From 203a53bd3ff67480a9e7ad8d66a5d0b10c07af2d Mon Sep 17 00:00:00 2001 From: "Aaron (Qilong)" <173288704@qq.com> Date: Sat, 6 Jan 2024 02:47:15 +0800 Subject: [PATCH] CherryPicks (#14816) * Updated Sample Files for Revit category (#14775) * Update NodeAutoComplete TOU (#14811) --------- Co-authored-by: Daria Ivanciucova <43077096+dariaivanciucova@users.noreply.github.com> --- doc/distrib/MLNodeAutocompleteConsent.rtf | 130 +- .../Revit_Adaptive Component Placement.dyn | 1505 +++++-- .../Samples/en-US/Revit/Revit_Color.dyn | 1260 ++++-- .../en-US/Revit/Revit_Floors and Framing.dyn | 1661 ++++++-- .../Revit/Revit_GeometryCreation_Curves.dyn | 1297 ++++-- .../Revit/Revit_GeometryCreation_Points.dyn | 594 ++- .../Revit/Revit_GeometryCreation_Solids.dyn | 1057 ++++- .../Revit/Revit_GeometryCreation_Surfaces.dyn | 1512 ++++--- .../Samples/en-US/Revit/Revit_ImportSolid.dyn | 3507 ++++++++++++++--- ...it_PlaceFamiliesByLevel_Set Parameters.dyn | 1925 +++++++-- .../en-US/Revit/Revit_StructuralFraming.dyn | 2811 +++++++++++-- 11 files changed, 13572 insertions(+), 3687 deletions(-) diff --git a/doc/distrib/MLNodeAutocompleteConsent.rtf b/doc/distrib/MLNodeAutocompleteConsent.rtf index 384d1db6f3c..4317913e74e 100644 --- a/doc/distrib/MLNodeAutocompleteConsent.rtf +++ b/doc/distrib/MLNodeAutocompleteConsent.rtf @@ -1,56 +1,59 @@ -{\rtf1\adeflang1025\ansi\ansicpg1252\uc1\adeff37\deff0\stshfdbch0\stshfloch37\stshfhich37\stshfbi37\deflang1033\deflangfe2052\themelang1033\themelangfe0\themelangcs0{\fonttbl{\f0\fbidi \froman\fcharset0\fprq2{\*\panose 02020603050405020304}Times New Roman;} +{\rtf1\adeflang1025\ansi\ansicpg1252\uc1\adeff37\deff0\stshfdbch0\stshfloch37\stshfhich37\stshfbi37\deflang1033\deflangfe2052\themelang1033\themelangfe0\themelangcs0{\fonttbl{\f0\fbidi \froman\fcharset0\fprq2{\*\panose 02020603050405020304}Times New Roman;}{\f4\fbidi \fswiss\fcharset0\fprq2{\*\panose 020b0604020202020204}Helvetica;} {\f11\fbidi 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\expshrtn\noultrlspc\dntblnsbdb\nospaceforul\formshade\horzdoc\dgmargin\dghspace180\dgvspace180\dghorigin1440\dgvorigin1440\dghshow1\dgvshow1 \jexpand\viewkind1\viewscale100\pgbrdrhead\pgbrdrfoot\splytwnine\ftnlytwnine\htmautsp\nolnhtadjtbl\useltbaln\alntblind\lytcalctblwd\lyttblrtgr\lnbrkrule\nobrkwrptbl\snaptogridincell\allowfieldendsel\wrppunct @@ -59,21 +62,28 @@ {\pntxta .}}{\*\pnseclvl3\pndec\pnstart1\pnindent720\pnhang {\pntxta .}}{\*\pnseclvl4\pnlcltr\pnstart1\pnindent720\pnhang {\pntxta )}}{\*\pnseclvl5\pndec\pnstart1\pnindent720\pnhang {\pntxtb (}{\pntxta )}}{\*\pnseclvl6\pnlcltr\pnstart1\pnindent720\pnhang {\pntxtb (}{\pntxta )}}{\*\pnseclvl7\pnlcrm\pnstart1\pnindent720\pnhang {\pntxtb (}{\pntxta )}}{\*\pnseclvl8\pnlcltr\pnstart1\pnindent720\pnhang {\pntxtb (}{\pntxta )}}{\*\pnseclvl9\pnlcrm\pnstart1\pnindent720\pnhang {\pntxtb (}{\pntxta )}} \pard\plain \ltrpar\ql \li0\ri0\widctlpar\wrapdefault\faauto\rin0\lin0\itap0\pararsid9534305 \rtlch\fcs1 \af37\afs22\alang1025 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\li0\ri0\widctlpar\wrapdefault\faauto\rin0\lin0\itap0\pararsid10422308 {\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid10422308 +\b\fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid15021189\charrsid15021189 \hich\af40\dbch\af11\loch\f40 [}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 +\b\fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid6963270 \hich\af40\dbch\af11\loch\f40 ML Node Autocomplete}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 +\b\fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid15021189\charrsid15021189 \hich\af40\dbch\af11\loch\f40 ]}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 +\b\fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid15021189 +\par }\pard \ltrpar\ql \li0\ri0\widctlpar\wrapdefault\faauto\rin0\lin0\itap0\pararsid14363366 {\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid14363366 +\par }\pard \ltrpar\ql \li0\ri0\widctlpar\wrapdefault\faauto\rin0\lin0\itap0\pararsid10422308 {\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid10422308 \hich\af40\dbch\af11\loch\f40 Autodesk collects Dynamo graphs and associated me\hich\af40\dbch\af11\loch\f40 tadata for our machine learning programs to provide new and improved features in our products and services. We do not collect any data flowing through your Dynamo graphs.