diff --git a/.github/workflows/Issues_workflow.yaml b/.github/workflows/Issues_workflow.yaml index 1b11b48a30d..b092c1eef01 100644 --- a/.github/workflows/Issues_workflow.yaml +++ b/.github/workflows/Issues_workflow.yaml @@ -129,13 +129,6 @@ jobs: run: | echo "analysis_response=$(pwsh .\\.github\\scripts\\issue_analyzer.ps1 "${{ env.template }}" "${{ env.acceptable_missing_info }}" )" >> $GITHUB_ENV - #Closes the issue if the analysis response is "Empty" - - name: Close issue - if: env.analysis_response == 'Empty' - run: | - curl -v -u admin:${{ secrets.GITHUB_TOKEN }} -d '{"body": "${{env.comment_intro}} ${{env.close_issue_comment}} ${{env.info_needed}}"}' ${{ github.event.issue.url }}/comments - curl -v -u admin:${{ secrets.GITHUB_TOKEN }} -X PATCH -d '{"state": "closed"}' ${{ github.event.issue.url }} - #Adds the "needs more info" label if needed - name: Label and comment issue if: ((env.analysis_response != 'Valid') && (env.analysis_response != 'Empty') && (github.event.action == 'opened')) diff --git a/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown.dyn b/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown.dyn new file mode 100644 index 00000000000..160e4e8b454 --- /dev/null +++ b/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown.dyn @@ -0,0 +1,528 @@ +{ + "Uuid": "90d9c13b-c20a-44c8-bce9-d40cf1e8628b", + "IsCustomNode": false, + "Description": "", + "Name": "GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown", + "ElementResolver": { + "ResolutionMap": {} + }, + "Inputs": [], + "Outputs": [], + "Nodes": [ + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "0233a7fe48df45f19040bd97cf84fba6", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "f388ac965d6a4f7790daaa241e0f4368", + "Name": "width", + "Description": "Width of rectangle\n\ndouble\nDefault value : 1", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "25962d9ffcb74d14ac49eb153c5d3713", + "Name": "length", + "Description": "Length of rectangle\n\ndouble\nDefault value : 1", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "6d26202886c04f4c8d385ad709aae2c3", + "Name": "Rectangle", + "Description": "Rectangle created by width and length", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Rectangle.ByWidthLength@double,double", + "Replication": "Auto", + "Description": "Create a Rectangle centered at the WCS origin in the WCS XY Plane, with specified width (X Axis length), and length (Y Axis length).\n\nRectangle.ByWidthLength (width: double = 1, length: double = 1): Rectangle" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "ea73141a25e64b5db1397b51c710248c", + "NodeType": "CodeBlockNode", + "Inputs": [], + "Outputs": [ + { + "Id": "377e4e9450924d3c9e7bea27705da9e8", + "Name": "", + "Description": "width", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "81c4afbeaabd480bad70a4be6f86b158", + "Name": "", + "Description": "length", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "width = 10;\nlength = 20;" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "7dfc8b61ae48445e8ec2448dee4dcb4e", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "f5b7e100c63e48e4b1d3698cb55c95e3", + "Name": "closedCurve", + "Description": "Closed curve used as surface boundary\n\nCurve", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "702d11cd46ad4e5fabbd5a5647be4c05", + "Name": "Surface", + "Description": "Surface created by patch", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.ByPatch@Autodesk.DesignScript.Geometry.Curve", + "Replication": "Auto", + "Description": "Create a Surface by filling in the interior of a closed boundary defined by input Curves.\n\nSurface.ByPatch (closedCurve: Curve): Surface" + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "bfaf5361aae1456cb07930e997a2c643", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "59c5ef0b7c58492c96c0f62cbde00e67", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Creates a number", + "InputValue": 5.0 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "ea874a0512454e4195d303b6e30265b3", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "e6eb020859e5466bb373422af820307f", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Creates a number", + "InputValue": 10.0 + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "67e4f49da32845ff906d77692c3476d7", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "6f112a4cdc9549908aca7f25aea51190", + "Name": "panelSurface", + "Description": "Autodesk.DesignScript.Geometry.PanelSurface", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "dd12275080724d4f986d54d8b2d8d15b", + "Name": "panelIndices", + "Description": "Panel indices used to construct Polygons. The default value of null indicates all panels in the surface.\n\nint[]\nDefault value : null", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "654c35dca3b1439db83753dbfd3aa739", + "Name": "Polygon[]..[]", + "Description": "Polygon[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PanelSurface.GetPanelPolygon@int[]", + "Replication": "Auto", + "Description": "Returns the polygonal boundary for each panel in the list of panel indices.\n\nPanelSurface.GetPanelPolygon (panelIndices: int[] = null): Polygon[]..