RT6SyD9SlIVbqq4faM/3QY9ctvgkvfqZXc7brACRTohEZB7aiT1iGxPNcu52k24RWXCv4g4MPjr7734uH8yZmcCbnxPVD8jomPgsxpCUp80Iojfh4gj+Q/MQCWgQoqUZu8tE7oFBZPaPlpE3ISVoxl52RSoYwOv4oimJHFUufBWuRhBpUDGJ1h2iST9MZEyYfJeJ1Kx3xiQXTeRNSD8mOZKy+25RS/IWTNvwBAswcK4n3ReSUenLALWn/wMtgRRQ+QpnbSnPqstdJNLcM0fUCKLwhJQl8CXMRPsQyGpSMFTp9U3Psa5I3HE1iujUl/F1n3t0wtnW8F5e//2yBgW5e0QGTHlrvgaiXGhCSpEZa4416dKIQ3rzz/6rogpwiPzyhqv7HKJsgOj/g1MFrM0+0cVCfuO0Bnk6W3eHyISdvj2uJ8qEJiRGxI5DPEOOC5vWuBr20Km6VdCcs5owRwJxhpfx4hZbhked0w6l81DY+LwOeelVpUt+HbYIoovWqHUpgEBZVopuuWFthp7jl1RAVd7G1HgOvSe7XDsRRfTSKS6Jib4sOkQ6jIjHyJff7prWIUh4xi7aMgTWfLxTu0jiVJhI+Tv+W8eBEOWPmuaEQ/RSQOvQK6SHxtfNQ07eVXoNRsXnyRFfZ7tH5B1jEEcUKFeVSeae9NoyQVpQN31Pl/6xAL0jZN7y+7cGLUP1ld2DpIrmy7KzKW0WxqTnyXnmhEjtDpEB3s6aGCL3Uea5WhnV/prkjwyQJ/Utf3zcvgJwjPZQLC6lo4mGegCdGaH1dZhoUcVEpNMbMTAvdIfIO+fOjCNyp1hNRCWnkOM4jPPnuFn9CTy4bscT1sRxadbtZpAOEF19nhCpg48qokukKM9rXJESvdYdItsNmQR7aoSInCmWY0T0NcJZUOAnjAR3FO7IwCZu+lxpUY0kolq31zk/dXoRf8jz9NO6R4TUHmdBEUfkTLGc7hHJ6EUTDF61M5goATf8uVY25CWHqCdEdB+5Urbg7jPRQSk/71Yhdcky4PEz7HzRSBSaYlXRrbRZRZLBmSL8JCf8HnFoJ36A9P5RlygbIPqT++gz+bziWAa9gHwi6BIRHkhskg00eXKJQlOs6tlky1I0jgS4YGcediWe5H4AvcKwv0T0iM49cx+Jfz33sOQSaabgaV1Pl4iQdxxmI1EqNCGJXp/SCXw3b5Jf2sDthcSvPk0CKz5Rn+h5JPfiK8kekVz5lFWeRug8ldFT3SLS3INvpZiMmOoRuYuJSYvXxkbhVux9czrw20n5urssT4SI7iOWMvX5KYeoBpcJkU4z9YluERnO78wYIs98iyQdwTLSJmg7CySvT84FAWE6mE8PEOlwL1nhpvZOOkTEpftD7EspXSUiNTQyXs2ZYkzNyYCjgCLyDuE0oJDGXkLuxzR5IXwDQl5TJkD0EYAtx/Y6SSdZy+WliUVUGe8qEVJTijomRhFxAfOdx0S0rLWMFrGmvifgH6P3tGQP5AQxmqimj907BnAu/bvuo7uI5wCysrCHukpk8LRUx2okYj5dmlq9Aj/FiGr4+aqbDFKAioxtajJT+Nrjge7mHDmb3SUa3zdGLvCopwyQF0lrWZMQdc3W4U+iIYQoorxnvvM6JtLp3uOXFQR3GkQP5a9QrTzyRW2TlvYNyYindQOfJlGItLsBqYhXH5SIygi6RkQaKC6yRt2RVTTUfD9kUCKJmnkL0jp/EvqEvyPH3A0IF/gJNesTjYrORiY9VyBdcvvedMcROWmJEF3tMpEpzleiiTKe971oSlPeqULYGRzpvZeYjCSxGUfwsvCjXovcAket5gpb6t+tkTdRolfJcuSofBeV0VRXiRCPSEGtEEeE7TRXPUKOLpr13Ns74bPAzvPUMNHJhN/zd4CjNmalgsiB2nfrXkDWgh3I3iQSIuvO7soIaYqpIJtvJEq75psz5AUR+QX8mmiINloiI03LCU+mhUcCsX8mo3kbu3GAgkTi4uquOUJkdpsIP1Qpkijhmm8eL8KDLTc0HtWe+ikJmhydh91qz+N+4ptnMlo0hqWFANE0IfpRbVPlLrdesZtEGKaCUAQR50tKQErIY5e/P4lG4KBUXsrep71wRyCwo9Go5oIO0rkCFHV3QY9exv/dAeJdcrn7REh9DM8eXFwVjcCSLWEiTufxIk9ZvVigtd6BTX8FSrSo90q6wdUYUdEh0tXiJ3fOvS6vRhzEsq5EBkeqaeOIiK/Kh9vpvwmgy849fUTQoPCpXao/kEQntI2JkC8jC/vehi7fJc+9UVwtdllGdlpxT+2MqnTCNk1aCP3BBdVtIctf7uG1h3eVgq3/vfnIJWLlKkhaNt+TSW1Hjcgo100ibO0WA/2xfSLONd9oPlwt/tz+xavJcw/jmz2aELWdqWm/h59ouEQLDpG7tsTm3JAPy8wykE0KXSQy9i1HEjHPbhCgZoQam5HmlqdhD2FOkR6QvdJRn8g7+YEQUY1dYUR7CNEBhwjd1lUim7ORqsRpHTbfq+xs86qTFZteQTb2xrGbxL0JN2j4y4GIj8JEBk09CR7RqCy7RMNdJSJr8kgiVu+Uw2KiDT3cEkP8v5MnNY44DSOqcPocdybwWUEionQJVgpqkRbuI8zAkCnr1e4S4SnW7/gdIKJWuYdkVPYFF7oY/u0h1mQipSXq4lT+/iYDBkYJkewRWT7RWJeJZqOJOBbCJzUmNM0iedtIjPPzquP8YaJffVqNJjqsYSKnuHWPBpfRuOw8GbPLRKa/5m4YRyT/xdoQOESEbtUuJPxl1BePqpFap1Kt84l0kSYqVq8DkS1pO6KI6Je2m3c+E6hM8dxtUqPR87baWMvhEo0jj+gt+xOEiBh4o8tEaFG7I4qIruTG3MTZmwGicWLaiZh4HS4luEBJVJ1l+MDjzkNTNDhpD8vOOKp2mwhpG6OIehgR00g7FSCiHevICoo7CqMB4+B7S/MWR7fG8b6M8q+OKw4R6j7Rligi+uyHnLFhfyZwnb/Q3BDymU3jehTRksnZ3/ktW3WJFE3QhimRcV2IdCk2I/Yh98/fZV/QLBI8DU4x5xlIcXqAyGWaRxNo0UYnnO2MsOfsfo2aOnT5+hCJkUTka8GFfTJwHZXDo6iXedvpCV1tlNECJvqOTYNNTEZn4X6HSPklygh7DUnXp7M/4nt3tpp3Z+CPBWpOIohMj+hH6gibbZfR9SAyomXUQ27b/c1TPhEkOchwU4RJwoP/dDSRjYl0l6i8qipkblpGl5RfIhEPgSqoD/GBDMAmzVkQ3gwHi1qUrWMy0twecegn2hfGDxMiktrp+nwUCHyHfQY1QHTJW+i+wpbVnyT/2agNIS3a1plebR4l0ulWzWV0rms1JyEiIXa3juDv3kChMnbnjrXeUYi2DCYE5iNUVq8rkRVP5ElvFbzuFE9Tf8EcoFlnGH0smsgWfuurDhGW0dmsQ6R3r+Yk6NnFEPGQ8azgqsr2t2jnMrTTKL+kEbB375V+Hm+9VY/oJIi2UsVE5xVUvQ5EMeMIVK+DDKrRZaE6+wyeWnNpLsNrPVvxO74sIa4dIg2EU8oSJnr3+hAJERXs9IuM501blAhIt+FBPs09KczBNuwo3TV91xE12tYtBm2dmeEexDwr6F08JPOt7jm1zkT+IVUDGf89dFlIVFGyuO0aqcaClAhbVp+So6y3wSF/PsJE82l4EE1hovMIXW0po9FrJUJhoiH/WW3yifIyjaim70EWdxPdJcHBjeoNVmB7c2g1QWV0g0NU1NMwjkho6CL+thURZ14zER8i2umpUTJAVCBEC1s3I9ZaXuY4MgX3INWz3pxvGRd0MrruUT0iDGGjSSIjBdVaVaMJ107EhYgGpGOusQtkJQpkl+/Nag8sogsjkOwjNQADwNl+xwmH6CojguAMW9T7cuNoskrDd7VWSietN1HG78ZSxLfjGIccydgKmV+BXcXkADxagiO2iN+95wXf1v3IKR5aIfmJgarqRh5MWldYpjJqZ6slunaiiTrr7Smy4gfqSB7cpkZIPDS0mL2Xn7sg4m93v+Y3o3mKczNE83jm9ffaUusNz6Cy0/+/xTji14HIDRNX3floq2+93EAdzeyTm0wuWF8l5Y/iM2mypcrY609fnLsoxFqnyV5qIkWIfDceWc2JxHUksus7ThBNo0RvoaOkKdNRbAykr5snsPHgpGeIxPh3QsEwn+gRUr0xKHlENwByT1NpQSSvA5F3QrbXEMMZHN4fL6Ln8NcLE4QI6VhEQ1P2B2k5ccmok5Fj6xSyyB2XnfpR/AS+iUx9Rxtax6H1JKrPtnh/vHDkDP56Bq/HsVIcx5N+gV/9Kc3G7PZLg4NEoBDPYMwnEv8buuo0o9Fa3XBXiJjeeX98jifFFl8joBvpQVUF63h5gr5lySe60Xn31LzuZMQ4qnWcjYmeQFWn03vz+UhaD6L5ciNRgv2x7S4KT+KbE9RN+BeHChUzB/LsT44C3A+cf4Paja7ni4mUIBFS+0S/lLI5EVoXorj1EU/6obGV+Lv45miShU+MolUd8hxKUqc2cIO3sECMJS64MiL3Z2UFpGZE/2AVtbntXg8iPYqoN5clRIx2STgPhIgjARUTLS7h9d6cQAkVNezYlXQIEyHzPqJ1U+jqSBvjSOweEQlr01NXEJ2VLoFiZ8m9cK+sVvHt8h+93COMghbcgU4n40ojEdFMbhIZDpHe3HavB9FSXPZfIHabEuFluYyeHqVD4/sv47sG/YpTJal69p65F+/1icTW+UQsKfsNZAy0tgwcWhciI+6MKtbbRGaLWBmpQzCjPvDw3dZBHc9Jz5KSlP5M2EwRz2N8x3wEkdTWOBLWiUhsSsRKnOcQSvaDPgOJzTraXbbgqTSJOEiB+7vFMzWOrUvd7dRaYq3zOv+VWtju9SAy44jAJ6LrKFHPZZPLwi5EJuBcGgrSC1JgV8+NQZ9BB9n5Q/MG0j3obXwlqgtzzW5XWSciKY6IfoA3kfz569jlefKzD+dB+Dgkk6Bqw/99yz0RRHM6V8uB+KqjAhuQc0AkbXUy2cJ2d5eIDqEj7vvOjG81WVwjeTv0kBRSSt9S8OuCPC9oEfvemMj2KnxV6CX5XLVV1FtE3dY6KUT0rrTpTa9AEp7Alom3hk/4t1N1XQyymiALXIdoI56CejkL2WqrzIS8TkRWm0S2MCT6S4EPQ2JIsIb9+VJcdomwrRvBdz7sGR5C5O/XaG67W4WRr41ICBGhyWSfBbcKAFnhOA0WCfq4P8P6RHg+gnNeuAtrnQZSO0RCO45fO0RewK6BiI7UQFfcXjyKdhV/BUxZpco3fKPtT0jKsj+OtgUCeBZP2jPiS1VanWoptbMivDYiYMs924utvmY+d780Ll5m+wsSr0rHZbWhnKGOyCBE8iSqtDynU3E3HV8zER9LJFOi6vAebzYeywgjosHlqYUgZVJqQyIDE/GFEJEJKNFa6/h2lO5aidL0sa0W/9jzasdFNWvvJcvXDKSLK+nHIogWdH7UJ8IO71WQdrYmEt2i8msmQvFECdo9uVb+oefMPixZMAr6DXRjhGyofY3JJmzr+McXLefgK0JEmsS2JmrHdrdJxMUSwUmiC6+Xlyr/wt1Ztmf1ZDLHqmwGfp3TfMtwcdKX0bY6orlvQ2sidF2IHlKhgl5Tlir/l6MSuX+vzvwXjJFIAn+sB+7xUxlerQAZR3VEaPqJlkTC9SHqK2ALpB12iUwoPKD+QhXnehI9cFPfkwpfUetHNiVS9llu4w1W6dqaSFpHIrfCLoJISMNOtOnupXNb8VRL/YM+bMfK1d53MsD1zShfQ+0RedbHbmG7u04EOmyxN/+rt8/9Gl7LUUstJUDvz4kv4IH0ifyK+OUIImzrHt/vHX2sCUEi65dOlIUb7eyfvP3ar5G9XsTjQippriyTrVRSdkR6KuKzMNGIr0b6EW+LRmsiU1kXIq0JkfC6YPfteVvbSgISx+GmHyNthRBp2GxnH8xKi2qj+Z5jRM73usASiYvtEOndJ4Jxfqz/PkaE7+bPvk878piy+Yj2uVG5Vl2KJnr8Xm8csdqwKYeoxTiC9SHSmxEJy5Z82+2UiIXapJPAvXQWClfnR7hnBo2Ieg5iGXa7RNbrU+H9kM2IrPUiUiKJnO82WfLmvzrnE3FnQKrOqPsv7cXiSaXqiFZ8Imekc6Sev791KEihS6OuErmvMUE1zuXo8x161l3EpkahoI42+mWEaBYT3Wc5poCeQmPj1ZxjKC5/ogmRuk5ERvQM65Z1D2EoWptwlm09ysuvYeMwBgV+JBVZRYSJHt/tEhmMSHAjMBaKJ8IDdZ2ImssoCzfhW6J7QcgxEjDziVP802AJOXG33VM/6S8zy6DsrrlEhJQUeJZbeA0KXRqtE9G+aKLfDsydmugOa7wOTwrAWZDplZU+UCOJ8CjMlBwZkcKBRFtE6noRuRV29UTpQEiD+pu6UxwpDJMC1QyMo+VAiHSjO44okauFRuh8qqZE5IF1lyj4aaeB3QtHNizmMZGWh7yyLGbrQjlMRpB/zSXSN6N2icz1I+JbEUnkUdskmN0DQorTUwVSD55TVqzRCKJZHR4lude64usWtcQK9SfWh8i6vTlRjhYZsAxpEtJpDrhZ2IXNeBX9HNURVZmtq+mCGkHUYhxdN6IBfJlp0sMPP8RMJqumQBS4vA4DGMBSw0Sr2MThcfTb4GZedWifSF8vIrsFEclfPgfLxNYlCip3dPNAH7/1WAKO47/5qdpYoTGnJ8YwkZvSa9syEB1YJ6LNzYk+g282D0NELbSF5I3qIAxx8xOgPYd/MuQTbfU9VRgHwSOS2iZC60XkOihxRLfSzQTiHEIn4MP4VgXVhBlNyGexwa3XOrKTDBMp1AXc3imRtl5EtzQnugN4/DmCLSObewY7R3zOgEUQoU9BP20gKlsStnWHNffTOyIy14uohdZlVZICkkjvCXb/j+rwEB4oZIRY9THRGVNa0LmyR2TI7VsG0qltfYieb0GU5/GdC6giO+uJacj+DDaoyQiispYV59ZMRJpgrAvRdHOiVI6j9euInDAD4nMfEIF7F3sPfySHVnAOERAiNo64jomM60REjggiBZ6CyT+niub4NIycv2FiXn1sJXh/TOtOEhkl2Dja1jGRvU5E5eZE6RTHLKKG5muaNGMOc5f6ldkFGp+oj27ZaM+cBr6MzI6I1im65TYRjCXqAafsE9/dX0pzxjiUpqskc4ednoh43axLdEMnRPK6EhWbEiV5x5PRtoyIVyTB6INk7lODAP2Hzcb8DyFK+P3q2yYS15Wo3JyIY1NN0QCu0t+354U+kuMT3rZE244imtN421MjVl+ttCbi15No4WRToh7XHTiTUuxPJxR1BykcEZfe6bGVY9FEL+PvV2hJ0SiFCQjKbB4mXicidgBlHFHCVXIrLSNVG9c+wUG+IE/o/GMoahxh35s069tu+UTBGEAHiWXFWiPRso5aELFPM1MSmtAP3L98JP/pvPRjehpQJBHsvQwwF9A671VBR1s8/XCBg7o2oqX5pkS8ex0jJVmPcpdhcDEJqdUlsuHVjvgs7NftRaC8FUW00CRzjOprJIWIco32iIyFFqty7/mJNXOXAaMywIbTyz9XD8cQkciJ8kY0UXuJWI72sI/Q0TaJ7mlF5GbmRWT0FkCYPi1wrx2+DLdUo4jmmhDpcnvJct5pNGytjcgJnTQjYs+PnFAgPDIAj2o8997jp0a44FYV77NKOkkxKT9uJJpAJ6SWBQ2aRyRHRP7bJOJaWQamEaS/uX7HGHnM3J1V8vxWig2fVSFEegrgt6OITqbbKzrhacg4YvZaFxklPNOKLzhB2rapHNyJJ5kPwGE7Ku6t8WY69QJkG4g49F7Lok42kAS3YffaiKzmRF6hML39Pp1GhV7ah16FgnQxmqi6u4bUVMQ4MlvPng6R08Jf7QqR4fr69NuRnn4BwWlZ+dYTudCJYwGfwRT/G8qxFoMdEHH+W7AJYuNKWxvRhuZEZogIf9zGC5D/mFIB0hiykaik8QjLiETqnIo73697GVoWQa4HkX1jc1tnurMfwdNIK9W51wo5uAL8ZEArhACRKdYiYo8ticQAkc4uqK+NaFtzogdcV5UYoTz5zxYrq2Cn/KaSHUGEta5GZVTplIj3iKTuEqVT4E1+fP4Z7IRqoCaXLRAqP40gwpbBSP8aKsCLyNc75/VMc886RCRGObbtEaFNzYnc5QSZwHupMZ8DLQOp+8USiiZi2r+IeazwJz3ZnEjyiTRmzNdIlGmPyGaT0yAH2+CR3xyAO/kKitQ6Qadl4SzvqnRAJDQQmV2REX8agkRiBnKcNtqz357RSqpHHbAMArF16kZGFHxVW2gd5zLghVjA8nVOpLYgcsyWsYnev6jlb1W1vmdBWvUXB/3++ggTWaKFVBp8tkIDyUy2WKIq14cIT6NOMfpz9Hsjn4U3RMn8NXvZI5JDRHaphp6UApEz5/V0KyIxQKRcA1HzVTnZNkXftuq0o0gUNPgi2jId9FKGg3EGwfy3FnpGYgmlwDiy1RZA5CJhIqs7RM5RPDX36JPF5O2PKKuk9EKJjNcJCMvomZsbiCw11QopQISugej1lkT0DSOZAvt+w1OgKURElhRBhLXOxJbhp99zk34dyMjdhS275xhZ8Et6cRYjWmFE5M53fa9xKm9NJDAihawuybb2XxoRHyaikDRSWwsKyT7a+tEEieip2r+kl+DUDDMimMdOw4Zig9YRO5JvZb9dIny9/9Hd+wbXclyHnd0YEAOKIObRrMSQDGEgMys5VUoIleIQMiEM/KeirU3tKlv54C9JCJdUxUrFFT6FqfAxfMIM9CRCSqJAiT9I2ciCtvIpH7b8ar1VUmpl3QFBE3YsG4xdFUuRbQz0ZIJKycLAoHjnvjt3Ov13pmem58+9tweUc2OF7z1czMxv+vTpc06fczo030KiODR6IhvNhwM8DR5m0fRhnmj1f23S3xJRYLx1RETweiKLxjdJU5CH75aJvjALvtB0GUFk0p7vbymReP4TZqk+eNclQpcj+uLsjXc2XedHhwhm2nvuTUDGyH28OJF+45PrTtN11jmRRSI0PypEBlHTZujul/ZHvx+5rS7mkmhnDdGGWI/9nAOcD++ZviYi7MPSG1m7tG0v23viRHGM2hLZNOIZV2X28K/5OWsi700Zeogi55jt8RGi6DneUycFS9oSkS1S0CR1rmTJGiUfHmoh2suIzN1o0C8SobZEgUtTkJuIUI6oYJNsaSDq+XedEy515i45LOF8QqIBakHkSBMJoqkPSigSnVIi4BAflkqdR4guJiLiMdwWREnHROjLa5iISZ3hhX+VE/UnIoqB0Sx16dwxpj+eQ+m5jCL3xJ/nRDcdNDzviGhOECWdEWXaO5jnUrfmcnfvfCKiSEFkiCEx043O7I1qXo7hRZrCcru4sp435zNUEJXiDOIfLE+8xKAzIlGBftFPC6nwqJyybbIxiXj0UUEkntoKctsz5LyiaXvwVxNRF3/OHY/IzW3IcCKzTJRukITpbgjgfXGcsAsi+uzx93ww9xSzfPpSLtWYREEtUQTcQqWWGWgmeoUMyW8Wp9BkRFYlkfh9O4EF71i/7f0KfqiDlw8KQL3JiXy6MVZFVCgL64qolxRTh/cnIjLZe29PFHVFhM5Dl3TyOlfmjY5NZLcmSjojIimCwSk6P6oMd7YiMtg3bcUen5qoi4nEiZJTQpR9npmICLLX7rQn8juTOjJLn0rvM0L2RESABYh/FIjIkiQRoWRyoijvdRfWo+J1g66I+iTT6RelFMGDyYgcVnpZTeRcFxFiRKkv/oPeZEQ2fUb0I0Lk/2JmyCXOZEQW1V6KvKDrJHpJzCP/F+s2q9oRQaLq4BhEYYdEJzqIqgzp1Jtwr4HoFRXRaMJ5VOn7RxVEUbdEifNYV0RiLEoJaF0QpVFiaYwiVy+RAcYgmjammvqw/nPSCquZqBSnqbnu1HHvV9J87w/FG2mDIHRdRGVT1fI1zaPj4ENhekJKV0RGOX/YKV7bnZrITsfodHrtPTZRyU+yprVe4ct2OkboLSPKkCwN9ng2j7IbvNmWaKKYtDJ7PQXSRnQcmN0TWXWpaOLH0xLBdIzMCaROIxHZY9dKdBy8R8p67IjIbpWTNuVNDO7c3cuIjjojcq6DaIYfUXqeSd1uZ1J3LURCuO9lREd/0YnsotR1N0budRKdBY9lRMP/GYjuBcbUus5psiDQtY5R+D8b0b3QmHqFHYvIg9c5RtdAlFRNq2hLB1FMxuixayWKqgxXDcEUm5YVnF0zUVg1r0ItRFHiTDxGMJP8cYiCKjtPA9GigwbIIvMoca6isYmkqutxiPwqf0lH4NiOviV0XX98IqlGeRwiTx1J0RNmtQP8WJchnEjq5GrRsYlU2k4LkY+fRRD1xiSSKxEriWBSIqo0XbUQkcnAiS7GJbKl0Gglkdi1LIVK7E60NyGyUDghkVwXPQZRXCYK+TlzGoiWwKI58RgpZaiZKCoFHsQVdOQ43ADOXjpGznhEUJ7nUxCF2Zj5GpAW3aEYoz8dkygXvxmDKCwQeRrjdfzN8DH6s4PxiEz5AccnMgvXNzURORnRKJ/g1EhkTUgU5ImS7ojQmER2IZ1hTKLi+Q+GJiLLHVGi8JPve9UdT+ocWRm3JjK7Jlp0LykRuZYTjkXkyk/URCSkIDHFPIKF3UtDs2Yg19rcHououJqoLZkiUZYR3hGRgy5QeJfcr/f6Dn0udyKiSgXMiYys6UySH2PdRBY6FJohQWp7tWEfQNpPtZGqu05+1hhFB0Q3EdjwzDAEKJxZXWJ3sCcncpCqA1IVkZUnMrURAYMQ0WvB8JfyKap1REY5JOWq+m4lGT/MEZndrEdgFhjRG5BO6PdCEnD4/OREKvPZTKSfWSg20wvCPJEuK4g8WuTSXLSQ1nm1JjJLRFDl4ggi2mzDpC3D8uq/AyKYBhjcyOmXlPdpDRFtQR/Io1buyJe5Q7RQRKoic3JEdhdEyHeKYe8e2q8262LRW15irCJ6iPzMYP2zb8pmVKyfyBBEp/jyBaIfPvnTL1YTBeL/r3kmkY0GRVmFE4GdHNFiNmK6x+gERZ8rNEC6XHpvDZFHxyWUpcgrEQUFIjsErkwUuWE6q7RLXeKEcTEm+N4aZ4I9aKgI3ylNjICdGhGJ/B9KNAgc9hp0En01LXVzo0L7umB+ttoiTNiDhpLyTuoiyiFtikLqkIJMM5DwWhoI10QEBNEZFoE80eVqnY0bs1cbSso7riOKUqJMzmj1SCJWJ11EDwlHYJ80bs99VsGNaqIoT2TUxhBJXxc6TlYMslILVj1CSAydRKklZ4x22wc5eWGOk37JrI3FG6wGiBTz7bGhtGKbV4+Qv1s6iVJBMwZ7BVXHztKu8EMCCaxx0TeEqknbMtiRxatHkGispp+oaC+ceXWeVYHIri0qyhFRlWiHJrWaHKmTmCai1P80R782DpEvTacKX0JBlA6GTU+izYX09RPFn8qnd56BRiILRTW+hILIEY/uBMzkdzIR0UX0JHe9lu+EhZ23oHaMvDxRfSg+jcCmKsfx2U6MUEw82qHjI5T32z8f2CettxGLRLB+u0SMkS0RgUgOF3uGbs0QzmPb+5lxidKa3vrlqJB5S37H8UAk/YR4T7qI+mLxwf6OOzGRVf99o1RiIIhgpgV12XXnKdHVGJvXDgI5ogb/RkkU53ZtbG1Ex+nMvDpoT+QWiJz6GtdGolR7aonZMUGePQ8fmJyo3pdQEyUZUawqa5xyPYrmjsL/pT8xUUNldVkz2L5MFMkZLLqIzKPwp78+KVGD8lYQWXhtyohoo2bN61HivBS+b2Kpa1DehRyTiPnrbOIh0QlBNxFyzw4LNW+EaLUdkdnwAspERsiJDKbqXO229wD1/7igvbcB70jSTNQUQCwTAWH2QKbqkPYxirZLQfyt9mNkNzQogOluS0q0DlEWcKBf0LUeCaKbdtIrOuWg0i0vEDkNuYV5IjrjFgyabELMH3oOchdEyCmFvFdbErkNKSMibi83QaLdhUiIcsOOtcVUYSxtY5vF5OjtaqErEjWl9eSJfIkoZrFkXTFVmHwzJYrgwCxJXUuipuUofW+70vYzieqvUSIj1hevQzmiD+fGiBxbs9pO15mN6XFyRy+h5rGg3qJEMNYWr3NQnBKV0r7ps7bTdVZjjpwqUx1f4zYn0havc1F8w03X08I8ilZbr0f2WESSR8KJElPjGK1lb25UHqNVrykmFuWiL22IqFIkJdc28nYYEdIVr6Nnc2ab3oN8m3xKtKqfKN2GIQdVmkmmCTURxRnRA6P2eaOTEzENQtocWChw9/USvR1JjYi9Yn4vebotXURuQS8QIpNsZxPjSR/RE/n56qDuxsgt5HtblIi2g4j1EcFcDZVXTP3viAikRAai5zSKY8S01Vpm0mDlmxl0Q5TIRKyFFF6N+lqI7KLHei1SF2dEkKch4dXoWAuRW9z/sq+DiD826d0JeQNArMJNfUQJcq93jISA0PUoYIIPAz2WaqFVS1ActE6IYomIdW7Psih9HZquJxN95BrWI4mIHO9pyZUXWoikNM4AvHANYxRlRCamMYRrocWHHSFyLGvaFi2Et+3rI3LIYkHWVl/fGFm5oxhGmKjQ/ijumIgmeYjzi5Aeorz2Nt8KIkeKIk9LZKReMrtVUBwjcvOgK83g+uzspBXp9WohkoZou1h2S3zY1VmdRJ6dJ8J/WZDsl6mJyPhcSWPUPRHPYZOJ5B9PS2QilNMNpRU2XgUwekYjUQyyVGKUI4I6bG/jXmnXtUz0YOW5LZMQRSArMkDksLM493anJioXQcMS0cGoHVE7IzJiDTDZoOSI9PR0cksFtrcLpupdcKDtlAuX3iFNjoZUJOJ8FEKTFZQRwbiwN3FX47kdiBOFGVG+DEQD0SOFdPW41DQheEgvUQBA+tQk2yAlsvQQoeMiUbF+9K5mIvzEWY0BCS7E/KwnWxPRaUHqeOvEP0rB3vjbeonwf7IVKGYpkLc1Etm5WdMnOaQ9JFaNrNWOHiAsYnuE5lYuyhEzxAVNRIOSrqPWeHI7r9inpwno3E9oYhMNOi+LucOJHD1ENxTNBA5RjJJlzUTkRHhpaQW05QBbVDmR2C2dkshREGEfDMXzmokM1k5H8k1o41QjJbI05amWKo0Sany7MdBMZEYA5E8Lof+CbzJiRHZnRGRhH5E7d01koHSMYFQO5Wmz6/BtHsNSFxUMpOlj0SUiQNbajEhXdrSjIEpzSHUS2WUiN7oeojXwLIqcZNIxsoIaovxZT+QmBhV0I5Lsy+mIyj2CehElQhMSGVWJQU4E0rN+09WVbe1oJVJ0ePt98DFC5E8mdXaVq6QgImfw2AnxJkx9RKWGPRcIGUMUuf1gHCJDzslPqolAjoisTmQ3LCabLtqIyoMU/zztKh+2InJRnqg64ObStTUX/cMQx+RWtFDR0FYJUlyOEPoKIbqK2xJB+bw6q7IES0FE7x3TQjiNRGXVMKIByW/vtCUyZCKnMubgshLGRBERoDV9RndSRzZDY/dlBGYZ0dAZg0juWaWSz/zPnLQOoFsiIgqu95Q/y15h9Hh7Ilg9oEyrk59lhxXYWa2GPqJyl79ffYQI9+4dEbiLzPZERrH9hEwUCKKgsIsQaCUq2Qx3lgDLhAz5zyKj76KrdkRm9TOxAAk9Cs4vvM5Aq9Q9USL6IstT3vx7fIxC8EvPXATtiKyKnPdZnvZMawgcr0DkA3p0pCai9xeJPPQkkTowP5cSrVoLXjsiu6KC1uRLL6QZiUUiD+okQmUiuicLZn/eE0Rgdh60I3IqQsamx6JABl0cikR0SeuO6A66S7O2jbf7KREYkyiuIPLMvCo0uY+plaikGfbQkyw73rvpNneaLBC5+T4sRSLfSom2M6KYxsHN7mwGLnXAXR+fCDUQOSmRlKkb8Ut0th6R/BMSzHD+1cREqIIoSH8KpUzdUC9RxZkWmGje/EFzV908kaLDEyfyYVo2zogSIfJ7vJeL0ZlmYNYqJjLvjU1k1BIFUm8giPi0S8immKlxha3q3EtiGpdoYiJfReTliJiVR3w+4prrs4IqzmoZRdn4BWzNb0NkNhA5qdQZoh9sRHrSmKyATw/RScUYwZ8Ci2OPkVlV+md6tC+VKREhUfW3yU5xsjQRzZajW6dp9LtXerp1IFoxVRIFVgVRIjsbUKT4BmT1tmitsh4iRadjmmE58PBNU6L5jAjGNUSWCGBWEPGJBHgrpJTdzmWZa59He0Jb8ezRgDQuFkSBkdQTReJI1QIR25WwPFEXxzeqRAsOD6Du4nUHnMhAvyaIlsXXn4wMVENEW5+RB60iYq+QLUVRlh7o5A6fmI6o3D11dPATYox6JSInNvfqifx8F67UmzBR1mZQxOrSsnp6FU1EChvI2GOXNbIbbJi7nGjHNOuJPDruUSMRyU51JSJTE1F1a3wfZH+acY450caKaXi1RIC3osp/5rLkJmH1caNIXMXSNUZOFdFAusGKg/491wyLc3VEjpj1UckrN6Ve/5xoF2V0stLVPY+yJZLfJHjAYeWJlGixnihRE0knBzopxR0kSaDTPdFqagVJ8bp1q4GId0qLVUSBgiiR55QWoqoD8oLZbTHJvuuOS+SoiSKZCNJSYl7Mh/+DOiTyfh5rbd9EH30m3X+RiFYmJ0Ig0x7k75ZEBFGHUueRiMmhiV5zy3vly3ZSTxTVEXmZhid/t0WMxUSxNiKV9r7jk6t+XtkhdmUD1a1HrlDiaqKA/8HLzC/Ww040A+iIyNzF1ndwoCSy4r6pHuMmIlN8hxMZ0q/ZacHb9ESqnQmX3PxMTWRGj6FaorCOKJGIQC5hN7wGomLPcv79su3dkshAqUEnH6sjfk0bkcpm6DH1AL7gqrJoSv7ROESeTGSmoTMs5Abqej3y8F3fo8wLujkFkQ+khAcoiGB2NGw3Piy7qlfwBpu0v0xkKYigRORnvxtwItgp0f29E9r70SoTLU1MBITUZUQ2JzIKpw1q98qvEuuUEik0w8b0RDB3wkkgZhbqzuNjfoTnATQxkWoeZe4dkk/P4EQae3Uq98nv72EiR8qryey6yYmwhTQLJFMJpI3OLd7FtzuPb/PCko/x3XO1ENkiGJ7rvRoI27XLMUJ/hB7KKfJxiCqtINJbWUwf6UDCUPgXuoiUy9FVvu7Ae3IMXVdNZGTdpZM8EfXTdXl8tYeu82nlGaOUaKGeqMabyKoboXxmSyyiQ6hrr1zeGzMCEe0Ac1MQSZIuiTyLounT3rB5jPAzbv0gtVSbiOIWRI7QEVl5hg+vgShNosFERg8JPRW3IHLriay0hRidoHShNbqVulOmVdfPBRH40mlLokRSENWv0ZdWDpoRkGvu3AHRO/ja8XRK9A63JRGqitfJn2XZNwvJ2hpZXfpHKPgnVp4IgLc93oqoMkrctHLEdqdE8V+2mZV/nj7qkt3Km6iM5I+lZvXbDAPuiRnH6aP+mNWWSL3bUn6TgYk6IVLmdA7vnaDwgU/KRKCRiBt0/FyaKqLNxh2EDmyGK4T+rYlC641/gDKiWautUaXetUxFonMixYXPEPpvFtu7nIQoUe4spy/QewuIWDYSzTeZhIgFQSqJ/Ib4RkdjRB7JX587yIj+piBy2wlxUEUcNMSguiC6ogl2/qfWtuyUaHXnmfxy30TkVxFFLYz+DryJ12zkH2PpSYnel7ji+0Er1elXRZ6COiXbqX8UkL4JKdGvp5H8+pWmMhstFQm/a6LKCwe/j/jRt5gI9lMiqX66zpT3qlYvv4UbMxXRY+prkk4h/lMsChRmOQikCc5GK6LK9bjWWNFBVO3CJm+zUyIj2+PL0k/qjKqq/tGSnYsv7HRBVK1EE/DXGBGWug9LsaDFNm+okijKbw5ek2aw00T5izTTri2RU9vYCkqa0o0rJa8rr9xBqdSdjEsUVd0t0xgb1aZQ15GTGGy3H6OqShBxN9A5UaXKCV/6mzGbZPHWzf3WRFatEWRI0rhUbdx1sx6F3vNf41UNW6+1lzqz9plkovlrJXqJENlvsBvG/kV7IqN2gTWiVpq2g3n0CUx01As50Q/RSev1CNYusOY1EBlVRPGRK1o7jWi+dCubQbQyrSIK3yqi1zDRyTCfAV5h1xU7iTk1y9G1EKml7kJYqeUsmn5UT2TX1ffYYV4AuyBSG3aqygOhy8J6otrGwhIRrTK/PiJUSVTyYYtEsK7zgRNk0