}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 -\fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid7174336 -\par }{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid1802181 -\par }{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid10422308 \hich\af40\dbch\af11\loch\f40 You may change your preference for Dynamo by unselecting the box }{\rtlch\fcs1 -\af0\afs20 \ltrch\fcs0 \fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308 \hich\af40\dbch\af11\loch\f40 below}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 -\fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid10422308 \hich\af40\dbch\af11\loch\f40 - or changing your selection in the Data Collection dialog in the menu at any time. To learn more about machine learning features in Dynamo, see [link to AKN].}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 -\fs20\cf20\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid3037294 +\fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid7174336 +\par }{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid1802181 +\par }{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 \fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid10422308 \hich\af40\dbch\af11\loch\f40 You may change your preference for Dynamo by unselecting the box }{\rtlch\fcs1 +\af0\afs20 \ltrch\fcs0 \fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308 \hich\af40\dbch\af11\loch\f40 below}{\rtlch\fcs1 \af0\afs20 \ltrch\fcs0 +\fs20\cf23\lang1033\langfe1041\loch\af40\hich\af40\dbch\af11\langfenp1041\insrsid10422308\charrsid10422308 \hich\af40\dbch\af11\loch\f40 + or changing your selection in the Data Collection dialog in the menu at any time. To learn more about machine learning features in Dynamo, see {\*\bkmkstart _Hlk155268279}{\*\bkmkstart _Hlk155268332}}{\field\flddirty{\*\fldinst {\rtlch\fcs1 \af4\afs20 +\ltrch\fcs0 \fs20\ul\cf24\lang2057\langfe1033\loch\af4\hich\af4\dbch\af31505\langnp2057\insrsid10563100\charrsid12346239 \hich\af4\dbch\af31505\loch\f4 HYPERLINK "https://www.autodesk.com/dynamo-machine-learning"}{\rtlch\fcs1 \af4\afs20 \ltrch\fcs0 +\fs20\ul\cf24\lang2057\langfe1033\loch\af4\hich\af4\dbch\af31505\langnp2057\insrsid10563100\charrsid12346239 {\*\datafield +00d0c9ea79f9bace118c8200aa004ba90b0200000003000000e0c9ea79f9bace118c8200aa004ba90b7a000000680074007400700073003a002f002f007700770077002e006100750074006f006400650073006b002e0063006f006d002f00640079006e0061006d006f002d006d0061006300680069006e0065002d006c00 +6500610072006e0069006e0067000000795881f43b1d7f48af2c825dc485276300000000a5ab000300}}}{\fldrslt {\rtlch\fcs1 \af4\afs20 \ltrch\fcs0 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+ffffffffffffffffffffffffffffffff52006f006f007400200045006e00740072007900000000000000000000000000000000000000000000000000000000000000000000000000000000000000000016000500ffffffffffffffffffffffff0c6ad98892f1d411a65f0040963251e5000000000000000000000000603b +745a3e3fda01feffffff00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000ffffffffffffffffffffffff00000000000000000000000000000000000000000000000000000000 00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000ffffffffffffffffffffffff0000000000000000000000000000000000000000000000000000 000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000ffffffffffffffffffffffff000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000105000000000000}} \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_Adaptive Component Placement.dyn b/doc/distrib/Samples/en-US/Revit/Revit_Adaptive Component Placement.dyn index f3a409e7663..c2266fa8250 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_Adaptive Component Placement.