[]" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "ebd5826e6681418c8818c5306f824425", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "bcf298fafd044dcb893b1c1db00b0419", + "Name": "surface", + "Description": "Input surface to be paneled\n\nSurface", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "176fa71e6bbe47e486b6d29879bc3bba", + "Name": "numU", + "Description": "Number of patterns in the U direction\n\nint", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "53d2ee806ea742e5bb09bb0558ecc31d", + "Name": "numV", + "Description": "Number of patterns in the V direction\n\nint", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "a0513eb7fe334bfeb47b3a5e122bb395", + "Name": "boundaryCondition", + "Description": "Keep, Remove, or RemoveVertices\n\nPanelSurfaceBoundaryCondition\nDefault value : Autodesk.DesignScript.Geometry.PanelSurfaceBoundaryCondition.get_Keep()", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "f9afaf11bcde4abfb1b2b4fcc77ea818", + "Name": "PanelSurface", + "Description": "PanelSurface", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PanelSurface.ByHexagons@Autodesk.DesignScript.Geometry.Surface,int,int,Autodesk.DesignScript.Geometry.PanelSurfaceBoundaryCondition", + "Replication": "Auto", + "Description": "Panels the input surface in a hexagonal tiling pattern.\n\nPanelSurface.ByHexagons (surface: Surface, numU: int, numV: int, boundaryCondition: PanelSurfaceBoundaryCondition = Autodesk.DesignScript.Geometry.PanelSurfaceBoundaryCondition.get_Keep()): PanelSurface" + }, + { + "ConcreteType": "GeometryUI.PanelSurfaceBoundaryConditionDropDown, GeometryUI", + "SelectedIndex": 2, + "SelectedString": "RemoveVertices", + "Id": "efdf924306e64407bfaa8542ca4d30f5", + "NodeType": "ExtensionNode", + "Inputs": [], + "Outputs": [ + { + "Id": "1ee7a6a16b9c4238b4e62ef6fd6bbccb", + "Name": "PanelSurfaceBoundaryCondition", + "Description": "The selected PanelSurfaceBoundaryCondition", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "A drop down node that allow easy access to PanelSurface BoundaryCondition possible values" + } + ], + "Connectors": [ + { + "Start": "6d26202886c04f4c8d385ad709aae2c3", + "End": "f5b7e100c63e48e4b1d3698cb55c95e3", + "Id": "5ff97567268c406692b082a3469dad97", + "IsHidden": "False" + }, + { + "Start": "377e4e9450924d3c9e7bea27705da9e8", + "End": "f388ac965d6a4f7790daaa241e0f4368", + "Id": "98a241b853854e869097b6a64af67489", + "IsHidden": "False" + }, + { + "Start": "81c4afbeaabd480bad70a4be6f86b158", + "End": "25962d9ffcb74d14ac49eb153c5d3713", + "Id": "509ea5c3f31c413ca76cd422ba715205", + "IsHidden": "False" + }, + { + "Start": "702d11cd46ad4e5fabbd5a5647be4c05", + "End": "bcf298fafd044dcb893b1c1db00b0419", + "Id": "15bad995e01b4597b2277d136276a01b", + "IsHidden": "False" + }, + { + "Start": "59c5ef0b7c58492c96c0f62cbde00e67", + "End": "176fa71e6bbe47e486b6d29879bc3bba", + "Id": "fffb01eb0ca64ef9a066a9222967bcf4", + "IsHidden": "False" + }, + { + "Start": "e6eb020859e5466bb373422af820307f", + "End": "53d2ee806ea742e5bb09bb0558ecc31d", + "Id": "83ae6d5316554518876db5a5dca221dc", + "IsHidden": "False" + }, + { + "Start": "f9afaf11bcde4abfb1b2b4fcc77ea818", + "End": "6f112a4cdc9549908aca7f25aea51190", + "Id": "84908442af574bbda4fc05c0cf44d9a9", + "IsHidden": "False" + }, + { + "Start": "1ee7a6a16b9c4238b4e62ef6fd6bbccb", + "End": "a0513eb7fe334bfeb47b3a5e122bb395", + "Id": "2388aa83cbb14f58a3a5377d1b8e2704", + "IsHidden": "False" + } + ], + "Dependencies": [], + "NodeLibraryDependencies": [], + "EnableLegacyPolyCurveBehavior": true, + "Thumbnail": "", + "GraphDocumentationURL": null, + "ExtensionWorkspaceData": [ + { + "ExtensionGuid": "28992e1d-abb9-417f-8b1b-05e053bee670", + "Name": "Properties", + "Version": "3.0", + "Data": {} + }, + { + "ExtensionGuid": "DFBD9CC0-DB40-457A-939E-8C8555555A9D", + "Name": "Generative Design", + "Version": "7.1", + "Data": {} + } + ], + "Author": "", + "Linting": { + "activeLinter": "None", + "activeLinterId": "7b75fb44-43fd-4631-a878-29f4d5d8399a", + "warningCount": 0, + "errorCount": 0 + }, + "Bindings": [], + "View": { + "Dynamo": { + "ScaleFactor": 1.0, + "HasRunWithoutCrash": true, + "IsVisibleInDynamoLibrary": true, + "Version": "3.3.0.5104", + "RunType": "Manual", + "RunPeriod": "1000" + }, + "Camera": { + "Name": "_Background Preview", + "EyeX": -20.990568161010742, + "EyeY": 10.05403995513916, + "EyeZ": 7.271261215209961, + "LookX": 10.543680191040039, + "LookY": -11.25411605834961, + "LookZ": -3.4891538619995117, + "UpX": 0.5170625448226929, + "UpY": 0.838670551776886, + "UpZ": -0.17110852897167206 + }, + "ConnectorPins": [], + "NodeViews": [ + { + "Id": "0233a7fe48df45f19040bd97cf84fba6", + "Name": "Rectangle.ByWidthLength", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": false, + "X": 448.0, + "Y": 405.0 + }, + { + "Id": "ea73141a25e64b5db1397b51c710248c", + "Name": "Code Block", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": true, + "X": 194.0, + "Y": 413.655 + }, + { + "Id": "7dfc8b61ae48445e8ec2448dee4dcb4e", + "Name": "Surface.ByPatch", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": false, + "X": 