t4ZkT0eUSnOUCQiE6m6wWCQ3ZZoD9Nz9BNVWfQjdPgGGjvnhIld5RNltoRIVjWvb4ziP8+8wd44RLxXRksiqJ+oykGKXzXRZER1ilU+AtyrnMfTEVUZdvL53n+4r4fIUBA5b4lmeNXSRRSViOzrICo2tEu2ZKJlXUTVUq+bKCkRAZlocxqiJCNKqsMC3Xh83RBlDS1zNsY1e+X8ADbxGytTEXnFUKRxbboOZf0FEtKDoKdFM0jHUnnVr3Q6IrM6YJIezObrIwpTYa8W+3gqoAor6IK+KHjK35kmIpoVYLE/xdVEwXREdVvwQiIw0cjWQESePnQZUcSbd5YfIALXQhRrIUpTD6n1YMbKB5gSyECtiHpRSjQ7JREvOPJFUqSrV+Zqay3BTEr062FKNDcFkZMVHJHFXUUUgs6IsHadS4ke/VhKtFihWdoQ2eJ79GQ3J8mIthq2aTR4fMj7uaUdpuuGvmk+3xPKPqnwRtr0yU9rkOgUyoiynifB9ESVtvedC3H2FiZ6zwupYZmUH9JrO2LpKcw0EuSmRF6qCkGHY3QHSUTOqCoH0sit8U0yKEZBEBkRIYqAxg+s1N7nmIgHVf3MUt1cWipPxLA1kc3xaSjSicl8cvSdq1xvBLFp6hSJNpYXyq89aq8nuITRDnYmsRx9V4c2aEuE+GoVSDtiC7NlsY3bE9k8YEK4YMhOSwy1EtVHIHknuMCWiObKgpS0JypUAWo7PLWNZiAfXvZ25mREc3OKYJLXfnXaKBN510FEHfO+6PLed2uIcsdxO2OamxZC2k5JaDFGw9wp35zIXFSsMcE0RAm4tnn0L9wy0bKRqFyEvxhEPlSM0TKMFVeIpyGKNROZNaaqYowWQaSQ2+RHiag6MSgUXaoaHDEbIfQXg0iE8JuIZFt1XCK7A6K3jbkjpjaogymIdGsGe2oi2Vb9USAypiYC+S3Lt5wIjkW0pKqilNT3uEROBzZDfSjfKRBtqIgkW3UiIu+6pO5KMUYbdl2XGWlWjkOk2fauNhoCq6XUSbaqNQlRcF1El201g0RkjvPKodcN0QM10+i0FZGVYRjjPKAZsdep2YcFC1MT2dk8gq0fEJJoutcJkdNENEBuPZFsqraOVZFG7GbQBVHtCkuJvvXaQ/VEBXeinZ1GqsXMyNWxvTKOFUSJPj0LHXS/3gqKVIZ4w33TnrCaiaxGIo+8+a+6taMcKuMo9SrWa0h378RmEER2jxOpjP+cxjbaqu+sk7RuoirFkMhElv0Fp5IoNyywpfqGUtuMayKKXRQkB5RoFczZN+xKovzUaXzCbTGWKVF8PboOE3k7B8KQXBYnpG+U873dnEPgNj1hKAa2KyKzhmhTEM3MA77Ht1TudJIfFafJ4QnFwAIQd0JUZdfheeSnRCAlWi8RFcwEq0l93xTgAETdEFUvSFFGBKqJCqZco616U7zHWXDZCVGNDxuwefTpeiIrj9Boq94UoroBdou6blYL0Wn1GCUqouVqO7WVrXozU5qwQGTocSyqpW7EhWK1lqioCpps1VBwl4ksPUTVge+BnAVSSVRU1w3KzpCIjAKRrccMb5MxmBGV16Piktpgq1plIj8bo2siYm2E2bdXit3RjOK8abBVaTHIozJRIunJqFtdl8sP40S2F9XYqS3Ut0OStmgMQxBF0rPomEd13sRFmagkGKUhaVDfpAbBplOUNtyKFiwJX0ugC1ZWVF1cyGmWlhiBoEJVRu2IWKnyQCT0Rrn1zfG6mkd7iB8kXyJqrD8qrrglItqbfCiI8iM+143Hh51/s5wKK/qcbIIGIrteM7i0l/wVQudJXV8hrRMpcmo0Q/VyFrVbj3gEOrE/1RlRyWaI7KmIGhwknkYV/yUryQ4D6DjOEJaIwnGIGpxYTjTyn+6M6HWrcYzCmklbJDIaLFWuTAf/GSXzHRGVxI7No5H0LzclovUGIrPBm+BBpuGZkyx1RQSbFlhKxLvjG1FD/VFTwI5/ux+YyS1bJlq9hjhx+rBbGZHZRNQUVOVpBeehScU7I1q7phhkOo84kRUt1BO5DZET9v3eRdAhkWKMRo7wkC4KRCtLi/VETXEDdmX3ZIsRZdbFrU6JhLrjHX0kouUGokanHM+zl1zk/gmYpd0sM6KoU80Q5zcuyc0e4Kqugah5k89FJyhBd8Eciq1MicAzjUQ1/oRENNeOqHkj1sKSnLgheMCViQyd0W/4fbUvfiKa88k3ayKym3Zb1g2qQ7dnZt2kK6KaQbrKHha2I2oMEm9Q1ZqE71+gRH7q+YbXor3HJ2oM5G8Ap48V6KWz4CKJyNZK9Ch5ac+oiM6y9Sglqq8ebdpsmd0Edj+B6CxZoGdUBZ0QPZkzEOR8fLaXLVuqy0sbdUR1dio9tXduB1j93zNQkCxSVzlIL6OXKHbKRK/i/30/e1huKthLt+uI6uxUmoU843oQYaLtZIkSZdWkWm1WVzWBSFvV10/SMVoQWqS2F01dkIEdiOm++oEDjHIzfpSawlE3RO/KZ5ewRZZE8c+Oi0QNOqkud4sSmX12Wuslb3+d9XvxdRKZp5exnGTbE3xnR26ByKi/c11+Ha1GXN4GO2QgB7FT8BM9nUQzX/+rWU9GLHAH4kCQ4BMpkdja2QFTES1tw9hcMFCcJ+KnPMG4i0UJE+29JNwIVj96t3UorZJolswx/N8PhmZAiJLIKfiJADxxR0OdvNI1H31iy0b9u1gO/RlXEM1qIMLDsH7T8eYwEQocecfSlvrKaxonR95Tfgn/9VuXhGjRFTuxUxLNcalbv7UC5hZMdO7niJzi5o5WosiZeZeNfpcKwGafaIzPjX8ZFRF51PWdBbCIifostU4Qud0S2XO+y5qJYSKkjQiSf1t3X6RE517R89VNJLl90tEP/k6RCLbxudVEdAd23fWo1InzlaLi3X1LlzlkSWNknqfV8v0BJ5oVanZyImrpuj6YxUSjY1kNMCL69oChaWGSgg0xJaIrrv9A/z/h/9yQdWI8qa7j9/HA8oKFQnGzrezunt5sDUmOXRO/wK/wMrGv8TGa0UO0gaVuw0mtek7Ednea877Gs4SkuUmImGZYuPNV/J8vZF/bnHw9SqXuWcSPFwiBxYgsphFcrbsvsrY5PmbmJDo5OSdS900pTDAhUSbdpLe7JQxgg6d/sCnlaCV6u0x0+CnWUP7kk+fDQuRkSiLSZjBZMNPasGQ9XY4iYOv0KX72KVnqjj7Fgqk+eC5ytBO9ubjCUlnwt3ecVEBCvUSunAt0fPgg25nAEhJyIk8X0U3wxuImyYLlX06Vd6h3hyxHtOc/xBYHTHTJM5e+yL63pIHou4v/HBPxs6KTVHkHwNLp983Y0n6/+d3fQX/IcztH7PEgP3VreVoi5xb4qPVCksbWk3R110zEnoXvge199w9yTWLx4+1yosbz+BqIlpwI/LL1LPb5g8xUtbmBopfoJ1I7BCHLf6RABP+s7Xl8jUQx/L717OhUNuycjEhj/ITI8tVpkhKd54nS8/jqzxFr/CxgotftZ0cX/PxPcQpkR0ShS33lxPTflSNKwGHWtnE6IqsXg3lMdM5XWUqEsnmkl2gYmT4j8jgRb6+TzKRE9rREBz8A8yvPDgxxBkSQ+hIBmU+hXqLE9m0xRn0Sw4u36X0TclQnJ6qfR+2INp8b/o4oTPWzc/k0W0GEKBRj5PMGvvFNWhOb/Mqo5anELYgSsLTRH46GWXsvkx2GFQOknSgwfNqPzfzuR/AYjWipAUp+nO26VNgMkxD9jRjFV1nGqEUbSGFJ0OtNcCI2Ri//AZtEJEyYmFqJThOwvhaj5CoLKtjpto5Wjy+vGR5lSxMlMnKdW3QQ3YwRepb1honZchR2Q4Ri87cokeUZbFOZRMMTUzfR2s0PkO0pl4x9xC6RuHoDQWKMesxSwEQPoQglDs0CSJ6QiZa0ED2JWJrllbQcdUM0EkQWGhAi+nlOJlqYlggRIpcQDQlRUMin0EuEJKKrjChXszw3NdGb4CYhusPGKEiXo/MO5tH9VOoOUBWRqYMoyIj8NGZz1oWu6w04EdXXiar2f2orSBDtMSIvjX0CzfXLW5JmiK3qPifTE73IiPZZlk7qHcWMTENAFe5kY/QVi9kM1nFHRDOUKGREPU7kSp2qdQgdHGZjFJucaM/CiohViDV1MxibaA8EhIhe/DJJlXfcfN50208oWaqGz+bRi07r7jpjE5ngLKDl0GSM4mw58rXlBoWyXXfEdd3BoEsiX/zSZZTtIUS6yvgkovuBycbIdo8vOyPak4lCKeBuXOntHESIQkFUatvSlqipiy8mugPP/BcEkZ/PhfM0EyUpUY8SheO33W5DtHvo/6Ig8vKbyjp0d/qnh4jN4DC1/dQBLXkatOwXNC7RkS8k7QzkibRK3U+gwf3IYkG0/R71Xb7ZsqfT2ES57uRuV0R47tz/MvPKWeBpiCJXP5GJDg8zlzXAlq9seOucR8SkJ0SonmhKqbMI0e9wMxWvqgFYBDr7r8sf0tnp/lfNI2GpxnIdny7NMEuIsOnYN1I7YSXnHelYj/g2+I35xzHR1zKiZIyOfK2JFi1gnOIRMq3UvVsx5I5yoUYistDdTz2+8XoMtiayLCLdhmFb6TU3rFwZpE4iQIgy/yjKqo80Eu2T5CDD3MmIfsZGUO+CtMa6sNPdB0x0mo3R9yqIZqcgOgAmNkhTIjyPNp1E1t8ato/Wibid9kKIderPfA3yMfoUHqPfriBamILoFJgBsMzkqXTaOGhzQxLyN3UQWcSyD6GH0Au9/yQiJ06I/kxJdKNy33K+mchGpLyfJ5ef0hFxkk3nTEpWxMBTOkk3me0bEqkTcYaYELm/UWgEyb6/XHma6lIrIoPl6bAdUvJP0YYbSmJ335hWPdxk84gTOd9mRMAO3ZGSaAXcrhzt1kRUYfdZhDjccPFKniZnfw5Oqx7CFIx45dYhkzr86tCo4FGI/aMqoYjGIGI2CT2hIbjlYrjU1PO3pw1Chh6fHkTXRSYn8myS2dBXEFm7VQd3tyLyjHRDfkDHwvVukSDXcWY1OKEWImrY3Q94nGHROwjRx5WawTgqWCpbwr9qQ9TzjDjNBaFjgUhjp6tsZ376o3W+KcaI+7APE6KV4/0QfVBJBM/94kTkZnUbogPPSKvWYzKNTHRG/MqjE227LUYkSx0mInKevOO398PkYZRvO8F/o6iJRNGn3Y4IZlXreDjmrQGdrb6tjQhGICNCVx/xT+gYeRbPECoTFasMhOpz2hDtg0eGomD9nIivFRqUyNG2N0EOJ6PaG57GEN35c5MRzZqjXKm8RFRcjgShm51hVEnkvAjm0+vd86nyhvfwnw8dfbZqKFZYOz5E916zKNE78L/F71QTFbfEXK5asoqqatvM8UTk5xK5l1TVBZToSKOtGrJ74BV2dCTygpJ3kCTod7aMbvlcVaZVb/VEQ5427JA68kXkG2Wi6TqkcSsoYi3SnmYSs1hJVJ67/DBo3o6ptrHljU08cf7/V+g1dpwlvkARmuOc9T03JZEhbbCwfbZw0RuDSPR1bK61JEWNH3boedSAZXMSorM8EUnHndI/op+hcw9L3V5wQeZRsLiHn6stUczNgeZ62OVNMoa0Zt1LHBJHsbH/R9ajk1wun+FrIMKiNzpEZoCw0TAK3/a7++3HKOGOUVqFndQQ7fFVwUe3wbZNTuSjvYn3c1vLWoiIHbeLNeopfltRuIhXvKStZhCoEZe+agW84lj7aOiyTVc82xwidSbJAjnI3cfYmirO4K2xV/zC6FAs26NFb5z9Ix/wU0Wb1LftIAsNDkic6R7+kueSvmQm2Tfo5UINM1POo5tsjCjRDrvoomiN1WtDFDCt3dyfwelFJrrss8iZZ3iubyVY4AqRJ39KzZDGB9zRSdqTYVGEZ1oRhWxomntoOCgw0w0PYHootEit036hQ+iWFqJN5+msOj5ZBCcs97sVUcTmYda5JaokwoYwd8ETrOlQZIXlBh5v6CHacJ4T5fKUyBqDKGEWapRGg5I6okgkRduQECkOvPVnpoThmgENdskKe0KiC/+HZ40hdSg3MjX9ghiRM+IpnAZe18Ny7+pkaqJVTjS8w4iIDys2SnvNexMuNcVa9XRyULoVhrXHJrZLrFhBtDWjQ+rwcw2wmjo/pebdP/ar4t4bKiJfbpVfY6u67KhCrtFuEyKk6C8eaCJ6djhMnD9lkdTN3bGIwuzc10plR+xptxeks8bzsZrDRH6ZyAd6iJ4bYKn7UxY42/GqiJRSF1FRq+9fR+xp9zTbq4a72D3HRGF3RO7wIG0NsqNq7VstrzFVB6H8D4r9SvyTkzQCmMxARpQopE4L0QWHYaudC8bKomGHrgagTn0TIuc4DVvEswYendjsgghucVFJzy5ACSZqnaHh8ELWVFjUtiodo8xVjW6ZeKlNVC3to6mbpFHNkjDtfUzXiuRxD9tCB+2IiMAdygECta1KiB6/l7WljsiZLcrNRO+Glr7liBPRUYof2kWD3rBit6X4qCSsI4el1LYqIXpCGvjQCli6TlkWlnQAQWwPR/hRfpMRve0QG/2/oyQq7R4ZxdBhNZEzLBCpG1XrIjon2vtwdMri3miw9x3pLueosrYFFgN01VInj0hgM3fsuNxMXA/RadIf3kkw0QnbEUODO0hNFCgENheCV5tBJshnafGmIKi0life8rwGIuMkcYc2meKMaBf9EGZlfTKRGVVsvfqyqlDrOlmzEcuRCKFXXPkG3gLQRER7TTzOQl1YCoFENDhCF2JvAqmUnTws6taWcyDfnpEQkf+VVr7LZFEj0eiUdjeJF3+TtRZ4UzS4POoLIhFDzT5WQblXW0GgQOQBKyn1p71Ef6JhFgHzNGtye4rH6JM2ghvY3+ZyMji8urgQAKFCfUvDUmGpUqKdbECItAF4nJTaAYauhtIJ+Hk6MofuiKi6I/SG9UkHDW9BJHzmT+9enQii0jnLsI3yZkS2SDcaECJsDl6piDSk0sA/T7tYukT74DHC/7286wacyIdX+4IIJkpll1N1fgWRKYguCVEA7EFcJjJ1EH3OFDmcnIgYalcACSIAr07EfcoJFG7OvKxobTnHFgl+D0oEfGsQl+ZRAHQkB32OPFQ856IRLTpJHqdlGkEqdQCepUSOr1TfPqg1vfkOio2XCKITzrBxG1sADqKSrsMjp8NBoq/ZZh4FJrJ2WZvYcKFEVNbe7C17oNY9EntCW5v0G0dYlQZ4WBVE/pRh7/wq6bL6/8TCMnEFfCcEgug7gshUHz2aNChveZeLvjUiWzB+ISr5lh7Q8rFyyRiUKKTHd7icKBC6rmwFsZpG+S9ho52PiUgSWvJs2BkReSiYjEZ/V+RuxS4l+jBdpzCR0HW2B1S2aoOdWvw6JiLN3ZKnw1IzV41El3sJYolvsfU9xIk+RHewsNT1BJGvfOljnJlImI0e1TnJh8tEQB9RtIuJ/g4pUk2sAc0IwUTH/C4+GlaYDGwWBvV2auFesWFD1g+rMyKbCs7p6DceYVKHfdg80dE5qjAZ2G832Knic4sRRQZLio6dAHZDNJ9XobF1Bw3wWPQkIiRsBtdTvXVZAmsSYW4DvgfNiCLUFVFh3Sa6buCDv4OJDtGTBSI7VMyMJjtVJrJR5IQr8ICaKd0Q3dhLUT7+xxkRfN9BCP7W+vrH80SKBQk22qnis8NfX7gJeUcdQ0E0rQ+7ym0G0vZqh60Otvd0RDpKh2Brdf2dCD2JiVClpYpFLWypvF1OFGyCGqJp51DAbYaBlxxwIsfDfwMAjxFYXX8YoeclIlNhEbhBSX7V+3zkxCaHEdlqIg3O0cJIWEGHyP8gy2B/fLdPNIMZgBlKhGBGpDAaJOu1obaFfJGmijn8m/qJfuEXPuMzbUXOjkqe/1U+j64G9xkREER9IWGK9dNuTRQQogvs1lVJHSWa0FSdAT/57o8CA/hihQXiVAa8Hl2h/4sSAVAYIyNWme1tKxMdkc7nVkkdTfWcjOjR46+QWM930gk9fD0j+sw9dLqXGAqikvIei8hltdb7ly5w9iuJJnWQ5ozM9zRJsvph8uWf+fckypks/haNDO2piPypiGjs5+KZyx5wqdj5poLIndxBercrE0E0vH9A2gwki/5P0G