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_Adaptive Component Placement.dyn @@ -1,19 +1,37 @@ { "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", "IsCustomNode": false, - "Description": "", + "Description": "This graph positions Adaptive Components by Points in a model.", "Name": "Revit_Adaptive Component Placement", "ElementResolver": { "ResolutionMap": {} }, - "Inputs": [], + "Inputs": [ + { + "Id": "2bc4ccefdee54567b97689536f8908ce", + "Name": "Family Types", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "Adaptive Component - Facade Fin:Default", + "Description": "All family types available in the document.", + "SelectedIndex": 5 + }, + { + "Id": "6b127989b4f14ae8bb065ff0258dff29", + "Name": "Select Edges", + "Type": "selection", + "Type2": "hostSelection", + "Value": "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3a5:0:LINEAR,817801dd-655e-443c-9f69-d5f14efae8a3-0019f3a7:0:LINEAR,817801dd-655e-443c-9f69-d5f14efae8a3-0019f3a9:0:LINEAR,817801dd-655e-443c-9f69-d5f14efae8a3-0019f3ab:0:LINEAR,817801dd-655e-443c-9f69-d5f14efae8a3-0019f3ad:0:LINEAR,817801dd-655e-443c-9f69-d5f14efae8a3-0019f3af:0:LINEAR,817801dd-655e-443c-9f69-d5f14efae8a3-0019f3b1:0:LINEAR", + "Description": "Select multiple edges.", + "SelectedIndex": 0 + } + ], "Outputs": [], "Nodes": [ { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.AdaptiveComponent.ByPoints@Autodesk.DesignScript.Geometry.Point[][],Revit.Elements.FamilyType", "Id": "357e7a53361c4c1e81ae83e16213a39a", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "aed36be75314439481ecc50ba444c670", @@ -45,63 +63,108 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.AdaptiveComponent.ByPoints@Autodesk.DesignScript.Geometry.Point[][],Revit.Elements.FamilyType", "Replication": "Auto", "Description": "Create a list of adaptive components from two-dimensional array of points\n\nAdaptiveComponent.ByPoints (points: Point[][], familyType: FamilyType): AdaptiveComponent[]..[]" }, { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", - "NodeType": "ExtensionNode", - "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f490a" + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "83f06d4b59ed4888a25943d12f3d1736", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "c098419fc29741c98ce24d590508b73e", + "Name": "curve", + "Description": "Autodesk.DesignScript.Geometry.Curve", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "0ff0c2c400ec4cbe87be338dec147c0f", + "Name": "param", + "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0 (disabled)", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "93ffd3b1a556497caa6d547baebc783e", + "Name": "Point", + "Description": "Point", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } ], - "Id": "eed8d3895ad24ac0a2707d737f487ad0", + "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", + "Replication": "CrossProduct", + "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "ddaba6092fa04d18be641443ad3d08f1", + "NodeType": "CodeBlockNode", "Inputs": [], "Outputs": [ { - "Id": "bfa5b90f1ee24ca388539f9c9793a929", - "Name": "Element", - "Description": "The selected elements.", + "Id": "46773f3d7c274708a8c75eab6e129e20", + "Name": "", + "Description": "Value of expression at line 1", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled" + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "[0,0.5,1];" }, { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", + "ConcreteType": "DSRevitNodesUI.FamilyTypes, DSRevitNodesUI", + "SelectedIndex": 5, + "SelectedString": "Adaptive Component - Facade