815.0, + "Y": 405.0 + }, + { + "Id": "bfaf5361aae1456cb07930e997a2c643", + "Name": "U Number", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": true, + "X": 1395.2041863680065, + "Y": 718.0939987660497 + }, + { + "Id": "ea874a0512454e4195d303b6e30265b3", + "Name": "V Number", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": true, + "X": 1395.2041863680065, + "Y": 859.0939987660497 + }, + { + "Id": "67e4f49da32845ff906d77692c3476d7", + "Name": "PanelSurface.GetPanelPolygon", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": true, + "X": 2332.662571408657, + "Y": 405.0 + }, + { + "Id": "ebd5826e6681418c8818c5306f824425", + "Name": "PanelSurface.ByHexagons", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": true, + "X": 1869.5664767583198, + "Y": 653.2096983367132 + }, + { + "Id": "efdf924306e64407bfaa8542ca4d30f5", + "Name": "Select Boundary Condition", + "IsSetAsInput": false, + "IsSetAsOutput": false, + "Excluded": false, + "ShowGeometry": true, + "X": 1393.0051189025364, + "Y": 991.2416255257913 + } + ], + "Annotations": [ + { + "Id": "ffc871aad4ff43448ba90ef5a9f47171", + "Title": "Generate base surface", + "DescriptionText": " ", + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [ + "0233a7fe48df45f19040bd97cf84fba6", + "ea73141a25e64b5db1397b51c710248c", + "7dfc8b61ae48445e8ec2448dee4dcb4e" + ], + "HasNestedGroups": false, + "Left": 184.0, + "Top": 331.8, + "Width": 885.4000000000001, + "Height": 247.8, + "FontSize": 36.0, + "GroupStyleId": "883066aa-1fe2-44a4-9bd1-c3df86bfe9f6", + "InitialTop": 405.0, + "InitialHeight": 153.65499999999997, + "TextblockHeight": 63.2, + "Background": "#FFFFB8D8" + }, + { + "Id": "ff9339c2e659479e9cb6574dc13b9883", + "Title": "Create Panels", + "DescriptionText": " ", + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [ + "bfaf5361aae1456cb07930e997a2c643", + "ea874a0512454e4195d303b6e30265b3", + "ebd5826e6681418c8818c5306f824425", + "efdf924306e64407bfaa8542ca4d30f5" + ], + "HasNestedGroups": false, + "Left": 1383.0051189025364, + "Top": 580.0096983367132, + "Width": 812.5613578557834, + "Height": 543.4319271890781, + "FontSize": 36.0, + "GroupStyleId": "4d68be4a-a04d-4945-9dd5-cdf61079d790", + "InitialTop": 653.2096983367132, + "InitialHeight": 518.4243072795496, + "TextblockHeight": 63.2, + "Background": "#FFB9F9E1" + }, + { + "Id": "c33aca9199f9408dbc785dd897e9db3f", + "Title": "Convert Panels to Surfaces", + "DescriptionText": " ", + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [ + "67e4f49da32845ff906d77692c3476d7" + ], + "HasNestedGroups": false, + "Left": 2322.662571408657, + "Top": 288.6, + "Width": 323.1999999999998, + "Height": 279.0, + "FontSize": 36.0, + "GroupStyleId": "07655dc1-2d65-4fed-8d6a-37235d3e3a8d", + "InitialTop": 405.0, + "InitialHeight": 145.0, + "TextblockHeight": 106.4, + "Background": "#FFFFC999" + } + ], + "X": -84.69040597938215, + "Y": -25.564268693791234, + "Zoom": 0.5911880063935343 + } +} \ No newline at end of file diff --git a/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown.md b/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown.md new file mode 100644 index 00000000000..66cd7c15208 --- /dev/null +++ b/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown.md @@ -0,0 +1,6 @@ +## In Depth +Dropdown node that allows easy selection of PanelSurface.BoundaryCondition values. +___ +## Example File + +![ByCrossSplitSquares](./GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown_img.jpg) diff --git a/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown_img.jpg b/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown_img.jpg new file mode 100644 index 00000000000..eb71d4f8ed7 Binary files /dev/null and b/doc/distrib/NodeHelpFiles/GeometryUIWpf.PanelSurfaceBoundaryConditionDropDown_img.jpg differ diff --git a/src/DocumentationBrowserViewExtension/Docs/NodeAnnotationNotFound.md b/src/DocumentationBrowserViewExtension/Docs/NodeAnnotationNotFound.md deleted file mode 100644 index d6e88fedc38..00000000000 --- a/src/DocumentationBrowserViewExtension/Docs/NodeAnnotationNotFound.md +++ /dev/null @@ -1,3 +0,0 @@ -## No further documentation provided for this node. - -For more information on how to add extended documentation to your custom nodes, have a look [here](https://github.com/DynamoDS/Dynamo/wiki/Create-and-Add-Custom-Documentation-to-Nodes). diff --git a/src/DocumentationBrowserViewExtension/DocumentationBrowserViewExtension.csproj b/src/DocumentationBrowserViewExtension/DocumentationBrowserViewExtension.csproj index 5160a588cd2..c324d4e07b8 100644 --- a/src/DocumentationBrowserViewExtension/DocumentationBrowserViewExtension.csproj +++ b/src/DocumentationBrowserViewExtension/DocumentationBrowserViewExtension.csproj @@ -96,9 +96,6 @@ - - - diff --git a/src/DocumentationBrowserViewExtension/MarkdownHandler.cs b/src/DocumentationBrowserViewExtension/MarkdownHandler.cs index fa2d2b3f8fd..abbb114b83f 100644 --- a/src/DocumentationBrowserViewExtension/MarkdownHandler.cs +++ b/src/DocumentationBrowserViewExtension/MarkdownHandler.cs @@ -1,5 +1,6 @@ using System; using System.IO; +using Dynamo.Logging; using Dynamo.Utilities; namespace