0uSvRgjmgFTEPENmaO0GAfsJ5OJSLye1Np8F8IhNSNkpkeDWzsomQB7GEihnsLEyXwuGWfk0YiFuse3PGGjpIo1NTk2+QrbELPMEgWIVMUCiIwDREURNGdvT+nE0lJFGgiQon930lrtDuMSDQq64LoILpzFD7+pecVRNPTvEte6n99Df/h11C8CVlAuiOiEzveOwytLz1/4nRIFMmRQGePtR3piGjfil95V7Sz8sKJE9jat/5/KhujwAj56uDsskg+JoKM6DwjWp5aM/xrM34Zxjvg0VPnXH+YYZsYq0u0ax2AHvcrSLyO+wXwqw8ToouMaHM6ohFCXzKSfwxjbO8sOoHZAZFYtf1VuMtfGYkS8/NKaOVGYmgicpEzQGjFSVwYo8+BFTdwtTsT22ko3V8zxD4DiddZV5TIoLUoULrXyjR2XWCeIbQMNp1dPFYvLbtIv3sUcD13IhJoKdHLCB30KdEL0QFiIqhBM2D/yNglRI5zOFJulCc6iNgYHRAiLnXftX6TpdYFwHMj0f1PB9EKeWnHy1uOXUHEzIWtaTZaArG60jFiG+SBtSsWh39Ly1fppNJBBBgRNryPh9VEU3XKhwF7JkbkwQIRvD+kRI/pJPrPG8DZqyCivzbV1jK3oeyYEu3u8XkkutDCISN6WifRNzDR8fkVYsNfMuvAdCkaRsBjvz3kb83siggkz8n3Hxyy257rJfLte+eXxc4wGZGvhYgUCxieIYiYuiCVlyPRU1o8UVhH1EIq0DdurTpnhOieWuqmO3DCFERsHlGiC7oesTEqZzoZ0bREL98CKLxCqNQBgozR1HadxT2+kGhvyKTuIl7kRJ6CyIynJQpigKJnkeKkL4TO3piWKJU6TPQcYnvZo3jxkPb/w0S9ItG69fXp7oiJ7h+i+Em68Vv6HPWmiJwIIippdIyMNWY3MiIyRgtfLxGtTJm2Y6DXbxm0ukmRoor2HL/pqLJm7c1qLcmhNmK3Pxa1Ld7Cl1z9RNE6fnGfVZ30jtDCcyRLf0oim7WYJJXQoRgjIIi+VhqjjSmJTPQGIXoJobBspyZL/rRun0zkiIREieiLpTG6NTVRsk5CGEMVUfw+opOCqRRekHkTL4jutpLUlYmiKYnw7dZJtdKzSJGoGn+k6fCeNkSpx4dvpSAa5YmccHoiUosYXykX2Ffwz4Npifht0OEpWuPVTm8T69HCF1GByA6Wpya6zdK3FC1OL/8VPfJpGm+CxhlYvO7oAK05nMhPdV2RyPKXp51HzFa4RHtlontLZPMD+tMTkTE6Tjct40V/n/aU9xY2i0RG01k0LYjOGZEiIf+1dbBwY8pUp23wf9LoFrD+JOtjseiZ/dEpJpotjZGO8C3t2jOMFCbDyzfJCzOnInpMbM2Z6SmMpDIR9Qc2Ifq69mSQdMMoVBB9MSDtfqzpzFXo8QhkYIuCdRL37pPyIIUV1OJT/9WMSGEyPOITF1RHyqCNmE4tEW2OT2TXp6OlRJFigX0SmJ4qzXK8zxZ3PRNHtN+nexMDckLLe53x51F9ZlDWpipWLEc7NNtNFxHqZUSedRWR0xFXnNIYOXGLeeI1/FxldhNBjGl8E2qQOjpGaRkfOZ2hTyrSFERmk5FiNeyZ8KQtJRH2BUnmkKOByCpkOv3Wh4YxdmI8u0RkNRHZDf4sS9pSE/m3iKpbc/UQHchEvkmrBj2nlxUuiweOG6dRbUIa5In3aiIWbdvSQRQbuWw0k1QNqog266NbYouoehp5LJVc+fEiLZnRbB6N7uTGyGHFTQ4qEjWdFgQbtoFMYgSzEpry505o6qBZpY9x5ygThMT2fvyqgqjp3BazYfORBs4ODsSrKyq7RX1Ee/dsxC0uNLJ9SoRAb2wiq2GDmIZrhcLxizk031nWJHQQ64HzzMw6wVJH+2cCNDaRXdFYT+Tk24Ro8QkxknkNcfHymiaiR7Bi2Mt6EX/D8tlo+RMTldS36Dxl4zmbvNcUI5kfpItPb+kbIzIBBNHIPsREp9itLUtd02lBTkVjPZko/qiZjqQ8k3onu55GIvlt2bzf7SFtE9qrrfAtELkNRKTrURxkZ/HJt3UPfg7o+qD4hil1FMRjdFlBtNhAVLWfaqZEJooo0ZAnamUq9vaap43IjmlYfeimGRqXVOoSp9FmUBOhKqIdYAwvqbN3yZPppH4AZ9qARMX30GKpVY7HGhUdfn9cIthMBC+vft+mXXzEsWhiMfqYr5GIVeUP9/us9dous7wOv29PSuRVEGFxvHlvz2F9BRMg1wMEWg+H5S2IRcMovn1JiJKxiIw2REeWw+6VJzpEr2skCj+YVeJfpWPkfwObsHkiUK8ZjKocLE5EMvp/8kOWy9QPyjkyJnpVJ5Gkc/pTEJktiGYWCVHiMiIzs491HqBhBaAvEx0yIu/7kxDRQFygXI/MPUxkLtKCTHScJ4ptnUTY0ZKtEfu3WBdx77vjEtG2LbCSyEYpkZhtqZwODjSexUcC+tmyQHb/n2I3fHkCohioznmd4zYSafO4so0UREOdJ9dRoos0jsZ2/6/URG4TUagM2c3xL1/h9Wj5popI8yEn0hiFlCgmEULPLxHB4pzPE9lU3sxqoiPPiDdcSX9kRWKneolmbUnqHjYwSGSpiMziDCkR+VJXyDLRnchMlkZqokAnUS5LOV4A7ogc+acgslDYQORJnTuLRGwNX46lXGiou4VYRuTliJAgigpEaYtyJZHDvldNRP0gNVHf0whkFMcIoWyMcrbnSuV5E5kyayI6ieWaAp0ZnXLw284Rbdnn+AYnfploGSy3IHJriY7ylSwp0apOou281P1viBBZJDWgQLRen6HosEXFLa0tMtGZmkjrckSIpEsvGGRrnhDZWaLiOERO6fFmJV8jixHHMlG0pZkoP49SosGYRNHkRH5nRMkssDGRZwXw8TGJXKHE64iyPeVEJrr8slYilsF10+ItDREjwgtqF0SmvIXTEdEqQXHvMrDkYfqf1ylROCZRWLMnA4Ws2SqiK/3z6PzLT+8z32uPOEn3T0nM87ILIjkcka2wWufRKk1n8J/jRHcu7hEXLMC3Dsdaj1oRRQzjlBk+Uue6GY1Ea064cpu3gUSblm9xIjAIxQn2rWyGeiKQIzqQicgL1Uq07oZOjHzWqnPF8k/OL5gxjIlit86u21IRWbVEpBT7mLW1DMS/BVDz6bA/g4mSjx2GtKvBCslgP2b3iwIXE7kZUb9g39wcnwhf1oaCCGYbL0DrGO3gVfG1O/+FEC1jIrt/xG59a8uNnb4r+UcFb+L2RETknBfW+jfd5nQI0bI2oo1NfMXDO7+Er/2FG5vYhz3nROsAE125NT6sN/Y8oldwI9YARzQrw78zN7O4oS9gR5pGwU88R6ftjgXRuc+IlgjRdx6viTMEYxC5WbyVFY7miBZ3LFvf5gTpN2G8yBqb7biH6NzLxsg9fAYd9au0WzQ2EXuH9FwqsTQlRFIXk4ODSBvRmxDrtBP21hLniBbpXwip8x//ytGoUl9PSOTxklVBZJCqg9NE3xhhIhrgwk+UWJ+hLQBMSmTjdenhr9z7s0oiv41dJxGxh7ZBgQiy9CddXjlKSGti0g2CjJGJpe7IRXt8jOxg4dXDw/o1Ne9N1BKxHy0y4y4jAglvVmho0gwUit0vsXyXDFdK5P8k8H62kihp4x+lRB6feAslIpb36wNT0xiZmRO2YrN874xoBnhQaG/l6QyNPmwGzLurzfJui0ZqNTKivh4iPI8sbKAmyP1d8igWizlkRNKuiYIoaBFnED/2RKbwXImIZ5B6lkYifD1MtLVj7iL02R465kRPSYOg2uOLW8SC0kVCTJMZRuRnRCJdRRcRzSQ+JTtVESUaPsOJUPjUq/VEqEW8jv929s9QtFBI5xHf7YssT888wqO0f/p55jSTQ1WfPKWnGt4CeJ2SpE6ZX+dLwAgoo8Tczs30IvQEUcjD5KbwK3QQQSwO64vOH/8KUXHBC9aAOmT9swDcnjdyE0WZFxTJRF4NkSldieXwhaTyg9mGhsiF0+LLkh1DPOr/4Zh4emlFw73AiG+7zUSJTKTemxDRaGk7hBJFBirYscjRRmSLUwkQOd2SOH+kDDdxmoky/c32j6w2u1ss+zaSugNZOg8FkYkQMn0XDf8RNiD67ASFRiK5+WjUmJbPPrcoUSzVQBs69/oIkYOnDiW6ILru299Gp4SI+K+fy764VGPYALEP67Z5z2ynL5bT1XlGTaRH2bHn8J6hY3QHoTf/kG8c5Y2C5RpzmguOV9MMcqtEpIgVDbQsSBZ9tvPjPqmN3cM2w/+znx3CJr3GBTVRkJoU9XNButKKW940cjRuUmCixD5g8RLXwizP/HWoIppTE0VFIrW+kltqLSqI7HEq1BuJYGId0M0q3zUxyzCBaVH5tiyeMVC81qQwuSuIDGnSW4qNPZNO5IGviQj1Ds7JHPBpJj76gXKMSlGefIK3Ud/JSG4cYCqIIN2uutBEZIzIc5honR/t9QP4a2n4tsaugzmNC+uJLEmiDFUqyyYdcz1E4jl+AMALVJyJ1PVZMFeWdIWHIM1mWF9/ZUmohvqLlkai/ojcDisz1zrgY9SnXRRkydioeBfiSeuJ5NUaqr9o6CLCUh2YpNHtMjxM6BnfhOiKFqjJROtVGw6BrPqqdvJtWZFVoGslGnmGEXvYQz+g+ZA9SuQ2EOX1t1u7750jctVEjjapu/cdE51j5Qwxkc37qgTnxGJtIModRePUNj2xZdYKIksTETGBYHJOzJwP4jHibd/Cz+4MG4mgrL/tVkRLGbzCINNEdIziB2Nq5nwgITbD94YXRCffvpUnWqqMlIbygIWVRAkQx3DYFWre0UNk75Mj5SgR9CzyXFeM6N/kiRYqNX8sL7hBLZFZS/QRLUTvQX+IiQJmXL+xAh1WXRUAxz/OEc0pDfeMyKhNLLNF1MeTl8CSm6GDiPY4ofYUcRdWrOz8sh/M54jMhuBvfR0fP3jHqSWyj/UQkW6tHpihTnJ60u29V9DJaY5IGdG2JYVdm1jmiM1kLxXQMpER6yHqI9/yZ7D2DsDbyTOdEDv1no8+edBMZEhEtfWwjth69VIBVTy9lnlEvL1XrFcWMZEHv0WJ6HoEnsPC0UgEJAq7LlJAiVyD6WxYOeO2tFgMpP3jcULm0eyIWKdfp6FFGBaIqudHLF0qqCEKxSoE9SenZp9nSI1O+BDTDMYA3RWO0WPo9+wWRE7B+vZqvpfNsw6JnmY5Ldx3NAY9kLp67tedFkTy3HFrAgV5IrczosdEOhj/+/P2gyhBzFH5wBec5mQQWTOILtq1RCj7WxdE/7DoALzPArySFI/Rut1MZOf0W82YXg+RcDsTmsMCr7wte99LpS653YLIbRuTyhPZHUtdQgycReNKPkIcE8VPNRIZraNsdo7IqlAi00POuLzif211wbjC5qp1nhLFX3RyFj9UPLnVOlpt5YgqWqIYGiL526ztbeTwp7L2uMfngY9d5jWDqs+J01oN54kqFL2pgYgui2+y8vwfIzf+l2mM6ubdfNxbYTPA9t13jHxgxVX+mhVqIqIaahnPowiIvsT4ve/ccnOvX0Fktg/tFoJfjpLI1kFkID9HJHSdt+VGeaLNquneTlTcXICydDAcPYrI0RH3fj8hWgOb2/N4Ws4BSzQ92b+x80v5KbKuNhjapmTaOaLi8fNskmrZm3gP2kWv3eCth3b8lOgzN+ItVL/HB4xxSm3MfDO8wu85bGNWQ/7WqoGJfo/d5GqUxJaop9m14p9tIrLH2WmEOfsE5okMfY3lVvvoOElIEu0SnkdJbJ4I4bDQfMNeuWgF3vJWxD/K+PPZNpa+8rePkNFOVm+trS5bV1ECTJFqvumgr+V3lpfa6G6j9jVLW1B2TkXaWohmRH1t/7X1yKGPjoDJtXfkOEU9tqxeNKNc+NCoVxSSiOZWU0cL0TykUrN/D73C/uEG1jUm7z4aOdku6wcq4nV5ZkPknNQRVUWvXB1EmwvG8EX8GE8g9F/Zv9yEpE8+KhG9ryJe5+Z0tyHyguqIHK/ab5yaSCoMo+FbjxHBEtF8rzQJJKJE0s7ssnUPZTWYSNMQPSQKZZ4gTzWDicw3IEq7yktEf78npo2KSDoFMmkmalirpiC68VeMrCUDftJ/Buy7FuuN9uMXec3wnudru4L4BSJ3ktwea0qiNfC//7v/L1eP6L3Jd8lfdPwP5Yjo+c6cSDmPis7GW0JEGtV//SQD+uEofoP20CRpkDx7VBC9AZ6r7V8np1/xzNu3gOiFBA0e/QhtBsxWtpEX3vjg22a3ISEyJaI++qcz9Z3EAumpeHZ0eP1E73/39/7fdxu5Q2BmsUxZ3wMocYCZk7qffnc9kVcksichmlYzrM3+Nng3/f0XP8yJYuCs2ReoSDREH3yinsgHBbNmIiI4va77safTawyw1PlxwDqqxnaO6IouwHVEoUQUTkykY4WdzVqBoLMBKYp30X+/6GObwWZENidy6vvXJUUia6L8Kx12nZE7BOajAIK5bbAXm1ssV1BBpM6v8zKiYHIiHd6EmIxPUaJfBg6wXgdmbP4s7ZPOiYayv6C26wItRCnTdLY33SixaC5l7Ln/3L3wjXgOMqKQzqNv5zq3KImiTHCmIoI6iAz3RfOPrEvUGzojmpQay0S9IpFdb6lyInPSPEZ3eiI6k14l0jfoxWiwakXYE58TSXNtidJnSIkmjOdYOrzyrR47pjPCKywE8JZvo0XwRGuifOBkWiKGNH2c4ZYgwmM2+ubfJp3EzrNW9t+uDdCYuY0JngEzORHQQ3Sb+hAhO036W98WZ6FxotP6kFO+Q3sz0bb4PabyoVce8+mJ0hiaYQhlfd5vS5TbmWgmgpFQa+wPxXPQ9GR10ibvlCi1re61JrLyCYONROkOdEjLcqBCVWkaI4TtAeeRlChr/t5ABOUoaTORITS95SuLwaBOqdtcdw9yRLGCyAV10aAmItMzMyPQqFqSpibib3lpZ9XZbyKC5dvJuy1NRHbzfq2tgYjvLtzYAcZFE5FZ9rfljeU6onmmRpqsCQtd6RojO5GIaHwodyyEuF9Yp7/d6hUWEsF0S0Qr5QXOA/qInDRQe0ba6kQKomKfk7z+riEy8Tes8vbmZqXqmOLDl307Wc0aOZ+R/EcFkaoXjZkZQjVE5IAw0jijQLRTItKwafkhAGZIWGpzLUdko9yhS2JvYrlijOMGIpscYBiYzUTB9ERYi87BQmvqH5ITBxVEyp5ObpHIUmY9YDfMN+o7vwA959A8hoXJ8Dbk/Q6ExiGyJKKqXjRsID3YSKTh81NXACxCPD92pL6ZAfoDxLyMFkRGCyJxkRwR/nPcAdEv9wFYmsEv6/ZzMhFqTwSaidKKsNw8clPDVetn9XEidXiM1iWAEP3HMYjSPNXKriBqIkd390cxDfCqYOYjz6yZfCdEcf4Xuxgj4nStGz+3RxNw8+d6jS11lV1BUlfXLfzkZhdEZII+4KN03zydR7HVaj1ijzshUScf4/fJbq+bRVjFEWkKImX/OlsiqugKkkqdm1wDEWlebwOJSJzprCBS2XUASUQVfYmvl4g4YdYhAmbpkGAFUT+qCwc5VT00rpfI+Nf4f6+4q6gFkanwJuyMyG4kQtcidb+HiQ6HuRPl7lH9XSZS+LCg1LHcrCNC10H0IiXKHWdwRmdTmUgRZ5Ary21xqFFYTeRdAxIhuidaLfNm0aNTZCmkrmJ5lVK41V1BzKyTqq/tiLrqMfoENTZF/1YWVxj9AdpvRyTX9Fps9lcTkV49VudExiuUyMxL3RXaj9sQ5aorLeYxlBNxRcIxaYSCOiciB97gO/IWEFwzjBD6l7fbENlyLm3lKScmPVM36K6eJT9GL9GXyx6NH3RKdN0ndlREyzVCV93nxKQtXfwOa45yny+B/5tWikoWECHydlrYdWauSLn6tCB+BVeZSW2Emom2AWntlluPyA7FncQsEW0UbW9b3RVEQZRUEVmeo5/I2s3OA03SgzOTFt6Em0v3rj51q4bIOUO6ibbIyy2ecHo1DlHUgkgYfqHplS4R6CaCJJ6dOz+8j//fGER+Xk9ci6nTTFQ4KThBe+2JCprvWszROu1NifzS2cftiYqNMd5yolWI16My0XFroqAQ1UfxWyx1wGhNtFFcjwrKq77PyXV9zMAkRG4bolKcIZ+nWnni7fV+YEDHqOTCnij8I7sYqM5nDDaeSnxNnwAqiU5RizhDPquz8eToa/psl8bogO2+togzuMqqKO8tJlo1Sapf7oxB9p8ykaE4GU0eNfgjscCCVQMUFJ3D7IYWcYaiCeO2WY5mVLZlZrhqUA2EyHPzYXz5dNX6MxPzZmcb5V1LpKX7PyTh6KL2Hp22I8qvplYb5Q07JzLItk6eqIcGB+2IgrIH6E9D5GhZYwGrX8l/Pt+OyCt76Y03LE+V7L1s6iCaAyTZoEh00YqoqAWcNjaQX/MveohI8NcpuXytiIpzxmizGtURadk9Nyzk58foitZS7LUgmsg82K4h0mLlQov0DS8QDVsR7QDNRPC+DiLLRqBExI4ubyK6NdEN12qItHiLpp0AldS1INrWRJTOPVMTUVwmSloRTfZZqiayvq+jk9isHQFQVHSR+5YQ4Ze7pekuqDyPUFdECzVEEdBhqoLc8cDdE82WniClcL4KNRHlx2iYlVJpIso951z1T92bUIulmq+Ao4czDIfoQucY+e14d7Z1HGIHQSHNiQ7TlV6p225H9MvBrCYiuzRz+nqJ1tr5F4Nv6iIqmd5I8xgttSKCwy/Md6G8aaT33+glWmhHdHX3hp4xgmWiB/USzbUiek9/G25pITLLRM/rJTJa/dBJtmc0ED2gUHUoO9hbD1HtwpkSoTiY0zNG3RPVLkhGGsEc+CboisjXTFS9IG2lETx4MPRNXxNRbvkh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}, - }} - }; - } + { "Wikimedia_Commons_web.pdf", new