Fin:Default", + "Id": "2bc4ccefdee54567b97689536f8908ce", "NodeType": "ExtensionNode", - "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f484f" - ], - "Id": "f46e385f3b0a446cadeb8d419a480cba", "Inputs": [], "Outputs": [ { - "Id": "c1307229399c4dd0b0addeb4d2982c04", - "Name": "Element", - "Description": "The selected elements.", + "Id": "a16779722ddc474cb0ccf9cf33b0f6b0", + "Name": "Family Type", + "Description": "The selected Family Type", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled" + "Replication": "Disabled", + "Description": "All family types available in the document." }, { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", + "ConcreteType": "Dynamo.Nodes.SelectEdges, DSRevitNodesUI", "NodeType": "ExtensionNode", "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f4954" + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3a5:0:LINEAR", + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3a7:0:LINEAR", + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3a9:0:LINEAR", + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3ab:0:LINEAR", + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3ad:0:LINEAR", + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3af:0:LINEAR", + "817801dd-655e-443c-9f69-d5f14efae8a3-0019f3b1:0:LINEAR" ], - "Id": "fe4c569fa1b446da8e76d1b1bd5b6ef4", + "Id": "6b127989b4f14ae8bb065ff0258dff29", "Inputs": [], "Outputs": [ { - "Id": "6658b3499c874bdfbb3c5917e7e5e969", - "Name": "Element", + "Id": "db64a1a9f24c47c9941cb90585f98abc", + "Name": "Curves", "Description": "The selected elements.", "UsingDefaultValue": false, "Level": 2, @@ -109,76 +172,75 @@ "KeepListStructure": false } ], - "Replication": "Disabled" + "Replication": "Disabled", + "Description": "Select multiple edges." }, { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "83f06d4b59ed4888a25943d12f3d1736", - "Inputs": [ + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "79e5361a664d4575a614c2b57b2eb277", + "NodeType": "CodeBlockNode", + "Inputs": [], + "Outputs": [ { - "Id": "c098419fc29741c98ce24d590508b73e", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Id": "3e89557b62e44bdf92c107bf4493f65e", + "Name": "", + "Description": "Value of expression at line 1", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "0ff0c2c400ec4cbe87be338dec147c0f", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0 (disabled)", + "Id": "e6a88e82713c4d4daf818bcdf2201e66", + "Name": "", + "Description": "Value of expression at line 2", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Outputs": [ + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0;\n2;" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "bdb47d8a583a43feabef3fb1c2560fce", + "NodeType": "FunctionNode", + "Inputs": [ { - "Id": "93ffd3b1a556497caa6d547baebc783e", - "Name": "Point", - "Description": "Point", + "Id": "0eec504aec1748d5b62d35248004cee6", + "Name": "geometry", + "Description": "Autodesk.DesignScript.Geometry.Geometry", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - } - ], - "Replication": "CrossProduct", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" - }, - { - "ConcreteType": "CoreNodeModels.CreateList, CoreNodeModels", - "VariableInputPorts": true, - "NodeType": "ExtensionNode", - "Id": "765c3e2512624f2bab2508ece79508f5", - "Inputs": [ + }, { - "Id": "39dca81483c74cb0922f652d63f84005", - "Name": "item0", - "Description": "Item Index #0", - "UsingDefaultValue": false, + "Id": "384e4c9f6f7142a39c45396c471bb4c5", + "Name": "xTranslation", + "Description": "Displacement along X-axis.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "506243d02acb4d2cbe38e54d1c7c07e3", - "Name": "item1", - "Description": "Item Index #1", - "UsingDefaultValue": false, + "Id": "dde36cdd18fb47829019a6fceedcc9b8", + "Name": "yTranslation", + "Description": "Displacement along Y-axis.