Dynamo.DocumentationBrowser @@ -10,7 +11,6 @@ namespace Dynamo.DocumentationBrowser /// internal class MarkdownHandler : IDisposable { - private const string NODE_ANNOTATION_NOT_FOUND = "Dynamo.DocumentationBrowser.Docs.NodeAnnotationNotFound.md"; private readonly Md2Html converter = new Md2Html(); /// @@ -38,51 +38,6 @@ public void Dispose() GC.SuppressFinalize(this); } - /// - /// Converts a markdown string into Html. - /// - /// - /// - internal void ParseToHtml(ref StringWriter writer, string nodeNamespace, string packageName) - { - if (writer is null) - throw new ArgumentNullException(nameof(writer)); - - var mdFilePath = PackageDocumentationManager.Instance.GetAnnotationDoc(nodeNamespace, packageName); - - string mdString; - - if (string.IsNullOrWhiteSpace(mdFilePath) || - !File.Exists(mdFilePath)) - mdString = DocumentationBrowserUtils.GetContentFromEmbeddedResource(NODE_ANNOTATION_NOT_FOUND); - - else - { - // Doing this to avoid 'System.ObjectDisposedException' - // https://docs.microsoft.com/en-us/visualstudio/code-quality/ca2202?view=vs-2019 - Stream stream = null; - try - { - stream = File.Open(mdFilePath, FileMode.Open, FileAccess.Read, FileShare.ReadWrite); - using (StreamReader reader = new StreamReader(stream)) - { - stream = null; - mdString = reader.ReadToEnd(); - } - } - finally - { - stream?.Dispose(); - } - - if (string.IsNullOrWhiteSpace(mdString)) - return; - } - - var html = converter.ParseMd2Html(mdString, mdFilePath); - writer.WriteLine(html); - } - /// /// Converts a markdown string into Html string. /// @@ -91,13 +46,9 @@ internal string ParseToHtml(string nodeNamespace, string packageName) { var mdFilePath = PackageDocumentationManager.Instance.GetAnnotationDoc(nodeNamespace, packageName); - string mdString; - - if (string.IsNullOrWhiteSpace(mdFilePath) || - !File.Exists(mdFilePath)) - mdString = ResourceUtilities.LoadContentFromResources(NODE_ANNOTATION_NOT_FOUND, GetType().Assembly); + string mdString = string.Empty; - else + if (!string.IsNullOrWhiteSpace(mdFilePath) && File.Exists(mdFilePath)) { // Doing this to avoid 'System.ObjectDisposedException' // https://docs.microsoft.com/en-us/visualstudio/code-quality/ca2202?view=vs-2019 @@ -119,6 +70,12 @@ internal string ParseToHtml(string nodeNamespace, string packageName) if (string.IsNullOrWhiteSpace(mdString)) return string.Empty; } + else + { + var nodeName = string.IsNullOrEmpty(packageName) ? nodeNamespace : "Package:" + packageName + " " + nodeNamespace; + //if in-depth documentatiuon is not available, do not show any additional message, but log it for analytics + Analytics.TrackEvent(Actions.MissingDocumentation, Categories.NodeContextMenuOperations, nodeName); + } var html = converter.ParseMd2Html(mdString, mdFilePath); return html; diff --git a/src/DynamoCore/Configuration/PreferenceSettings.cs b/src/DynamoCore/Configuration/PreferenceSettings.cs index f341f5dc387..3f51fdc1616 100644 --- a/src/DynamoCore/Configuration/PreferenceSettings.cs +++ b/src/DynamoCore/Configuration/PreferenceSettings.cs @@ -1087,7 +1087,7 @@ public static PreferenceSettings LoadContent(string content) PreferenceSettings settings = null; if(string.IsNullOrEmpty(content)) - return new PreferenceSettings(); + return new PreferenceSettings() { isCreatedFromValidFile = false }; try { diff --git a/src/DynamoCore/DynamoCore.csproj b/src/DynamoCore/DynamoCore.csproj index 3809e948ea9..0a267008246 100644 --- a/src/DynamoCore/DynamoCore.csproj +++ b/src/DynamoCore/DynamoCore.csproj @@ -32,7 +32,7 @@ - + diff --git a/src/DynamoCore/Logging/DynamoLogger.cs b/src/DynamoCore/Logging/DynamoLogger.cs index 23bbe0b620f..09d993e6002 100644 --- a/src/DynamoCore/Logging/DynamoLogger.cs +++ b/src/DynamoCore/Logging/DynamoLogger.cs @@ -209,19 +209,13 @@ private void Log(string message, LogLevel level, bool reportModification) { lock (this.guardMutex) { - // In test mode, write the logs only to std out. - if (testMode && !cliMode) + // In test mode or service mode, write the logs only to std out. + if ((testMode && !cliMode) || serviceMode) { Console.WriteLine(string.Format("{0} : {1}", DateTime.UtcNow.ToString("u"), message)); return; } - if (serviceMode && (level == LogLevel.Console || level == LogLevel.File)) - { - Console.WriteLine("LogLevel switched to ConsoleOnly in service mode"); - level = LogLevel.ConsoleOnly; - } - switch (level) { //write to the console only diff --git a/src/DynamoCoreWpf/DynamoCoreWpf.csproj b/src/DynamoCoreWpf/DynamoCoreWpf.csproj index bbff177dc3f..d5c83e10440 100644 --- a/src/DynamoCoreWpf/DynamoCoreWpf.csproj +++ b/src/DynamoCoreWpf/DynamoCoreWpf.csproj @@ -167,7 +167,7 @@ - + diff --git a/src/DynamoCoreWpf/Views/Debug/UpdateNodeIconsWindow.xaml.cs b/src/DynamoCoreWpf/Views/Debug/UpdateNodeIconsWindow.xaml.cs index 6cd4892f8a6..66bcebe50a2 100644 --- a/src/DynamoCoreWpf/Views/Debug/UpdateNodeIconsWindow.xaml.cs +++ b/src/DynamoCoreWpf/Views/Debug/UpdateNodeIconsWindow.xaml.cs @@ -374,7 +374,27 @@ private bool DoesIconExistInResxFile(string path, string iconName, string iconSu var oldElement = resxItems.Where(x => x.Attribute("name").Value.ToLower().Equals((iconName + "." + iconSuffix).ToLower())).FirstOrDefault(); if (oldElement != null) { - data = oldElement.Descendants("value").FirstOrDefault().Value; + string resXValue = oldElement.Descendants("value").FirstOrDefault().Value; + //This validation is for an edge case in which the resource contains a path to the image instead of the base64 value + if (resXValue.ToLower().Contains(".png") || resXValue.ToLower().Contains(".jpg")) + { + var imageName = resXValue.Split(";")[0]; + var imageFullPath = Path.Combine(Path.GetDirectoryName(path), imageName); + if(File.Exists(imageFullPath)) + { + byte[] imageBytes = File.ReadAllBytes(imageFullPath); + data = Convert.ToBase64String(imageBytes); + } + else + { + data = null; + return false; + } + } + else + { + data = resXValue; + } return true; } data = null; @@ -430,6 +450,16 @@ private bool UpdateResxFile(NodeIconMetadata item, XDocument resx) var oldElement = resxItems.Where(x => x.Attribute("name").Value.ToLower().Equals((item.IconName + "." + item.IconSuffix).ToLower())).FirstOrDefault(); if (oldElement != null) { + var currentElementValue = oldElement.Descendants("value").FirstOrDefault().Value; + if (currentElementValue.ToLower().Contains(".png") || currentElementValue.ToLower().Contains(".jpg")) + { + //If the resx file is referencing a png image then we need to update/add the type and mimetype attributes + XAttribute attRemove = oldElement.Attribute("type"); + attRemove.Remove(); + oldElement.SetAttributeValue("type", "System.Drawing.Bitmap, System.Drawing"); + oldElement.SetAttributeValue("mimetype", "application/x-microsoft.net.object.bytearray.base64"); + } + oldElement.Descendants("value").FirstOrDefault().Value = IndentBase64String(item.Icon_Base64String); resx.Save(item.IconResxFile); WritetoLogFile(logFile, "Updated: " + item.NewIconPath); diff --git a/src/DynamoCoreWpf/Views/Menu/PreferencesView.xaml b/src/DynamoCoreWpf/Views/Menu/PreferencesView.xaml index 9c37367d7b2..4e5bfd4d3e7 100644 --- a/src/DynamoCoreWpf/Views/Menu/PreferencesView.xaml +++ b/src/DynamoCoreWpf/Views/Menu/PreferencesView.xaml @@ -1562,7 +1562,6 @@ - - - + + + + + + + + - - - - - - + diff --git a/src/DynamoManipulation/DynamoManipulation.csproj b/src/DynamoManipulation/DynamoManipulation.csproj index 371e3ee7624..7ff455fb803 100644 --- a/src/DynamoManipulation/DynamoManipulation.csproj +++ b/src/DynamoManipulation/DynamoManipulation.csproj @@ -40,7 +40,7 @@ - + diff --git a/src/Libraries/Analysis/Analysis.csproj b/src/Libraries/Analysis/Analysis.csproj index e7757ff79c6..41f9b8a7a99 100644 --- a/src/Libraries/Analysis/Analysis.csproj +++ b/src/Libraries/Analysis/Analysis.csproj @@ -18,7 +18,7 @@ - + {7858fa8c-475f-4b8e-b468-1f8200778cf8} DynamoCore diff --git a/src/Libraries/CoreNodes/CoreNodes.csproj b/src/Libraries/CoreNodes/CoreNodes.csproj index 9952bc5b587..492cf995b3d 100644 --- a/src/Libraries/CoreNodes/CoreNodes.csproj +++ b/src/Libraries/CoreNodes/CoreNodes.csproj @@ -19,7 +19,7 @@ - + @@ -64,12 +64,6 @@ Resources.en-US.resx - - - - - - ResXFileCodeGenerator diff --git a/src/Libraries/CoreNodes/DSCoreNodesImages.resx b/src/Libraries/CoreNodes/DSCoreNodesImages.resx index bb5f9677a09..e3c7f92c111 100644 --- a/src/Libraries/CoreNodes/DSCoreNodesImages.resx +++ b/src/Libraries/CoreNodes/DSCoreNodesImages.resx @@ -162,350 +162,2931 @@ - iVBORw0KGgoAAAANSUhEUgAAAGAAAABgCAYAAADimHc4AAAABGdBTUEAALGPC/xhBQAAABl0RVh0U29m - dHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAAH5SURBVHhe7dsxTsNAFIThlJQpKXMESkrKlDlCSkrK - lNyAI3AUjsBR6NLCPGkjWdbE8W4snmX/nzQdKH6zxF4cZwMAAAAAAAAAAAAAAAAAAAD8t/P5/KK8K5/K - VyfHTg5K/Nyu/BruUcqMwn+U3yuJRXE5KbEgLEYtlRbFx1+3K7wfV34/8e5gIW5RSVvlQ3FFX4sr/Fr2 - 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BoundaryConditionFromString(string val) + { + return Enum.Parse(val); + } + } +} diff --git a/src/Libraries/CoreNodes/Resources/DSCore.Data.ParseJSON.Large.png b/src/Libraries/CoreNodes/Resources/DSCore.Data.ParseJSON.Large.png deleted file mode 100644 index 3606edee1f4..00000000000 Binary files a/src/Libraries/CoreNodes/Resources/DSCore.Data.ParseJSON.Large.png and /dev/null differ diff --git a/src/Libraries/CoreNodes/Resources/DSCore.Data.ParseJSON.Small.png b/src/Libraries/CoreNodes/Resources/DSCore.Data.ParseJSON.Small.png deleted file mode 100644 index 18137af4bdf..00000000000 Binary files a/src/Libraries/CoreNodes/Resources/DSCore.Data.ParseJSON.Small.png and /dev/null differ diff --git a/src/Libraries/CoreNodes/Resources/DSCore.Data.StringifyJSON.Large.png b/src/Libraries/CoreNodes/Resources/DSCore.Data.StringifyJSON.Large.png deleted file mode 100644 index 40a972c3dd4..00000000000 Binary files a/src/Libraries/CoreNodes/Resources/DSCore.Data.StringifyJSON.Large.png and /dev/null differ diff --git a/src/Libraries/CoreNodes/Resources/DSCore.Data.StringifyJSON.Small.png b/src/Libraries/CoreNodes/Resources/DSCore.Data.StringifyJSON.Small.png deleted file mode 100644 index 2337c3364b6..00000000000 Binary files a/src/Libraries/CoreNodes/Resources/DSCore.Data.StringifyJSON.Small.png and /dev/null differ diff --git a/src/Libraries/DesignScriptBuiltin/DesignScriptBuiltinImages.resx b/src/Libraries/DesignScriptBuiltin/DesignScriptBuiltinImages.resx