Dictionary { + { PdfRotation.Rotate0, 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:BF59^FS^XZ" }, + { PdfRotation.Rotate90, 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:63C0^FS^XZ" }, + { PdfRotation.Rotate180, 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:18AC^FS^XZ" }, + { PdfRotation.Rotate270, 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:DE74^FS^XZ" }, + }} + }; + } } \ No newline at end of file diff --git a/Tests/PrintQuantityTests.ExpectedResults.cs b/Tests/PrintQuantityTests.ExpectedResults.cs index 548f83a..9037e51 100644 --- a/Tests/PrintQuantityTests.ExpectedResults.cs +++ b/Tests/PrintQuantityTests.ExpectedResults.cs @@ -4,7 +4,7 @@ namespace Tests { public partial class PrintQuantityTests { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() + private static readonly Dictionary> _expectedResults = new() { { "SocialPreview.pdf", new Dictionary { { 0, 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}, diff --git a/Tests/Tests.csproj b/Tests/Tests.csproj index ee49a2c..1982a5d 100644 --- a/Tests/Tests.csproj +++ b/Tests/Tests.csproj @@ -13,6 +13,7 @@ enable strict nullable + CS0618 @@ -65,7 +66,7 @@ - - + + \ No newline at end of file diff --git a/Tests/ThresholdTests.ExpectedResults.cs b/Tests/ThresholdTests.ExpectedResults.cs index 4db247c..aceb0a4 100644 --- a/Tests/ThresholdTests.ExpectedResults.cs +++ b/Tests/ThresholdTests.ExpectedResults.cs @@ -2,33 +2,33 @@ namespace Tests { - public partial class ThresholdTests - { - private static readonly IReadOnlyDictionary> _expectedResults = new Dictionary>() - { - { "SocialPreview.pdf", new Dictionary { - { 0, "^XA^GFA,813604,813604,451,:Z64:eNrtwTEBAAAAwiD7pzbGHmAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOQOatgAAQ==:90FD^FS^XZ" }, - { 50, 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}, - { 255, "^XA^GFA,813604,813604,451,:Z64: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:37C6^FS^XZ" }, - }}, + public partial class ThresholdTests + { + private static readonly Dictionary> _expectedResults = new() + { + { "SocialPreview.pdf", new Dictionary { + { 0, "^XA^GFA,813604,813604,451,:Z64:eNrtwTEBAAAAwiD7pzbGHmAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOQOatgAAQ==:90FD^FS^XZ" }, + { 50, 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9V9SyFed83mFqc864tumKL9eoUcnHInCzGcRaldx5gEKA8eavEKhSwrZbQqJ1x5hjuIMFJ5VWN2gkHrtEeYozjxAYeBY0+sV0tsUMq/diRzFmQcoDK1y+1R2blBY36DQb3eig/Lsj6CQvEAhuUth6re1jeuEjF9h6ECFz4vjUJj57Yviui18ucL8BQrzVUOeVpj77YviKM48QGHoQIVPLxyHQuK3qYajOPMAheyKwuwFCrO7FFK/TTUcxZnHKGxiU9heV+ia3eaZIX+5Qns945rC9C6FXIRlFTsZcvwKQ8eaLios3qfQd8NMR5cSv0JxReHO7eOSwmQV5Z5VmPrutugIr+Mf8hWXvkDECjPf3RYddYroFV6qcu+dAFEozEMVUrG/bP8XK+QvUMiXjX1Woe9C4q7ALnqF2dcqnG1pSbwSQ3tx5jEKi0spiZdC+maFbHbl5T4zoOynY/wKLw1U7MWz1xSyexTyuTXmkdvvXKfRz+a+pjB9ncLiqsJFBJO7c/udHDd+hZcGKmwLF8amsFn8qw2/pXy5QhqsMHErpLcoTJcBDPVVmDxO4aWxJuvWIDcpLL0Umt93e0bEsr/ogoszBwojWS7h0lhTKgIUshcpzA4VtquvGlyceYrCkwMV+UsUklsUrnfR4C6FO8WZ+Bct4VcU0ogVklUiSF0JMHu2wvrKi3due1aF3dsUrpURV3lmpzjz3QpTEaKQhymsblHY+VcSd4ozBwojWY/0ylhT/hqF+S0K13Gac0+cPcX7y+jFofDSQAXdG8OJQeHmJu+osO0VZx6qMPMLb3iQQvEJhZX7XufI7KNXaK8qca/LMt0dhttX2L5N4ebcpMexdx6iMI9dYeoX3+QvUpgtG+2SwsKdujuKMwcKqygUWs896jd0QYMUpu9VmO4s096GFmcONjmIQ6F1CS7mNwbM41fYbd62Cy3OPEShZb0j9zdKRZDCzGv/wtsUZpuLKj1WuBvt7Csso1WY+ZXc8v1nFSJQmO8tbBlc49jfdisOhbaxptxv7IKGKcy9FaY2hfuzeo8U1ltJocWZ6BXaxpqI3yAw319XaV9h7a2wuaaQbL8XO7ycd2sc+1tQxqSwsZxirngmFWEKyccVHh7XbnHmQGERhULbHYB51dyyuBXS7UHQo+PaLc4c7OUbr0LupZAGKlyuRfImhcVuGOldnDnYFD0OhWJvYwZnfeZowd0IFLKtkfyoqXeLMwcKk4gUVpa7Qu31Sn+FzFth8iKF2VFT75ffLAeYRqTQNlCReS2zk4cqXHbP71HYHeWbnsUZm8JloSc+hXnAMjsvVNheU8i3x5AeKdwfiopcoW2gwk8hO3qGne6tUj5+0icUHu5kuJvZ2xTmkSskPislpSJQYfpmhburbN+hkFimqH5KoS2UJj4rJeWHyxDQvRvRZxVy16PF1ozDopBGpNA21kR9FNJQhauT5dUK092EvA0szuwrbCJS2IUr5I9QWFnu321gcSbZrV/FoZBaFDKf9cpEqMLVyfI5hV1gZp/s1q/qiBS2wQrzYIU0QCG/rjDzrfsddEf7CkVECtmBwtJ9Dw1QuPqk9ygsAxW2fgpXs4pjUNhYb3OlfzRjrYd2lnf9rEKyf48/mKG4VZjFpHB/oMJnfY8QhbZVCl+o0Dpb40DhwTzh7W/yZQM9U6EIVbiunX9EYb6vcD+ztygkMSm0jfZx9xItWbDCLFhhd4NCH6/7DbGrcPXc2yMVEsfaZluF6wc2X62QnFJY+inkESm0PhTjoZAFK6QxKMx2FR4UZywKV8f8UYXWxyY91roSwQrZ6pPeotArTHUVZ7YK09UXiEFhEagwc60wuFW4/rNXK6RhCg+KM1uF+RcoJMEKs48obK3dZRmW2W8VklU546MKrdO23ApZsMJ83d9+UGF1VSGzbiz0IYXknEIRrJCuc4+PKEx2j+vo8dGNQhGfwi5QYRaukL9bIdtf4LcKK85sFGbr+UIfVWhdgM2pkAQrzDbV8MgUHhRnNgrpun0eqJAFKySbKTaRKTwqKa4VbgqQH1XITim0NWh5qJBHopAfTjT0U5iJ5yvMghVm2+mmr1Zol7Wn8Kg4s1ZINx3PRxXyMwppsEK2fcu4FB4VZxJb7LL4648qFGcUslCFueWv4lJ4VJxJLEMsy79+nkIRqDCzBT2fUbj3qYdL0iwUUstck8cptLdotauQWIvhb1FY3a6Qi8gUpmcUWvfRsU6VPRrPeLVCEaTwcG2vnWNpolCYnVHIzivsYlV4uMLejsL6sQpTcV5he0FhcXwU1xQeFWf2FFZRKLRvFHKsMLugsPm0Qnq0zNrefK8dheVjFZILCus3Kyw9FR5m9nsKiygUkhMK+QWF1dsUpq9XmDxWobigsIxU4WFxJnGGZp9USMMVZlcUJiEK2/cpPCzOJM7Q7GEK6QWF3ccVErvC4/WCnQf8SYUsXCG7oLCNVeFhZp847+vPUriTFfopbOJQ2N2isIxDIQ9WmF1RWL1bYeGp8LA4k7hyio8qFMEKyRWF5fsUZkEKefjITJc8VSG/orDwVSjerPD4YTznff2DCtNwheKKwiRShceZfeK8rz9KYXZFYftNCqs4FGbBCukVhU2sCo+LM+5ZCo9SyK4orD6v0L5z83FxJnHeFD6oMA9WKK4oLGNV6NjMyRWQPkphfklhEqaweZvC48w+cd4UPqiQhCokVxS271e4cw7aFdYhCuunKmRXFDbRKmThCstIFNJAham4orDyVpi+WSEPf4QkiUQhC1SYXVJYRKvQsVKS86bwIIX0ikLblgevU5gHKHRk9onzaB+kkF9R2ESr0JHZJ87HDz6okAcqFFcUVqEK64gVJrEoFGEK80sKk2gVOoozibNHeY5CekVhE69CR3EmcfYon1OYBipkVxRWAQqz9yp0FGecq5U9R+FRVuhWmMSr0JHZJ84e5XMKszCF2RWF9TcpLJ6qkFxRmIQrrN6lkAeuddUk0SjMwxTyCwrrmBU6ijOJ6yJ8jkJxXmGbBCnM36rQVZxJHIHZJxWSIIXZeYVdErNCV2afOLrR5yikpxW2ySmF5VsVdp4KqyQmhTRIIQtW2Dnrs1EozL0U1s7s7BMKWYjC46zwXoXkrQpdxZknKuQ2hfnXKnQVZ2JWyEMUkrcrLN6k0JXZP1lh6Z8VPl9h9UiFIkCh61Z4q0L6VoUcCp+u0FWciVhhGqIwe7/C5D0KncWZJypkFoXknQrZOxU6izMRK8xcCguvXvg7FHY/oML1ATxWYf5ghfmeQiqcfYvrEK8pXC7+9GKFzuJMxArJnkLyBQr9Z3M7izMPVtj9GAqdxRkoPKFw1bW9VqEzs49YId1TmAvn7eHrFJaPVMj2FGbCeXt4qcL0NoWFh0LxjQrTKBQ2L1PYhRVnIlbIHQrrH0KhuzjzRIWJCPtKdyvMXqdwu+6MO7OPWOH+pCz3Hf4NCut3Kmy/TSELqa/drzB/p0LyYIXpvkIaVJx5kcLqPQrdxZl4FWb7CklQZn+7QvJOhe7izCMV5kGZfZQKvVcFdhdnHqkwDUoLb1dIV9HUS9fm9gjdolWYHzwmEPaNnqaw3QZ1xSMVkgOFLCQgvV3hOiB+5VYj6bcqJCEB6aMVehRn4lVIDxRmIbfC2xXyVau+UqFHceaZCvsGLn4khe0zFbIjhVmbfE6huEGh7xaUxGNQ5pkKwyt19ylM133bKxXSJyvkP6LCzad6FGegMFhhtr49vVKhR3EmXoUiVoX5OxUKj3E1KDynsLlDYe2psHikwjRaheQWhdxLYfpkhVm0CjdbDtyocP1Tn+IMFAYrZG9U6FOciVZhHrnC6g6FjUuhx7QLKAxXyG9RyHZH0bYKm2cqJNEq3MT5dyusDu67UHiDwm2Q+EKF7MkKaawKsxsVti6FPsUZKAxVmG/i/PsUbtrapzgTrUL25QppgMICCm9VSDapmpdC684FnbWty/V9N3mmQh6rQirsI+t3KMxWCrNHKxSxKmT3KCQ+Cr2KM1AYqpBvvtJ5hfYNtoqw4gwUhioUL1SYWxU2z1SY3qfw3tWfLI8Yn1JofdH6h17FmVgVZrEqzLePGN+ncH1psh9a4auW0SO3KiyPFXoVZ2JVmF9UmL9KId0WTE4pzGwK18++ehVnvlUheZVCti2Y3KywCyzOxKqQXFRIX6WQb7PtCwory4d2gcWZb1X4qlWBU3FWYeHRrCuFmVdmH6tCek1h9iqFmWUJvwsKa8sl3gYWZ75UYf4qhcSyhJ9LYXpWoV9xJlaF7JpC9iqF9C6Fye5uVO3qw5ofU+HLVshnlm90QWF7qNWvOBOrQn5JYfYyhbZ381NYJoed5vSHzep8qR6qUFxSSF6lMNvftO2Uws7y7nVgceY7FdJXKcxtO35dUCgOFfoVZyJVmF5T+LLdYuh5hZX1rmo5QapVIxQ/osLsZQq5bZcTl8LkQGHhVpg8U2F2SWH+KoXjmZVcV0i3l/NqcTfP4sxXKmSvUphbd1H3U1i7FVLbBrNPVZhfUviyndOodRv1cwrJtl3ZUqFnceYbFaYvU8itX8hPoXVR1eXX4ss38izORKqQXFFIXqUwtb+ZUyHf75Qbp8L6R1TIXqVw/FbVCYWtVaFl4crQ4kykCukVhfxVCsdzo7xB4TbeXK9J5LsRQJwK2QWF2as2gp3usWcU2mduiwOp4odVSF6lcHrj4oRCYQ+6it2u1bc484UK6asUjh20dUfQwnU09tSnXJ8ibWhxJlKF/ILCV+2oPXXQ7SmFhfV7VutzrwktzkSqUJxXmL1KITveT9GpsLSepvX6B81ByPqDKCQvUpjvvZdbIbU24eYRqdWbk0crTC8oZC9SOHuv6pTC2vpFN7NGq9DizPcp5K9ROH/b8pTCnYLr+g5QhRZn4lSYnVe4cyu8qnDxXsUphWOX+E8LhcXqDlAed78/gELyCoWrN00CFS5XWMiaxZtWqztAcZwcWbpzT4U22pcpzM8rpHcqtNOdU2j+gjaLg2xWXXXyHQrJeYXi9QqbUIXLx0rFUmG3aucfXmH2BoX1SYWN/kez/KqF1eiPqzB/g8LqpEKh+8tm2bDVwlj7JQrpaYXsDQqLUIXzCcRkOpzl0YnvUshOKxRvUJicVdgnDLnYKFSvzDfH+oMqTN+gsAtWuFOp4POvxjbf89kK+VmF5A0Km7sUstllmG9vtD+oQvYGhXWwwp2q/eSoIJbi3bMVirMKxRsUlncpJMex0qMVpmcVZu9QWIQrtI9g5z+QQu8Pyt+gsEvuUpgdh7s/pkL2BoXtCYXMW2H3JQqzsx8k3qCwvk1hetymP6TC9B0KyxMKd2Y2H2csj1aYO28/oVnhjQqTEwp3ni9gh1/z0QqJu9lCb4W3KWzPKNx5UIseltC/S2FxqiLwEoX1jQrJYcbyaIXUff8JzArvU1ieUbjz0HJ+2E1/l8Lq8q3wNoXJGYU7qz9kh0nnoxUyj97Lx/wLFLanFO4so5Mevv13KfSrsIk3KKzPKeT2ozkcBXm0Qn7qk7J3KCzOKWR2T/zoW36XQq/EMH+Dwi45p5DaFR7GbY9W6BVEBGWFdymsTyrcWaf6MHv6MoXF1VvhTQrLkwp3FvzPjk7VJytMPZsu5FZ4j8IuOalwZ+eUwyGZJyvM3FM3Q7PCmxTWZxXubUF1FHl/mUKPxJC+QWFyVuHejprs4Ez9MoXN1VvhLQqb8wqZ/W3IwS3/yQrzMx+VvUFhcV4htSvMDq7yJyskvnGEf1Z4i8ImOa8wt79PetCgX6bQnRiy1ytMLihMd04F7viOD1VI/fsw71vhDQrLKwrnrnYLoeVXK3QlhunLFVbJJYXUrjDfv8yfrJCJ8MQwf7XCKrmmcG/Zmv32fLJC7p1U+x/vRYWd207h3U3sfU713QpDl+dOPRS2vgq9egDvvqXai92Kkwq5q5uKQ+GFz8oCBv5fSL5zJK8fNfgA/gXmgPf7uEJzZhZ7t4DyyxWK5yvM7WFRdsNJGhup94yHZymU11u1G4lVX6Qw8x9sfZbCw+/XJF+vsPpehemXxTJ7WXr9vQq/D7vCBgqfA7k7CYXCTwRutyaGUBiHQgGFj1dYQuFjYFD4pQorKHwMO49bN1D4GAQUfqnCFgqfQuq/4AsUQiF4CZn/yllQ+DCFFRQ+hBwKv1ZhA4UPgdw+5xEK3wyFwq9VKKDwIew/KFhA4dMVllD4dIUVFD4D7vl8GRRGy/7TWA0UPl1hC4WP4OCh+Q4Kn65QQOEjOFrFqYDCJ5BD4TcrrKDw6QprKHwCBAq/WWEDhU/gaMGcFgqfwNGilB0UPl2hgMLHKzyVGKZQ+F74TQr5fStmgBsVloG9JxR+Ar/1Gz17TyiEQnA29rhenoHCSBU2UAiF4OUc79vTQmH8HG9W0EEhFIIPKxRQGD8ECr9cYQGFT1dYQmH0UCiEQij8MEzcU+eGwlgV1lAIheDVcHFPnRsKoRBA4Q+LY/PTFgqfrrCDwthJ/RRmzgIAFEauMHcWw6EwVoV6tIk4b5jRKvzF/W/5D09USJ1ha7QK8/vfsopKYeankDlLONEqJMXtp339LIWFR/ZYvFJhWl57PfV5/S+D2mydLP/vuBWWHqnHS5MKcnHra76vMB+zXlZe+Ua8iF+hx3zhlymkF/e+PhgvI63HH3l8I1F+UmHupTBzjym+TCHrLr089VGYBn1b0vl/RDQK8xMXaiQKs4NL5KTCXKw/4qPxDfFSSNzZ/8sU8u7iOVq4FWZBy7M8TWHlTAsbb4U86Lamrx4urh1g5xGXjAr/0e/CLlZKl8eaFREqZO6BfQ+FJGhRN+KjkKhOIDXZD93M9zmKhuhaYe71/dJV37xWyGJU6LGkgodCHrQWkfBUOHzD1AyLsY1C1gQo5FXQV7MrTEVkCmtXWtglngrTsIVsvBRS1ZGn5lTaKuT1CxRWxwqT+BSmHoPCboV5oMLCI5yh6hzKjLmtwqO+e6awDlG4+rNVOJPFprBxpYWVr0L6IoX9H2bmA9l6+nJ6lHbTepVUcL8cfXVlZ8vT5N0KqY/C3OPBGbdCFviklH5j1rq+fqkUtjaF2dGNidWr5NyzzMLqo9Q+SoXE4/E1t0J+TiFtXF+/Ugo78xnlQQ63o8KUgj0VNkcRapQKqccUN6fCNPSpYa2QHOXNTH1SZk6mjcKjtHCmUBeqPRWuzyq+7Fe7CBUyj4cunAr7Zg45Or+4rpdA+6+Yd0NnX1jikWOF1bl69XHlPY9RIfd49MmpMB/e6p/vV5gqhf15ZlN42NpbhX4ZHXmeQp9Jik6FZLhg/QdHM1+FQ9luaDUynE0bhUeZ/Uahb1J+eGm/XSF3KWyP08LWWyEd2udv7lZYyZA173Rov+kJjzL7jXBfhceS8jY+hZnP84dOhSwsUPNTOEjo+8q81aH9VmEFha3nfjJuhWFH5hf5DBL6bk3enKwKDwvr60zetzR2fHqRCBUSn0VNnAp582qF9VbhYXHmR1HYHYY8jb/CwHHRPFghtyg8LM5sFGZfq5D5PIrvVljNQ9Ot1NSERmqcXSvMx5dRYX6QFwsJuVYoE4zC3tjjYAKZ/4Uocz2+sfzrrNXl0/4ryf+lnb6dt5YTY7rJqzPa5DGZaKNRyH0WxHApnLo0Lg+N983X6fhcHjSRN9Y+FmBjuUWePo0OEbh6g/7LzOb8Ca2w2VGYj1OZO/Mu1Vwh06ON5XQEBamJUMlI/5X+qx7efJoqW23Cnky3AqsyeUBjoE6FiEah16NrLoXjNKRUl8JKeYiTQi7bp2/loXvO9dunOm3J21Q1X7pckkorlBWvvtU3Ck0Gp15Ehnep55m8/GeufqgD74TUff7DTdF8UKgt5VaFZi4Cq4g8oFEhF++ZnOihMPV6BtitsDAXhjw03l8B/Y9kf0l1/WBozjYbGsAozPVpkrf5bNAk8Vdoej7ZzlLGrHcTv5L/ZGuFrP9Fp0sag0LtmFoV6lerAyonhem7HkrwUJh5rYfhUjgOGeiG4KVUKRUOvVamE5g21+rkZxMtjDRk7J32FFKLQn1fIur7jO9iXv1rc6NoFgq5+N1sIJk0VB0Ntyrko0I+KWzUydZEoVAcpYXFCYWqd0r472SDjApzo5BMnzlXSGcDgsui5kzhJlTUYwp6foZ8l272lYlR2C4UCvHT8PPcKGRTnbHalMP1CaDOyUqH7406bdpIFBKvp7hdCse6IldHyH9aKiTq/fKWTgpb+dNCKmRi7NvEspzSv7OMH20K9XAS0wnu8C7zV8vP2ij8oxD/Nt7WBoV8qjMeKPydPOhRIb2wJfndCqnXWgq+ClN9hPzf5N/Ii3NQ2MeGw0SnvGUyKtwo5LJBUpvCVpmyKdQlUm4U8uWr2VyhufJpr/D3w8/1RBxaz+qMBwp/WipkESlkXgu0uRRO2VIzpFtJ30q/ktmDGW/oZM5GWt7fDYvxKmwyrVDUtFOv5l2AQt3krXxV/y793XD2at4On9kHx9NV2Cv8U8t//0epVuawvdKadSpFJRaFhSod9udkMSqs5auZiEQh91om0Vfh0BBDg4h/bYdrZFQoM4liaOVKWlN3MVKq0IH8RZRD48tmDFBowo9aVgaGd5lN0E87Lj+Lm8BVFajpfzbsD/8upPghm6V/6nuFTpcc/m6j8J/1ofHfd6qIqDvv/oDIW2aUeij0W/XZpdAM3A0NMVxP4jfNcLCy0WVprJJ5R9/KRTpTqKM/8rOQfS4xecisqEknhZuqnHkwa4gU5bsUs8pK1olycPT/jEKiFfZZxe/EWHTtFaoByW71tgrzav6HRh2kUjgMnOSRKEz9VobyVUh0Pi9+W80VDk052BpczRT+j1FhJ/9UXg3dsn7W/6Ucu91XODTlcALQn7t5QjBMBRk+9x/N+JBW+F/9XflXYhy9on9u1enTWhX+46iw1vlpZU6b7C25vVth5rdKolOh/jftVIIxdMOm65MdaiGbk8haQjnN8dQK+05t+NOhz1or7E8OvqNQ+xpOm+EDqOwaZwo7bWOpUPQZXn99y+t1+JZCfc3ZpKelGvUyGflMCnN9QDEozP2WXncpNMPnrDUKizEZ55WKTKXCVrXQUqFpRplBtkuF/Ts7FKpAqJDvslDYrhQ2RmGXCv2VhlfVa4XcqrBUf8KrMQ+ORCH1W9vLW2GjWl6IqZ5i8kOpsFFHzlYKVTMOPyUHClvrQAVt1fsM77JQ2NgVFr3CTn+l4VWVn8JirpB08Sj8rd8Ke06F1aRSKuzklWYUqkHbQWFtV6iaka8UdirqNArX85K0QtYYhdVcYT4OEmuFVCtMeNsrJJ15VemnMJkrpG08Cn2X7fZVWFkUllphoQYTh5+tFapmlEO87WJceLjhyCZljamnbBTWk4y1QvlSMlfYZ3O8ydQg5PDXTL7qSKH8hTygZvzlzGY0CpP12O9uwGzdUXsc5y1lw8gB3plC2kytrBRWS4WFEl9uFA5hnzzbe1FrhfreKDtxGZgUS4WVVWHX53RZN34lJl/lVtguFLL4FHYbhftv6qWwGRUO19HU1xVrhclaYbNQNKSKLoXVjsJypbDWAZeoR4VqVD49ikjpUqEeAa6jU9iuFTaBCsvpojIKmboXyVO9NkFjMUapC4WyV1TVmKVCps2qyflWhfLXUuFiipPMvPcUtrr7VUtupGIxMdyqsNFvoGcXVNEp3EzMry4qrDcKZfYtkqVCdTuTaUE3T/rHitiY3BmF5WbE1yhk3WLqEpkUNrPcte8QRKUVZnOF3bHCOnaF9fqPyyCFJsuVLSgVVqNCE6dQ3U4WhUwpNNWYmSIqk7tC3fHsClXfqRWmc4XmzkU3CodpNjrwYq1WOHXBK4W1rsOqN1B/FqHCahV0Ho2jeCusFgplTNetIgatUFVlNgpV/6Ac8cqpcJkH7Sms+y9rUUimjseqsFoolH8Sl8JypbC5pFD92yjsdPu3sxvOqLDbKKyXCusDhc2hwm6tsNoo7KZiBJky4aVCtlCYRquwWGXv9TmFeTdTyFVQn5tZcs1MoVgqbORL1Rj/SmE5KVw/x6TUqAt5uOE2W4Vio5BX/fvljZQrzy6tMJ/yKKtCfU4ahUV0CtcFmCJUYTEpzHQNWSqsJoX17GEy00r5pLC1KzSJgqjWD8E7FE4FFDpf8MIo1FOrxnpSNh3T8uhtCvVZFVN1plsrTO5TONyxzP12T2FtVajnp6gQZegp9xWasNeqkK0Vyvm/K4XpbIGWpcIqmcVgqUjiVDibH2QpkAYobI1CfYRzhbO62niiK4W6Npq3yeKRQao+J/NUuHrYcErElwrLbKlQhzXJeOLaFGY2hVHVSNdrl1QnFRKLQjlgYaoHG4WtadxRYbVQWIyOLArr2f23WN+atgrLhUI1qWMMaxIm5sntqvyrDsjYnjqGeBTWK4XlHQr17cMorJN1dXutkGwVNgeXmUvhmAIsFIoy6+YKzdU4LQO4r7A0CrP4FFZLhcez61wKTWypFcrnWfR78mqlkEwKm+lR0IUi1V7Z1pFWY6Lg9a+nFEAXZFWLi2JQWKtK0FxhNq36mDxQYblU2NynsF48krSnsLQq1FdPpmOkI4Xy1+WOQr5RSC0K+8Zq5mNYi3GLzByQyoLGjiEehUWyeNq3vkehil94ZVO4HE8t1ZBuu1wuSyuUb5a7FQpPhXlrFDJdvVPdORmfL9wqzKNXmCwVFpcUmsBEK5wPxG4VNhuF5V0Kx+DDKFRJebJVaCp1VoVioTCPVGFn4j+fW+FRdUYaIWaNiplCa2l0o7BZrpc+VyhnNu4rzDtPhelcIW/G6cby77r5GJZFYbFQmEUym3tKA6lfVuil0Mxq0G01KhRrhXokR/7lVmE1NSndOtooLDZhiFZYTj2FVljZFNIDhW3kCvWkEq+s0K1w7BLPKMxnnvTVI5vPRB47CklrVagaXGwUMqXQDIPoIiqxKyz0d0in26b8/vlbFLJTCovzCtu5Qvnf2Xws3a7QdLmk0Qt1LRWq1RIal8LUVyFpFgqnOrh2t1rTQsV6NoVvebKJnlKYnFA4b20lQzdOPh+INa08LjujB+PmCgurQn6s0PIMsMxU2o3CblKYGoXmpissCtNdhSQ6hdwvK3Qr5OauJpvWzNf0VEh3FIp6OwH+jMJspjDTk8jHBFTMOnebwmSpsI1I4XKd/DpcYbJQqJ4+UIfZjOfvPAwfFeqRHBW7kFYvWrnsdk26uAniZwpl/SDZhCHTrXalUD4VlxuF+lzR38qq0HQrZFJI41VYnlFYzy6YhUIzX9NTIbcobNRCiEcKuV0h21HIpUJiFIpqfi9kOwqzucLCsZLmRxU6e3irwimmS/XUX6mJNKpIshoDGMMZVs+GAdSw1EYh1VHOnkItIbMoVIXxlcK+8zYKa/ktF3MO1sur68nKFoX8LYuWEH+FqWdWaFeo92si5iGjelTIFwoTh8J0vWaJbr7VNN+5QhXyWhQWunNIFwrbSSHVCrOlQn6osBt/KGJSWM0V1qcUDkf2P+UVkWuFOthXk+OqfYW/mBTKVXCsCrmwLJpnFBb6ic2NwlQfWdF/Ne0iHxWW/ZvW8luax3VJt6gCTgr/dupW8s4kUW/a1/CMwuKMQrl0wP9Tz9Prp8xU1eSvanJcvTQ32uj/8JeqbfoAkshFhTaFV/moaZfsrVky6Bs+N+s2ZdtMr75WJP/XdAVaoZzlL/5Q60n/+rbTzkOz2fv809St5MJE4O95yDdEYeaZFe4p7C+DWtZWhhm5k0J1SvBmrVAffh8S/P2osG8e+leLwlrNYNxRmMoVfRKbQqKz+TJtTOKjFA4PavR5xW+UwuEb/69kXBZ3qWaYFVtP3Yq+YoeVv96z/xYJH/FtTikcnrCVD2TX8gESPZ8pMVfV0M/mxSRhaM7/pRVOo4t987Cftwr1bhV7iz+leqWTfK2wNsuKiDJvVMj1S1VdkwrrXFB10skZrqWJydK1wpLU83Oy7C/K4SXvWbPkjMLqlMJx1m4nH+QdCtRaoZqiptYqGS+Uvtf+rdrOriOTwkz8SfypsyusdhUmw4IBrUWhyHR0LWquVuj6ff9ZjVbIBVcKW6JWcyqoaJLtGFJ/tvGZwv49uVx25lfvWTnojMLymkI9X7Qyw7+zjQeXCsfhkblCIf5jR2FpKSuPCtXCdpZHy1vzB/qxH12aUQpFR2vzxVX6VS/u09P71FO3kpmVg960BJuvwnL6U49Ty76MnvqZPiH4pLAZ89P5mjJLha0JIIX4abXgRTKtrbcpK2uF3CyUufhlNt0VLArlu7Z0emZxevBtfaYohaZb0YtYsncthOjeUXujsDmn0CxCx/VypNU4m60eT6W5Qr6n8Nd2he2BQibMcrUbheMabXpjo7FAKv/VmMdOy2T2vMb6Y0aFZKaQvms50hMK63MKzeWn1yLUU9LGzf/ytUKmFcr1Jscy6rCIylYhN7Mk1wrNSK1ZFHh7UpXmDWpzuujqmvxXNRT19CU+rYS6HoCQr55WAdBrn4o3LQocopB6ZoU7Ctl4MrfJOCVtzB70gs3ThULNks7DBTIq5KJbLzujFRYHCvXawuuBg2llSzaepMP0Q62w/1epFZrFbNt5djhXWM4UMh0dizft6Zv5K2SeWeGOQr35tV4kmZtRAhMb8JXCXDdYJvSSJmrASTR2ha3t8pit69xYFOZjwKFXQs/kQohG4VAHYtXYI04943rvO7l2+9itJGoN4fRNS1l6KyxGhe1ZhXp99ESYx6aNwrEVF2vKmIXQZU10GskR1XrZGaXQNpo+XZZqXXzSbL5nZWSasKbRCjs1X21Q+LO+xMfLim2C7WbWrZgl89mbboXhCuuzCk0Lkp14aB0n5WbRtkUe2gWNoxqFe9sojR9pNqhYfAdaqmsu0yNN5pD4JlJbHWi1GC6LSCH3TOz3FN6VBp1QeGk4bnMg76lee5P6zwTmnon9qxU2ISfoCxSmb4o0X6aw+LRC+maF7IsUiicqLO5XmL0pWbhfYepQyB3bbn1CYfoKhblI4iJUofe58CqFrA5ReL3P2+zZTLonKpwWS+i8yzwxKExeoZC2kSnkvgqzY4XkXQqDpoXdEP+HbdL9ZIX8bQqrV/2x51vw+okKp/1wWu+w6FUHGnRh3dDcG4WRZfa3KczeovBvQiOUGzq97Z7NZWQKvZ5Oa8ab3V6T0LcoJEXgzD56v8LY0sLbFPK3KKRV4My+G6LH9SkTXVoYqrD2rhC8RGHozL4bcri1wujSQr/nYprxD2vPrPA1CoP3BMzvV8jaRyqsXQrJexQGz+y7oddbd9w8trTQbxZiPfa4lXdc+yqFQS14Q+yxUVg/UmHlUJiK93WkQe+bXr4Ktw+8VY9VeDTim71JYfjMvu5+hbGlhX6zEEuHQvomheEz+9rbFdLk4QoL7xLPS24ZPPQ5hX+6rnD1g19GpzDzVXg04ivepTB4d9y/u/0r/LdnKiyOFeZvUwg8g8mDTSr8c0sojEphcqyQQ+ETFB6M+KYCCj/K9UH7HAofpLD1vhVC4fvgfgoPBu05FEav8HjeRSqg8LOwq4P2ORQ+XSGFwg9Dr474cih8uMJUQOGHIRcV5lD4AIVVcjBoT6Hw0+R+Y027CnmUCtMGCn0H7VNxUuFrJ0Vnn5ntST9y4mZ+w4V7CvOTCl+8qxj5zJxr9hGFaYjCwj+g/bTCAgo9F0vgcSqkP5LCxKvKvacwFVA4V1jFq3Bv0J54K2TLc8AxSTcV157EZIcKX9bSH1LIfQYq9hRSb4Wrm6ljVZ9MXHPoUBjFU+Q3njk+CvcG7fkLFbYvU/iylo5VYbOvMBMvVHjldkZ/KIXUp0S6M+8i91e46okdCnPfJfsiU1h+RCHxUbgzaE/PK+zcCusrChMotG1S0QZEszcobK4c1EcUfmg1jNynRGoftE/PK8w9FF6IZ/L2Iy39IYXZeYV5qMIuSOGFUvXxSMUPp7BI9kZ8aYBCGfx6K5SbTb5stOF1Cj9SE3IXSZNdhTxUYevZ0+mNl6HwngpbNymsAuRbZ0o1IQrJ4xSmMSu0DtrnoQpnPyRuhfmrGiR93Bs7kxl3fc2ukAYrrEIUZlB4U4WtmTSXAZevdb5i6atQbVD9PIWfMeiqsNV7CtNQhXMnju0maPPEi+VjComHQtuIbx6q0OxUXCiFVL8dGbvXv7MpVPvuDHtcG+R/5eMH/PdELnP598N//73axWdaHGZKTP7OrvBvl2+Wrr7z3+r//QdbRUn3JGI6Rz3Ozg+UZ6o9hSxUoQoxiVqVr0mFbuxxi7Ss2igcNjHT+xiavQibXtewN5befFwUTa932DWySLs+1sy6cXfZ/t9E7xoputmbzzZ9Fr+q5Y6Fwrw5ne0z3H+ltFafnZfJdictZnZANTtd/qznqJSRKSwt5TGPMMiikHb6ZdIREWqr83zKPNcKy+nXZnc0dSbROp2qRsMu9KLORJl2maiI3D2y03VY3epscRcYFapXk0a/WaqOcVRo9rvTO5+mq5JfOq4F0iXTq832fjGVZ4rEPmifilCFzIz/l8OMS7VpIC/ptK7NpJDV5iqk44Ibpfmuw6vzaZJ5nYhfiSYXVdrloh6GmfRX7RXqVhd2hVwrzGe1/NlW0Xp30nTc7XnZArn6sVmSKtcJGH3XPsz+LpIdhSRcYaOPtBokcHnkvGR6Q/MdhWxsp9p8qD4Bau2mV/gvw87lvUIiatb3pbpRsy6bPWVuUSi0QjJ7bmTaZ9hsP6w3qZWfXazCwHJaGI5qhextm0965/bThdoFB7KrnrceO69egt6XueRTO5UWhaoZiRh3TFYXCpP/1lsqi/7mR/u+tOv/D1cK5SXb6QuH2BVmRiGd3rybFJqzSm8VveqNx/6VztYZ7HRrxpXbd3sKebBCeaRUyWD/ro5cOqo3rTwq/J0YN6g2fZtUqDZ/1SPDog842KCwDzDEXCGZbaVcbkrsuXJEGja9+WxPVzLbQVptJLwsbug3NZtB6xZKL04ZeYHCdop42pABjtrSYZuTdahh/4dW+JNWalcofhLjNvGt6TAGherfupUHhbxX2Hv8y0Ihna6fWbMahfrVtFHnQ6olmD1dqVbI9atXR5XNftxMr84uThl5QXmm2VGYBytU+xP0hykV/qf6G/5vfSjeyO1250fOK1UJEL82v/5Jn+L58L/9NdwO7yI7zl4h/XMrftMr5L//S8errL83VlIhE79V18/vbAqZenXfp3e68XOjkDbjr3tH8tV9EpTOR0z1LbL/Sr8Wqtsl6qyq8vfvRuKudebbEV8WrDBXoWUtkwv2XyLRCothAEOMOdxMYf/jfxVyfEOotfGz/iXDoGN/DZfyXUT/o14h+6kVpFcoyM8tq7I20Qp5k8tWbhcPWUy7NCdDa9M/qjcb/pt301bR/X/n/X8P3qhQZ+B8YW4yfJdCfiXe6lfLs0p3N/GUZ6rpL5qA8Q2LQiL0pTjsE8D+0MrwRvy+HSLVwey8aDIq/M346+HlQ5MOAvprWL7L0GZ8UPgvf+0GhR35c9MrrNTsmF5hlUoJyzc3CocDGhT+SRTDmw2WhzDGKJS/LuU5kgl1Bs6Xxx+yl7yQX4nNXj2cDO9PDHNnZk83CtMTCjt9KQ7r1vM/1DLJEL9phu0nMtljLRXmQv+6keKHV0qN8hpu5f/K67hXyLO/tr3C/v/8ue4VFkph3vXpvpRQLhSaErt8dZnQP3fyzYZLLTcKayk+0Z87KBy+/nzrEj0FQarrlDo5UN18Ygn2zJXZWwbtSbhCqpYgUv9f3oQGhb+tlcJicxVKR7+Vf6aasZDtpBQ2w/+mKqZNRZ8ANkqhqFj5Cz1HLf+rGCXMK9BaYaqSml6hOh+G7yevwkIqlLfuoc8QqkMwvx6/YjuemMOfMP3rQd/7H3BKXWmhRSELVygze9KpBunTN6VwaKRWWp0rlDlzp37d/5lqxkI2Y96qamXf6pmSIBXWtB48ilKWuJVC0Y0SLArlwMnw/n33MlRWh+9nFLJ6/LX5xubX41dsxhMzN79WPfMnnlFzpYVaWBNwK7QolLEAbY3CQiuUtxDSWRS2+tfN+OuhnQaFwzUsFcpW7sOVviMeim71SmG7kLBSKPchkQprqXC4fuS0K6VQ/VqdNtJwvVJYjyemPKBaKyw/opA70kK/nZ1cClURyxyx0DGDkA2jClrJQiFt9a/l3VJVvXUzchXWaAmprJAOCqv+zsRnClWTmtNmV2GlFKqUflTYKYXS0axosxq/HnTJwKuSB2ReHVFi2NymUIXa4xF3+qRVUQC1KJSRqPoz2QcPCiujsJAKu0lhqRUmc4UqIDGnzXwYxIRXg6Mh4umUhFFhpc+qQn7jfKvQ7MLHzQGpODb7kELnoxH8BoXqmEeFJnbQCletLG9yjczoht/JNul/JkaFsllli4qijx21wpLaFMrP7LYKW6OwUApLfR0lC4VcKzR9+2oKwvCVhrHKUWHyEYXEkRYm4haFxTzUNArV/xqz83F1mc0phdwo1LUv3i0VVn3QSatcpuhKYZmobPtAoRlWljWDTn2mUciradRZfeN0pdDs6KVGEotUx7GyY/iAwtyRFt6iUB3zqLDRsYMK5CwKh1RR/npQWOkes1go1K0sFfYXzuCxUzM0hFJYysvMfOaBwnxSmC0Uqsss11EO3VUoX2UUfuAxw9SRFt6iUO3dOGYL9aRQO5pdKKlM41VdZfi1mCmUta92qbDUCoc2FqNCcqyQGYXqfDASjEJVaVdvlbf6JtesDkeZNQr7l6iO4f0KE0damN6hUJ3BMk5plRvSjo4sCrlMyLXCcqVQJRd6PKO/y/YNalOo6gVSwkyh7ueMI6vCcrprqw5U/dhLYfoJhfw4LbxFoZ52Ucj7XzqGf9WiGrPoFqbG0ApVKzdjU2oJmaxx9gq74TKZK0wmhe2+QlUvyPRdLFNTekyZVnXeSmG6nY6eqU08CnMPVNPQy/crZMc5xS0KZbOnskTa6OCgWTiaKczG8dNyPNVHhfWUVk8K+0tSXopGYeFWaErpul6QzxWKjUJVRa1WncpKobqD8k9M6nYsw5XdoVD+pD9YOVFlUljuKmzH5GtU2C0V6lbu/1/fxlwqrBMxvkDVdEYJewp5MzqaUvrS9O0mhBpuvfMRTX1DHRW2o0IuPjEjmBznFPktCqvxZKhmEfxMYbtUWI/Jl1E4Ruyz7lcrbAaFw90x9VBYLRWq27KRYBTqs8p03vlqPrtWmKuFlfSUt0pdDJ9YhjE7DkjvUJhOkwjl+E8xFTOSTSub2Qv61yrd2FcoY1OlsJorbBdd4WIYROeO+VQbNRJMYW2lkKzm8DG7QnbxCfP7s4rkNoXKRqbf1UdhcqCwnEvIjcIhsp0ppEbhdNHMFZrOW9dGR4VtMo9jFwq3YW2uJjkuFX5kPdvDgNRvw1+Hwlwsb3LJlEdvFebjolPJTKG64fBqfQcdFA5TuulMYTKV1LPzCvuuWAWqWmGzVai/JtFVXCYuLj12d0ja3KeQiOVNbquQLhWWK4WpjDutCttBoZAKy7QbX0fVGMORQqIVDpdZo27Y5tFGk0yYbGE1M00rJFohnSv8hEHHfiH0BoXqgYrc9JDdLI9ONn2deS5BB6lZt1ZYzCWMCvtLUUWtW4VsrlCfAIUuFJUzheVaYT5TOA9TLApTrfAz64LnRwHpLQpZO7+8FhG8Vjhr5XGybjePGQpTvdoq7CNJpbCYK6ynu9lcoZgpbBcK01Hh2DGooqdSuEhzZwrHWp9U2H7E4F5IWnjOsvBR2GzcTAozD4UmZlgp7Ft5KJNrhWKuUI/0ZV2ynJE0U0in6U5GwqAy3yqkq2tL98ZrhR9aSG8/JE3uU8hrl8J5AbLdVaimpCVzCVqh8qgUdm6F4/1XDxOp4GepkGmFwkth9lGF9ippe6NC1SmPCudJ2IHC1qmQaYWpUdiOHyMV6oBE2BWyabqTkUDl4xQrhdWhwnHMuvikQnoQkJ4ZtF8r1EHkRuGs0ii2CslM4TDEq1vZorA0CvOZwmoqfi4UTrkon6Y70UbNcp0r5LKwJiu5LoW1evUHFZKDaOYOhdlSoYkt5/V+y6o0FoX5SmEvgdRyJqLqTVcKdUw5H2NI3QrpTGHrrZB8VmF2EM2cGfFdK9RLJSwU6vBPK0wdCslM4WysjsvmUwqH/zNTyOcKK6tCMU13UleffI5/GMg3v85lgHqssP9dBAqTg2jmDoV6NS5Phaa9yKwQSVr91F8xpSJq8FEp7JRHpbBdKcyOFE7DRNQoVCMUqVaY+ymkH1bI96OZ9A6F3VKhnvQwU5g5FKrQUz2NMilMjcLMKGzGq1dXznL91JJFYSqW052onnTIlwqJjnL28sKhG67Vmu6fVEj3LdyhkLYbhZmaqW0U5haF8xEdnX2vFGaiSUxKLxWSmcJyVEgWChevnk93GmZCyTJ6N/5avfpYIY9DYb43e+0ehfOxmakCPR84JQcKdeavlrgspqfLtEKdD8redKWQbhXO6rL5SiFXClOtMNcK6dTlWwtsfBqt/6TCdD+ayW5QqE9aM3VPhX8LhXRfoWrleprI3Y4J3tDKJqWXl+JM4Wx2Lt2ulrBUWI6PB8wUEq2Q2RTOp4RX81dHdDNskxsVjlM4JjfyqbxmHEycr61kGoLOXqUHEfRDGEYhGRW2yqNdIbMpVK82053kHAKhH2pSCql6gEo+wnGgMBWLV0d0M2wcNfAQhSaoN9PYZQDXjgrVpMMDhYV8BzlrcamQGoW5UVgvFdbjs3ArhWpoqBmnO8mnHIV+qKnTNWulUOjHQLdle9mVZCqbVK/+5Pal+V5if4dC8xDJXOHQCNqRHGJdrRw0+99MP6o7jMAuFFbyYVFZXTMKqVaYFtOznsViXTQzX3WoaKpHTU1+o5Zi6Dvsn5XC4VFkWS7VDxhvB8/0I6/yETb5RCprP6gw2csKT434bhQW8zqbCvua0VE6TPP97a7CVD+qOxRo/rpUKH7fjCm97E2NwryYPeuZidkmIGMw1L/6D9OMtaF0INSTouzP3fhrOTdH3jaLVaeVDGsySn3qK9G/iNFsHDfD9k6FZskMmb//IjFLIEyOqlzMdo4z/zn+ulZPwouE/lVMy0XyOh0UmpRe6MFf1aCFqZwN8/U722oJdSZ+Mz1H2F9m7Gf1vDb/z+GmW8lfy3nGQi2LkPyPuUK5WsJQM5CrJXQJkwoHs/8nkjJpdadCMirsG+efZQJG5o80i5p2M4UmNDc/6l8ln4QRJf95CoIS3ubiX43CJp0p7BIxU1izhUJ9gvKGiOFBFv2MWn89iT/JdQ9SIRWqX/eO2F919pK28yMastHhx6labqYQfxQqe8k/FtKk9pTi3KD9SuG4ZIaeVGUWexoV9o16pNBMmhKqlZtpEMwUSIlRWOkzpjDFz+G4WptC9Woz3Wn48X926qv+m/p1Jxe+EOIvYpq4tXiXQjVao/7570Kfq3UcPWmXvEQhnyksJkfcrpBPvzar5v3HUmFnqmtGoXyXXCnUJ8HwYotC/WrzKGim1Q0Sfq0UtlrhH4U+wbcKzbJewz9/Etf3C7uzJ51VGdhdCutptUEdL80cNQcK2bQy6E8zhVS1sk7pVYF0pXB4Bz5IKJaHqRS2K4W/1grVqhqikZP/1eWVrBTOl2Cr1D//pZum6MXQkyavUUgnhe3SUTVXWC4VmgUjh1buxlRk+HFjJsz0Cjs9BUMrzGYK/10kG4XDkqajQnX0alhCdLn+NVOv/kkk01eeB/CF+nGhXp2ZhRA/mN5zWzx6i0Jmfqbn8uklLeeOyplCk8UZlWRcQ1ldIPX442pUWGeTwuFaGIufw4f/aq2wGV9N9NO8wwLNehnSRg1PqLOqb5R/Ecm0GOO8sQp1JOr07zKzHOkHFWa2YObcoP2ewmxa8rGaKezbq5ilbmuF2bhpTTtX2F8wpVFIjcIy0ctom+Ln0MqZRaF+NTErNfA+BlVrWtb6aiwGhVS7ISuFdFyuVtXURZN1U5//+cuwTV6kMDGXn141vTQyusSi0PxvKsxi9PVc4VBtkwplMqEUqncRYnrWc1hCyKZwKPTooV41CVJUajpw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:BF59^FS^XZ" 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:5E91^FS^XZ" 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:BF59^FS^XZ" 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:8809^FS^XZ" 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:959F^FS^XZ" 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:9814^FS^XZ" 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:A867^FS^XZ" 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:9814^FS^XZ" 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}, + }} + }; + } } \ No newline at end of file diff --git a/WebConverter/Client/Program.cs b/WebConverter/Client/Program.cs index a924c62..f9bb7e8 100644 --- a/WebConverter/Client/Program.cs +++ b/WebConverter/Client/Program.cs @@ -11,42 +11,42 @@ namespace PDFtoZPL.WebConverter { - public class Program - { - public static event EventHandler? FilesHandled; - - public static async Task Main(string[] args) - { - var builder = WebAssemblyHostBuilder.CreateDefault(args); - builder.RootComponents.Add("#app"); - builder.RootComponents.Add("head::after"); - - builder.Services.AddScoped(sp => new HttpClient { BaseAddress = new Uri(builder.HostEnvironment.BaseAddress) }); - builder.Services.AddFileHandlingService(); - builder.Services.AddWebShareService(); - - var host = builder.Build(); - - if (host.Services.GetService() is FileHandlingService service && await service.IsSupportedAsync()) - { - await service.SetConsumerAsync(async (launchParams) => - { - if (launchParams == null || !launchParams.Files.Any()) - return; - - if (launchParams.Files[0] is FileSystemFileHandle fileSystemFileHandle) - { - FilesHandled?.Invoke(null, new HandledFileEventArgs(await fileSystemFileHandle.GetFileAsync())); - } - }); - } - - await host.RunAsync(); - } - - public class HandledFileEventArgs(KristofferStrube.Blazor.FileAPI.File file) : EventArgs - { + public class Program + { + public static event EventHandler? FilesHandled; + + public static async Task Main(string[] args) + { + var builder = WebAssemblyHostBuilder.CreateDefault(args); + builder.RootComponents.Add("#app"); + builder.RootComponents.Add("head::after"); + + builder.Services.AddScoped(sp => new HttpClient { BaseAddress = new Uri(builder.HostEnvironment.BaseAddress) }); + builder.Services.AddFileHandlingService(); + builder.Services.AddWebShareService(); + + var host = builder.Build(); + + if (host.Services.GetService() is FileHandlingService service && await service.IsSupportedAsync()) + { + await service.SetConsumerAsync(async (launchParams) => + { + if (launchParams == null || !launchParams.Files.Any()) + return; + + if (launchParams.Files[0] is FileSystemFileHandle fileSystemFileHandle) + { + FilesHandled?.Invoke(null, new HandledFileEventArgs(await fileSystemFileHandle.GetFileAsync())); + } + }); + } + + await host.RunAsync(); + } + + public class HandledFileEventArgs(KristofferStrube.Blazor.FileAPI.File file) : EventArgs + { public KristofferStrube.Blazor.FileAPI.File File { get; } = file; } - } + } } \ No newline at end of file diff --git a/WebConverter/Models/DummyFile.cs b/WebConverter/Models/DummyFile.cs index 14ce9d6..1483819 100644 --- a/WebConverter/Models/DummyFile.cs +++ b/WebConverter/Models/DummyFile.cs @@ -5,8 +5,8 @@ namespace PDFtoZPL.WebConverter.Models { - public record DummyFile(string Name, DateTimeOffset LastModified, long Size, string ContentType) : IBrowserFile - { - public Stream OpenReadStream(long maxAllowedSize = 512000, CancellationToken cancellationToken = default) => throw new NotImplementedException(); - } + public record DummyFile(string Name, DateTimeOffset LastModified, long Size, string ContentType) : IBrowserFile + { + public Stream OpenReadStream(long maxAllowedSize = 512000, CancellationToken cancellationToken = default) => throw new NotImplementedException(); + } } diff --git a/WebConverter/Models/FileStringyfied.cs b/WebConverter/Models/FileStringyfied.cs index 64768f9..a5e1b30 100644 --- a/WebConverter/Models/FileStringyfied.cs +++ b/WebConverter/Models/FileStringyfied.cs @@ -3,29 +3,29 @@ namespace PDFtoZPL.WebConverter.Models { - public partial record FileStringyfied( - [property: JsonPropertyName("name")] - [property: JsonRequired] - string Name, + public partial record FileStringyfied( + [property: JsonPropertyName("name")] + [property: JsonRequired] + string Name, - [property: JsonPropertyName("lastModified")] - [property: JsonRequired] - [property: JsonConverter(typeof(UnixDateTimeConverter))] - DateTimeOffset LastModified, + [property: JsonPropertyName("lastModified")] + [property: JsonRequired] + [property: JsonConverter(typeof(UnixDateTimeConverter))] + DateTimeOffset LastModified, - [property: JsonPropertyName("size")] - [property: JsonRequired] - int Size, + [property: JsonPropertyName("size")] + [property: JsonRequired] + int Size, - [property: JsonPropertyName("type")] - [property: JsonRequired] - string Type, + [property: JsonPropertyName("type")] + [property: JsonRequired] + string Type, - [property: JsonPropertyName("data")] - [property: JsonRequired] - string Data - ) - { - public string GetData() => Data[(Data.IndexOf("base64,") + "base64,".Length)..]; - }; + [property: JsonPropertyName("data")] + [property: JsonRequired] + string Data + ) + { + public string GetData() => Data[(Data.IndexOf("base64,") + "base64,".Length)..]; + }; } \ No newline at end of file diff --git a/WebConverter/Models/FilesStringyfied.cs b/WebConverter/Models/FilesStringyfied.cs index bd44ad6..5273960 100644 --- a/WebConverter/Models/FilesStringyfied.cs +++ b/WebConverter/Models/FilesStringyfied.cs @@ -2,17 +2,17 @@ namespace PDFtoZPL.WebConverter.Models { - public record FilesStringyfied( - [property: JsonPropertyName("title")] - string? Title, + public record FilesStringyfied( + [property: JsonPropertyName("title")] + string? Title, - [property: JsonPropertyName("text")] - string? Text, + [property: JsonPropertyName("text")] + string? Text, - [property: JsonPropertyName("url")] - string? Url, + [property: JsonPropertyName("url")] + string? Url, - [property: JsonPropertyName("files")] - FileStringyfied[]? Files - ); + [property: JsonPropertyName("files")] + FileStringyfied[]? Files + ); } \ No newline at end of file diff --git a/WebConverter/Models/RenderRequest.cs b/WebConverter/Models/RenderRequest.cs index fb51b52..67eed60 100644 --- a/WebConverter/Models/RenderRequest.cs +++ b/WebConverter/Models/RenderRequest.cs @@ -4,7 +4,6 @@ using System; using System.ComponentModel.DataAnnotations; using System.IO; -using System.Runtime.InteropServices.Marshalling; namespace PDFtoZPL.WebConverter.Models { diff --git a/WebConverter/Models/UnixDateTimeConverter.cs b/WebConverter/Models/UnixDateTimeConverter.cs index 80184bd..60057a0 100644 --- a/WebConverter/Models/UnixDateTimeConverter.cs +++ b/WebConverter/Models/UnixDateTimeConverter.cs @@ -4,16 +4,16 @@ namespace PDFtoZPL.WebConverter.Models { - public class UnixDateTimeConverter : JsonConverter - { - public override DateTimeOffset Read(ref Utf8JsonReader reader, Type typeToConvert, JsonSerializerOptions options) - { - return DateTimeOffset.FromUnixTimeMilliseconds(reader.GetInt64()); - } + public class UnixDateTimeConverter : JsonConverter + { + public override DateTimeOffset Read(ref Utf8JsonReader reader, Type typeToConvert, JsonSerializerOptions options) + { + return DateTimeOffset.FromUnixTimeMilliseconds(reader.GetInt64()); + } - public override void Write(Utf8JsonWriter writer, DateTimeOffset value, JsonSerializerOptions options) - { - writer.WriteNumberValue(value.ToUnixTimeMilliseconds()); - } - } + public override void Write(Utf8JsonWriter writer, DateTimeOffset value, JsonSerializerOptions options) + { + writer.WriteNumberValue(value.ToUnixTimeMilliseconds()); + } + } } \ No newline at end of file diff --git a/WebConverter/Pages/Index.razor.cs b/WebConverter/Pages/Index.razor.cs index eb31b3f..5f4bdce 100644 --- a/WebConverter/Pages/Index.razor.cs +++ b/WebConverter/Pages/Index.razor.cs @@ -65,7 +65,7 @@ await args.File.GetTypeAsync() ); } - private void SetFile(IBrowserFile file, Stream stream) + private void SetFile(DummyFile file, Stream stream) { if (file == null) return; @@ -146,16 +146,16 @@ await Task.Factory.StartNew(() => { if (!Model.UseBounds) { - var pageSize = PDFtoImage.Conversion.GetPageSize(Model.Input, true, Model.Page, !string.IsNullOrEmpty(Model.Password) ? Model.Password : null); + var pageSize = PDFtoImage.Conversion.GetPageSize(Model.Input, Model.Page, true, !string.IsNullOrEmpty(Model.Password) ? Model.Password : null); Model.BoundsWidth = pageSize.Width; Model.BoundsHeight = pageSize.Height; } inputToConvert = PDFtoImage.Conversion.ToImage( Model.Input, + Model.Page, leaveOpen: true, password: !string.IsNullOrEmpty(Model.Password) ? Model.Password : null, - page: Model.Page, options: new( Dpi: Model.Dpi, Width: Model.Width, diff --git a/WebConverter/WebConverter.csproj b/WebConverter/WebConverter.csproj index 0266785..06c964a 100644 --- a/WebConverter/WebConverter.csproj +++ b/WebConverter/WebConverter.csproj @@ -7,7 +7,7 @@ PDFtoZPL.WebConverter PDFtoZPL.WebConverter PDFtoZPL.WebConverter.Program - 5.1.0 + 5.2.0 true true