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "b55d14b107004e62a6ce744561e7ec0b", - "Name": "item2", - "Description": "Item Index #2", - "UsingDefaultValue": false, + "Id": "31165d5cd6e84d8fbee87945e940d593", + "Name": "zTranslation", + "Description": "Displacement along Z-axis.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -186,28 +248,58 @@ ], "Outputs": [ { - "Id": "b5af009afb8945c7b1c579f603294480", + "Id": "61d29ca72b354b59b80dbeaea1e094f6", + "Name": "Geometry", + "Description": "Transformed Geometry.", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Translate@double,double,double", + "Replication": "Auto", + "Description": "Translates any given geometry by the given displacements in the x, y, and z directions defined in WCS respectively.\n\nGeometry.Translate (xTranslation: double = 0, yTranslation: double = 0, zTranslation: double = 0): Geometry" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "1ee5a3311e7c4238bf5d3957c1694e73", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "b6967bfadc164e89a0864d95bcaf3c56", "Name": "list", - "Description": "A list", + "Description": "List to get the item count of.\n\nvar[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "Makes a new list out of the given inputs" + "Outputs": [ + { + "Id": "f87a6234c5e74ab08edd5b1cfb39b8ec", + "Name": "int", + "Description": "List length.", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "DSCore.List.Count@var[]..[]", + "Replication": "Auto", + "Description": "Returns the number of items stored in the given list.\n\nList.Count (list: var[]..[]): int" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "649eb5ecacb44273af673737375502e0", "NodeType": "CodeBlockNode", - "Code": "0..1..#x;", - "Id": "ddaba6092fa04d18be641443ad3d08f1", "Inputs": [ { - "Id": "5a4a82064bbc449196f03cd62a3b1a5a", - "Name": "x", - "Description": "x", + "Id": "8b01b21081f74087abe24ee40e35ddfb", + "Name": "steps", + "Description": "steps", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -216,7 +308,7 @@ ], "Outputs": [ { - "Id": "35dc6b7afd654031b00f1498cd5957df", + "Id": "8c1c222881654469ba390881738adc7a", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -226,74 +318,126 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0..1..#steps;" }, { - "ConcreteType": "CoreNodeModels.Input.IntegerSlider, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Integer", - "InputValue": 9, - "MaximumValue": 10, - "MinimumValue": 2, - "StepValue": 1, - "Id": "cc3ba87acc1f4db699f2769f3020e0df", - "Inputs": [], + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "f29f8d8887a342d1a2b711e9f12d1368", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "11dc8f28e9c84161b5129e0b466e469c", + "Name": "angle", + "Description": "Angle in degrees to take the sine of.\n\ndouble", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], "Outputs": [ { - "Id": "48253b731b5940bab052d8e0cdcaf33f", - "Name": "", - "Description": "Int64", + "Id": "d2393011e86d4f8e9707a56d9f261e0e", + "Name": "double", + "Description": "Sine of the angle.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "A slider that produces integer values." + "FunctionSignature": "DSCore.Math.Sin@double", + "Replication": "Auto", + "Description": "Finds the sine of an angle.\n\nMath.Sin (angle: double): double" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "a2fc35b7a205494d894735289f1664b6", "NodeType": "FunctionNode", - "FunctionSignature": "Transpose@var[]..[]", - "Id": "13ca589991cd448bb475a286eb0fbfba", "Inputs": [ { - "Id": "b3bb4172db6c405f86aa74544b860d25", - "Name": "list", - "Description": "var[]..[]", + "Id": "8dd31f67a1874777aae9b15e212ef8e2", + "Name": "numbers", + "Description": "List of numbers to adjust range of.\n\ndouble[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false + }, + { + "Id": "a31fdc528d9a44b2aa3def82bb4ea506", + "Name": "newMin", + "Description": "New minimum of the range.