index f8f886092b3..ac73814e17a 100644 --- a/src/Libraries/DesignScriptBuiltin/DesignScriptBuiltinImages.resx +++ b/src/Libraries/DesignScriptBuiltin/DesignScriptBuiltinImages.resx @@ -120,210 +120,1505 @@ - iVBORw0KGgoAAAANSUhEUgAAAGAAAABgCAYAAADimHc4AAAABGdBTUEAALGPC/xhBQAAABl0RVh0U29m - dHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAAG5SURBVHhe7dzhTcMwGATQjsAojEA3YARGYARmYAFG - YQ6mAZ+USp/SpCRycSvxnnQ/qB3rgpW2pKIHAAAAAAAAAAC2OL5/fbZ8Xymf07Jn2thzmfc8PXwma5R5 - 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a/src/Libraries/GeometryUI/PanelSurfaceBoundaryConditions.cs b/src/Libraries/GeometryUI/PanelSurfaceBoundaryConditions.cs new file mode 100644 index 00000000000..fab4e0c4533 --- /dev/null +++ b/src/Libraries/GeometryUI/PanelSurfaceBoundaryConditions.cs @@ -0,0 +1,78 @@ +using Autodesk.DesignScript.Geometry; +using Autodesk.DesignScript.Runtime; +using CoreNodeModels; +using DSCore; +using Dynamo.Graph.Nodes; +using Dynamo.Utilities; +using Newtonsoft.Json; +using ProtoCore.AST.AssociativeAST; +using System; +using System.Collections.Generic; +using System.Linq; + +namespace GeometryUI +{ + [IsVisibleInDynamoLibrary(true)] + [NodeName("Select Boundary Condition")] + [NodeCategory("Geometry.PanelSurface")] + [NodeDescription("PanelSurfaceBoundaryConditionDropDownDesc", typeof(Properties.Resources))] + [OutPortNames("PanelSurfaceBoundaryCondition")] + [OutPortTypes(nameof(PanelSurfaceBoundaryCondition))] + [OutPortDescriptions("PanelSurface BoundaryCondition enum value")] + [IsDesignScriptCompatible] + public class PanelSurfaceBoundaryConditionDropDown : DSDropDownBase + { + public PanelSurfaceBoundaryConditionDropDown(): base("PanelSurfaceBoundaryCondition") { + SelectedIndex = (int)PanelSurfaceBoundaryCondition.Keep; + } + + [JsonConstructor] + protected PanelSurfaceBoundaryConditionDropDown(IEnumerable inPorts, IEnumerable outPorts) : base(">", inPorts, outPorts) { } + + /// + /// Overrides the default behavior to serialize internal enumeration id + /// instead of the name of the enum constant. + /// + /// Selected DynamoDropDownItem + /// A string representing the internal enum id. + protected override string GetSelectedStringFromItem(DynamoDropDownItem item) + { + return item == null ? string.Empty : item.Item.ToString(); + } + + protected override SelectionState PopulateItemsCore(string currentSelection) + { + Items.Clear(); + foreach (var constant in Enum.GetValues(typeof(PanelSurfaceBoundaryCondition))) + { + Items.Add(new DynamoDropDownItem(constant.ToString(), constant)); + } + + Items = Items.OrderBy(x => x.Name).ToObservableCollection(); + return SelectionState.Restore; + } + + /// + /// Builds the output AST. + /// + public override IEnumerable BuildOutputAst(List inputAstNodes) + { + if (SelectedIndex < 0 || SelectedIndex >= Items.Count) + return new[] { AstFactory.BuildNullNode() }; + + var selection = + AstFactory.BuildStringNode(Items[SelectedIndex].Name); + + var func = AstFactory.BuildFunctionCall( + new Func(BoundaryConditionHelper.BoundaryConditionFromString), + new List { selection }); + + // Assign the selected name to an actual enumeration value + var assign = AstFactory.BuildAssignment(GetAstIdentifierForOutputIndex(0), func); + + // Return the enumeration value + return new List { assign }; + } + } + +} diff --git a/src/Libraries/GeometryUI/Properties/Resources.Designer.cs b/src/Libraries/GeometryUI/Properties/Resources.Designer.cs index 02c53a9ceb2..f6208fce1c0 100644 --- a/src/Libraries/GeometryUI/Properties/Resources.Designer.cs +++ b/src/Libraries/GeometryUI/Properties/Resources.Designer.cs @@ -150,6 +150,15 @@ public static string ImportToSATUnitsDesc { } } + /// + /// Looks up a localized string similar to A drop down node that allow easy access to PanelSurface BoundaryCondition possible values. + /// + public static string PanelSurfaceBoundaryConditionDropDownDesc { + get { + return ResourceManager.GetString("PanelSurfaceBoundaryConditionDropDownDesc", resourceCulture); + } + } + /// /// Looks up a localized string similar to Loaded geometry. /// diff --git a/src/Libraries/GeometryUI/Properties/Resources.en-US.resx b/src/Libraries/GeometryUI/Properties/Resources.en-US.resx index 65b2468f487..aeb36dd102b 100644 --- a/src/Libraries/GeometryUI/Properties/Resources.en-US.resx +++ b/src/Libraries/GeometryUI/Properties/Resources.en-US.resx @@ -148,6 +148,9 @@ Imports geometry from SAT filepath. Set the dynamoUnit input to match how you are interpreting the other numbers in your Dynamo file. + + A drop down node that allow easy access to PanelSurface BoundaryCondition possible values + Loaded geometry diff --git a/src/Libraries/GeometryUI/Properties/Resources.resx b/src/Libraries/GeometryUI/Properties/Resources.resx index 65b2468f487..aeb36dd102b 100644 --- a/src/Libraries/GeometryUI/Properties/Resources.resx +++ b/src/Libraries/GeometryUI/Properties/Resources.resx @@ -148,6 +148,9 @@ Imports geometry from SAT filepath. Set the dynamoUnit input to match how you are interpreting the other numbers in your Dynamo file. + + A drop down node that allow easy access to PanelSurface BoundaryCondition possible values + Loaded geometry diff --git a/src/Libraries/GeometryUIWpf/GeometryUIWpf.csproj b/src/Libraries/GeometryUIWpf/GeometryUIWpf.csproj index 2a34df78d75..d80fdc6b756 100644 --- a/src/Libraries/GeometryUIWpf/GeometryUIWpf.csproj +++ b/src/Libraries/GeometryUIWpf/GeometryUIWpf.csproj @@ -21,7 +21,7 @@ - + diff --git a/src/Libraries/GeometryUIWpf/ProtoGeometryImages.resx b/src/Libraries/GeometryUIWpf/ProtoGeometryImages.resx index 582613121ce..61e3c4197c5 100644 --- a/src/Libraries/GeometryUIWpf/ProtoGeometryImages.resx +++ b/src/Libraries/GeometryUIWpf/ProtoGeometryImages.resx @@ -5076,1412 +5076,5479 @@ - iVBORw0KGgoAAAANSUhEUgAAAGAAAABgCAYAAADimHc4AAAABGdBTUEAALGPC/xhBQAAABl0RVh0U29m - dHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAAeTSURBVHhe7Z3BcdtYEEQdwobgcgQOwdet2sOGsCE4 - 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bmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDwvcmRmOlNlcT4gPC94bXBNTTpIaXN0b3J5PiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/Pvmx/BcAABcvSURBVHic7Z1plBxXdcd/1XvNJmlmJI00shYjl1lskxgT7AgbxyAblwn4hBNIIMGG5GAISwBPTBHIgZMAaUAOMsYQIOEYEoecJISDgxuQvGDwOLFNiG0wtsvIEtqlWTR7TU8vlQ/VPap6NVXVS3X3SNP/T/NevXr1putf99133333SqZp0sbKRaTVA2ijtWgTYIWjTYAVjjYBVjjaBFjhiLV6ACsJQ8NsAXYCVwPDu3ZwW4uH1CZAIzE0TDdwJdZLvwZQbJcHoPUEkNp2gPAwNEwUuBjrZe8ELgPiHs3zQN+uHUw1aXhLoi0B6oQg1l8N9FZ4awxLOtzdmJFVPog2qkCAWK8ETwF7gL3Ag/YLRiYtyarWVJHcJkAAqhTrS2EE62XvBfbu2sERn7ZrjUz6E8DNsqoZtY24OrR1gCVQh1gHyALDWF/5HuCJXTsoVnKjkUl3AE8Cc8AbZVV7rppx14I2AQhfrO/awVwlNxmZtAS81PbcHUCqdHkC+CNZ1e6pcixVYUUSoMli3QEjk94IvAZLuuwE1vk0LwBDsqrtrmJsVWHFEKDFYv1yTr/wC6t4bhm7gQ81QkE8awmwTMV6Pfgm8A5Z1Qoh9LWIs4YAZ5BYrwd3ATeESYIzmgCtEus/+/IHu0zYWSya1xZN81VbB3qVno5klaOvGd8EbgxrOjij7ADLQayPTs5el80XLjNNM1G+fuD4ONsH++lIViNwasbbgDHgQ2F0tqwlwHIV60dGJzk5MeNoH49GOf+ctcRj0SqGVxfeL6va7fV2suwI0CqxXoaRSb8G+DsCtPVfnzjF+LRTgHSkEpw32E9Ekqp5ZK0oANfKqra3nk5aToBWiXUAXdc3ALOKoizuyBmZdAz4NvB6v3tN02TfsTGm57KO+t7uDrasX1PF8OvCOPAyWdUO1NpB0wnQSrGu63oHcEXpueU1+SPANYqiTJbbldbuPwRe6ddfoVhEPzTCfC7vqN+yfg293R2VDqtePAJcLqtarpabm0KAVov1MnRdv7DUx4BwaSkS9JWee77v4HJ5nj00QqF4ekgRSeL8c9aRSjRNx/6krGp/VcuNDSHActDWgauAT8mq9pC9ja7rLwB+BGwSbv8RcK2iKPO2/hTgfwBfmT45O8/zx8YcdXIyzvmb1iI1Rx/IA5fKqva/1d4YCgGWq7YOGMBbZVX7jv0eHxL8B/AmRVEWfxQjk34tcA8BDrRLrQw29vWwfk13pf9KvfgZ8ApZ1fKBLW2omQDLwQgTi0Wu2L6x//xY1PfdFIB3y6r2NXulDwnSiqJ8xF5hZNIfBz7h9xDTNHn28AhG9vRULEkSL2zuVPBeWdXuqOaGignQarFuLOSu+dWR0dcXiuYldiNMMh5j+2A/Cf/1twl8WFa1z9krdV2/APgJsFpo/xZFUb5lG0MUuBfr//ce60KOZw+NYP9Nu+Qk5w32+90WJsaA7bKqTVR6gycBlqNYnzEW2H98jHzBKSwSsSjbB/tJxgO/NE1Wtc/YK3Rdvxzr5SZs1bPApYqi/MI2pk3Az3GTxYFj41McH5921G0b6GV1lxw0trDwaVnVPlppYz8CfB74QBUPbsqWaTaXZ9/RMbLC0qtCEphY08FX7JW6rt8A3Cm0fQa4RFGUWds4l2rnfIBp8szBk46lYTIe40Wb1zVLIZwBNsuqdqqSxn4EuB74zpIXT6MlW6b5QpHnjowyv+Bc+iZiUZRNgebYAvBmWdW+ba/UdX0pwn9FUZR3CWP/PvBavwdMzWXZd3TUUbepfxVrV3f53RYmPiar2qcqaehHgFXAKM4No2WzZVooFvnV0THm5hcc9alEHGVTP9GIr2JoAL8jq9oj5Qpd1+NYXrqX2dqZWEvDH9r+j21YxPeV6fuOjjE1t7iiJB6N8uKt65tlJj4GbKnEOOSrBA4Nc1/pz1Z5wvjCiwRdcpLtG/uCRO5xLDPq0XKFruubgSdwzvMHgQsURVmc2CtZFRgLOZ45eNJR12Qp8EZZ1f4zqFFohqAGesL4wms66F/VyTlrVwfd/jBwpf1L0XX9rcA/C+1uVRRlqFwokfs5YKNf5wdOnOKUbcMoEYvy4i3rm6UL3C2r2huCGtVFgCZ6wvgily/w7KERcgWno0yFNvnPyqr2YXuFruvfxbkZlAMuUhTlmXKFkUm/E3AokyKWkgJNXBHkgAFZ1cb9GtV0PNzIpLuNTPo+4AjwDeCttOjlA8RjUc7d2OeaXw+dnGB+IdAwNmRk0lcKde/BWgouPgL4nNDm68Cv/DqWE3F6OpxCcGRy1qN16IgD1wY1qokAsqpNAzcAP63l/kagIxl3bcMWTZMDJ8YJkHIR4OtGJt1ZrlAU5TDwN0K71+m6vqNcKJlcdwWNS5zzZ4xsJaQMC2pQg5oDRMiqdhh4FZb9fFlgdZfM2lXOH9zI5jhxasbjjkVsw63U7QYOCHV/LZTvBE74ddzTkXTZJkRHkgbiqqAGdUUIkVVtDngz1o+1LDDY34Ms+OYdPzVdyVf3ASOTflG5oChKFjcprtJ1/bfKBVnVssDfB3Xc1+PUQ041jwADpR1NT9QdIkZWtaKsah8EatqPDhuSJLF1fa9DHzBNk0MjE0G3xnDP83fhnudvFspfxdqO9cQaQRFdyBeYywYu0cPCy/wuhhYjSFa1TwJaWP3Vg1Qi5tqGnTGyTM7Oe9yxiOuMTPqKckFRlDzwt0Kb39N1fXH5V7Ij/MCv00QsSmcq4aibnG3K4V+Ai/wuhhokqrTRsiwkwfo1XaSEuffo6GSQQgjwcaF8F2Bfy8WAdwhtvhnUqbj0q4CMYeGFfhdDjxJWkgS7w+63WkiSxKBgCJrP5Tk1E/jlXWVk0peUCyVd4B+ENm8Tyt/D2oTxhLgcNLI5165mg7DN72KjwsTdjOVZ21L0dCTpFk7snBC2aj3wfqH8j1j7AmWcp+v6xeVCKZiD7zSQSsRcPguzggk7TOQLRSZmDA6NTIgOLw40hACyqhWxvpLHG9F/NdjQ2+Moz+fyTAWL3zeVnEIBUBTleeC/hTa/L5S/F9Rpl+wk44yR9WhZPUzTZMZY4Nj4FM8eHuHn+4+x//g4Y1NzfSUz/ZJoWKDI0hLxeizf9ZahM5Vw/fAnJwPtAkms5a0d/yaUXyeU9wR12iU7FcF6JcD8Qp6RiRn2HR3jyeeP8dyREY6PTzs2x0quap7ueg2NFCqr2q+BG3GKz6ZjvWCNm57LspAPPGD7B0L5u0L5Al3XF8WrrGrHsJxIPCEnnQSo1iJYFusHT07w1IHjPH3wBIdHJ5mam6foo9xGJMlzU67hoWJlVfsvKjCWNBI9nSnX/FuBMWaHkUmvLRcURTkAPCu0eZVQ/rFfh3Ii5tgJLBSLvkT0FuuzlRCYRCxKX08nqztTngRolrvqLVheNL4aaSPR29Ph8NU7NWMEuWxHsHY577LVPYDzoMjlwvXHgHd6dShJEolY1OHOls3lHeScX8gzPTfP1FyWGSPr+2W7BixJdMnJkvKbsnsjewajbAoBZFWbMTLpm6hgnmwU1nQ5CWBkcyzkC0HexFfifME/AewuYi8X2gcezEjGYw4CzM0vUCgUmZrLMj03X9GXbUdHKmG9cDlFZyru5WvgqWw0LVp46RRryzaOUomYyzA0PRe4GhDPBoov+AJd1+2dPo3lc+iJRNxJuKNjUzWJ9W0DvVy4bQPnb1rLht4euuSE18svyqo2udQFaH64+FvwYWOj0dPpnAqnjcChKEYmbZ8nngOH42sC2F4uyKo2j+VC5oBdWx+fqm4jKCJJ9HSk2NS/ihdtXs9Ltg6wed1qVnfJBByIKWPU72JTCSCr2n5aqBB2C8vB2eB1eASw7xAWcSuC24Xyvlq19TI6UgkGers5b3AtF527gRds7GPt6q5aTxgd9bvYihAxaeAmrLV2U9EhbMgs5Avk8oUgN3IFeNRW3gf8pq281d746YMnx0X/xCAkYlG6O1L0dCTpkpOVftmV4oDfxaZnDCmtlwM3TxqBWDTics4Qz/YvgS1C+bBQHrQXjOzCSDVjSiXitYj1auAbbrZVKWN2t+i5LjGaDTbGiJ6/x4Wy4+CfJEljLIGyWB/sX1XBKEPFU34XW0IAWdV+ibWkajpECeCleZeNMCdOTYvBJETTtsMRsVAsToK3ti56KxWLDd8RfMLvYivDxN2JZUhpKsT5PmcjwFJGmGgk0r3V2YW4n+zY6N820DvVmUpWrLA1+KTQHPALvwatJMC3gS/RZGUwLsyxc9kcB09OeBphohGpR6gS95Md/l59PZ2+yy4RUqShBHg0KGBEy9LGlYwTDzTzmaZpkhOcMOYXchUbYSqE7xstFp3LwAafEvpRUINWRwrNEHDStl7Ua1tPJeKiFU08aiRak0SJ4YA450cbKwHuDWrQagLcH3aH+UKRGSNbs21dTlqnebo7knSlEkiSNCE2Ecqiac/3NxXdwAJOMdeDcawAV75oNQF+iRXWpC+ooRdM02R2Pse0YX3l4knhIEQkiTXdHX5GGDHQghgxTJQQvus8cQpqwLq/jHsqiSreUgLIqmYamfRjVDkN1CPWJUlyeAYnEzE2r1vtd8tJoSwG/BENP75kFiVSwG5kPRA9mJZEqyUAWHF3fAkQplgvFIrsP356KV+BCD4klAeFskgA30OyC0uEtmkAJrCCeARiORDgl2JFvWLdz7Y+NuU8nVuBCH5eKG8WyiJBfL1wxdhG8VhDXsG/lo6tBWI5EGA/NMwTxoVc3jkHx6OBX6BoSz9PKIsE8fR6yheKLiWwQTEEv15pw5YTYN/RsdH5hVwY2npF97mii8V9CTApq9ri/r6u66tw7w0sEqQU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a/src/LibraryViewExtensionWebView2/Packages/LibrarieJS/layoutSpecs.json b/src/LibraryViewExtensionWebView2/Packages/LibrarieJS/layoutSpecs.json index a184f4b81e6..3b3baa4a8c6 100644 --- a/src/LibraryViewExtensionWebView2/Packages/LibrarieJS/layoutSpecs.json +++ b/src/LibraryViewExtensionWebView2/Packages/LibrarieJS/layoutSpecs.json @@ -1477,20 +1477,31 @@ "childElements": [] }, { - "text": "PanelSurface", - "iconUrl": "", - "elementType": "group", - "include": [ - { - "path": "ProtoGeometry.Autodesk.DesignScript.Geometry.PanelSurface", - "inclusive": false - }, - { - "path": "ProtoGeometry.Autodesk.DesignScript.Geometry.PanelSurfaceBoundaryCondition", - "inclusive": true - } - ], - "childElements": [] + "text": "PanelSurface", + "iconUrl": "", + "elementType": "group", + "include": [ + { + "path": "ProtoGeometry.Autodesk.DesignScript.Geometry.PanelSurface", + "inclusive": false + } + ], + "childElements": [ + { + "text": "BoundaryCondition", + "iconUrl": "", + "elementType": "group", + "include": [ + { + "path": "ProtoGeometry.Autodesk.DesignScript.Geometry.PanelSurfaceBoundaryCondition", + "inclusive": true + }, + { + "path": "Geometry.PanelSurface.Select Boundary Condition" + } + ] + } + ] }, { "text": "Modifiers", diff --git a/src/NodeServices/IAnalyticsClient.cs b/src/NodeServices/IAnalyticsClient.cs index 67e979a5182..859b94c9175 100644 --- a/src/NodeServices/IAnalyticsClient.cs +++ b/src/NodeServices/IAnalyticsClient.cs @@ -413,6 +413,11 @@ public enum Actions /// ViewDocumentation, + /// + /// When the in-depth node help documentation is un-available + /// + MissingDocumentation, + /// /// Cancel operation, e.g. cancel adding a new group style /// diff --git a/src/Tools/NodeDocumentationMarkdownGenerator/NodeDocumentationMarkdownGenerator.csproj b/src/Tools/NodeDocumentationMarkdownGenerator/NodeDocumentationMarkdownGenerator.csproj index f1f78e5e5ea..ba9b4af658b 100644 --- a/src/Tools/NodeDocumentationMarkdownGenerator/NodeDocumentationMarkdownGenerator.csproj +++ b/src/Tools/NodeDocumentationMarkdownGenerator/NodeDocumentationMarkdownGenerator.csproj @@ -13,7 +13,7 @@ - + diff --git a/test/Libraries/AnalysisTests/AnalysisTests.csproj b/test/Libraries/AnalysisTests/AnalysisTests.csproj index 2cb1965d2ab..29cd67240d0 100644 --- a/test/Libraries/AnalysisTests/AnalysisTests.csproj +++ b/test/Libraries/AnalysisTests/AnalysisTests.csproj @@ -10,7 +10,7 @@ AnalysisTests - + diff --git a/test/Libraries/DynamoPythonTests/DynamoPythonTests.csproj b/test/Libraries/DynamoPythonTests/DynamoPythonTests.csproj index a8e4bc590dc..bab4a31f552 100644 --- a/test/Libraries/DynamoPythonTests/DynamoPythonTests.csproj +++ b/test/Libraries/DynamoPythonTests/DynamoPythonTests.csproj @@ -18,7 +18,7 @@ - + diff --git a/test/Libraries/GeometryColorTests/GeometryColorTests.csproj b/test/Libraries/GeometryColorTests/GeometryColorTests.csproj index 96da7d1d3ab..642951fbe0b 100644 --- a/test/Libraries/GeometryColorTests/GeometryColorTests.csproj +++ b/test/Libraries/GeometryColorTests/GeometryColorTests.csproj @@ -10,7 +10,7 @@ DisplayTests - + diff --git a/test/Libraries/TestServices/TestServices.csproj b/test/Libraries/TestServices/TestServices.csproj index 781225cc535..c9cccbe6c73 100644 --- a/test/Libraries/TestServices/TestServices.csproj +++ b/test/Libraries/TestServices/TestServices.csproj @@ -10,7 +10,7 @@ TestServices - + diff --git a/test/Libraries/WorkflowTests/WorkflowTests.csproj b/test/Libraries/WorkflowTests/WorkflowTests.csproj index 725ad011151..1db0fbdf2c8 100644 --- a/test/Libraries/WorkflowTests/WorkflowTests.csproj +++ b/test/Libraries/WorkflowTests/WorkflowTests.csproj @@ -14,7 +14,7 @@ - + diff --git a/test/Tools/NodeDocumentationMarkdownGeneratorTests/MarkdownGeneratorCommandTests.cs b/test/Tools/NodeDocumentationMarkdownGeneratorTests/MarkdownGeneratorCommandTests.cs index c4b093b1b48..37be71e8629 100644 --- a/test/Tools/NodeDocumentationMarkdownGeneratorTests/MarkdownGeneratorCommandTests.cs +++ b/test/Tools/NodeDocumentationMarkdownGeneratorTests/MarkdownGeneratorCommandTests.cs @@ -164,7 +164,7 @@ public void ProducesCorrectOutputFromCoreDirectory_preloadedbinaries() FromDirectoryCommand.HandleDocumentationFromDirectory(opts); var generatedFileNames = tempDirectory.GetFiles().Select(x => x.Name); - Assert.AreEqual(709, generatedFileNames.Count()); + Assert.AreEqual(707, generatedFileNames.Count()); } [Test]