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "ab8def2dd04c49cb9407811efa2a41e6", + "Name": "newMax", + "Description": "New maximum of the range\n\ndouble\nDefault value : 1", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false } ], "Outputs": [ { - "Id": "306e352093d049eb8dadb8ba2ecdb208", - "Name": "lists", - "Description": "List of transposed lists", + "Id": "62df2eaf906949979703ed71dc4467f8", + "Name": "list", + "Description": "List remapped to new range.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.Math.RemapRange@double[],double,double", "Replication": "Auto", - "Description": "Swaps rows and columns in a list of lists. If there are some rows that are shorter than others, null values are inserted as place holders in the resultant array such that it is always rectangular.\n\nTranspose (list: var[]..[]): var[]..[]" + "Description": "Adjusts the range of a list of numbers while preserving the distribution ratio.\n\nMath.RemapRange (numbers: double[], newMin: double = 0, newMax: double = 1): var[]..[]" }, { - "ConcreteType": "DSRevitNodesUI.FamilyTypes, DSRevitNodesUI", - "SelectedIndex": 2, - "SelectedString": "3PointAC_SquareTruss:3PointAC_SquareTruss", + "ConcreteType": "CoreNodeModels.CreateList, CoreNodeModels", + "VariableInputPorts": true, + "Id": "1546c3cb4e2840b7856769437fb00a89", "NodeType": "ExtensionNode", - "Id": "2bc4ccefdee54567b97689536f8908ce", - "Inputs": [], + "Inputs": [ + { + "Id": "bd72afe9cbb446a68af8da023e450397", + "Name": "item0", + "Description": "Item Index #0", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "098cdbf8c75b4558834b79fbfa36c01f", + "Name": "item1", + "Description": "Item Index #1", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "337a027ccd0b4c598262e69b207b44d7", + "Name": "item2", + "Description": "Item Index #2", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], "Outputs": [ { - "Id": "a16779722ddc474cb0ccf9cf33b0f6b0", - "Name": "Family Type", - "Description": "The selected Family Type", + "Id": "04164fddf5aa4740a1a716907515dd0b", + "Name": "list", + "Description": "A list (type: var[]..[])", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -301,18 +445,26 @@ } ], "Replication": "Disabled", - "Description": "All family types available in the document." + "Description": "Makes a new list from the given inputs" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "15869d7cd713459cb4e0a20805aa3676", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Element.Geometry", - "Id": "c0c528a3ac5f4504ba8104c08d060ded", "Inputs": [ { - "Id": "72d069c99efb418fba0b763727041b2d", - "Name": "element", - "Description": "Revit.Elements.Element", + "Id": "e0c4107be6a249b9a91598f5320a4e49", + "Name": "list", + "Description": "List to fetch an item from.\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": true, + "KeepListStructure": false + }, + { + "Id": "4b2e4ae36dfa40648e000ba3d3537dea", + "Name": "index", + "Description": "Index of the item to be fetched.\n\nint", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -321,38 +473,38 @@ ], "Outputs": [ { - "Id": "edceaf33d27b402fb840a34611fad2ce", - "Name": "var[]", - "Description": "var[]", + "Id": "c975f8853987437ebd8cdbbf28bb72cf", + "Name": "item", + "Description": "Item in the list at the given index.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.GetItemAtIndex@var[]..[],int", "Replication": "Auto", - "Description": "Get all of the Geometry associated with this object\n\nElement.Geometry ( ): var[]" + "Description": "Returns an item from the given list that's located at the specified index.\n\nList.GetItemAtIndex (list: var[]..[], index: int): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "a83c786b71664775a8d7b1930ec02eba", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[],bool", - "Id": "3ad828dc2d6741fba3a16c288712c421", "Inputs": [ { - "Id": "e6c682cb1d4a44dc8377a85e59ee96a5", - "Name": "points", - "Description": "Points to make polycurve\n\nPoint[]", + "Id": "2e0e47f82ea340b88d2b0cd78caa0e84", + "Name": "list", + "Description": "List to fetch an item from.\n\nvar[]..[]", "UsingDefaultValue": false, "Level": 2, - "UseLevels": false, + "UseLevels": true, "KeepListStructure": false }, { - "Id": "791886e8893e4de8b7cb0197387a92ca", - "Name": "connectLastToFirst", - "Description": "True to connect last point to first point, false to leave open\n\nbool\nDefault value : false", - "UsingDefaultValue": true, + "Id": "88205df2c25144dfb81cb396303a1d7e", + "Name": "index", + "Description": "Index of the item to be fetched.\n\nint", + "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -360,38 +512,38 @@ ], "Outputs": [ { - "Id": "e5f8049b87004d95bc778db29d07ac2d", - "Name": "PolyCurve", - "Description": "Polycurve created by points", + "Id": "5b810d08bb1544739a3fdfe2a7516dbd", + "Name": "item", + "Description": "Item in the list at the given index.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.GetItemAtIndex@var[]..[],int", "Replication": "Auto", - "Description": "Make PolyCurve by connecting points. Set the 'connectLastToFirst' input to true to close the PolyCurve.\n\nPolyCurve.ByPoints (points: Point[], connectLastToFirst: bool = false): PolyCurve" + "Description": "Returns an item from the given list that's located at the specified index.\n\nList.GetItemAtIndex (list: var[]..[], index: int): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "0f8930ebd6d74f19aea8881172e3bda8", "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", - "Id": "0d6c969beb274e27bc1ce9fe072db404", "Inputs": [ { - "Id": "41dc982140ec48e89a8164a8059c8e15", + "Id": "8eab39a84b5a41a890161fd0605c16e0", "Name": "list", - "Description": "List to flatten.\n\nvar[]..[]", + "Description": "List to fetch an item from.\n\nvar[]..[]", "UsingDefaultValue": false, "Level": 2, - "UseLevels": false, + "UseLevels": true, "KeepListStructure": false }, { - "Id": "81a40de2557c42cbaa2b18f19611ea7b", - "Name": "amount", - "Description": "Layers of list nesting to remove (-1 will remove all list nestings)\n\nint\nDefault value : -1", - "UsingDefaultValue": true, + "Id": "2eff449f751e48daa81630c0bf5fc06b", + "Name": "index", + "Description": "Index of the item to be fetched.\n\nint", + "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -399,72 +551,171 @@ ], "Outputs": [ { - "Id": "67b5cf67448f4d169bf7e1d8a0e9d0ca", - "Name": "list", - "Description": "Flattened list by amount", + "Id": "b2c42df43c6841c59a7fdc37269bf74e", + "Name": "item", + "Description": "Item in the list at the given index.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.GetItemAtIndex@var[]..[],int", "Replication": "Auto", - "Description": "Flattens a nested list of lists by a certain amount.\n\nList.Flatten (list: var[]..[], amount: int = -1): var[]..[]" - } - ], - "Connectors": [ - { - "Start": "bfa5b90f1ee24ca388539f9c9793a929", - "End": "506243d02acb4d2cbe38e54d1c7c07e3", - "Id": "4c43179ce18242b39d18bb67c4e93d6c", - "IsHidden": "False" - }, - { - "Start": "c1307229399c4dd0b0addeb4d2982c04", - "End": "39dca81483c74cb0922f652d63f84005", - "Id": "597eab449f8d4f68b2a52ed69a29593e", - "IsHidden": "False" - }, - { - "Start": "6658b3499c874bdfbb3c5917e7e5e969", - "End": "b55d14b107004e62a6ce744561e7ec0b", - "Id": "2538deafaf9b4ed6945bac85cdc98b70", - "IsHidden": "False" - }, - { - "Start": "93ffd3b1a556497caa6d547baebc783e", - "End": "b3bb4172db6c405f86aa74544b860d25", - "Id": "42b61a588d654fd0a4fd0964f9a14104", - "IsHidden": "False" + "Description": "Returns an item from the given list that's located at the specified index.\n\nList.GetItemAtIndex (list: var[]..[], index: int): var[]..[]" }, { - "Start": "b5af009afb8945c7b1c579f603294480", - "End": "72d069c99efb418fba0b763727041b2d", - "Id": "83ca6f11fbe04a828ccb25b0a8c7a8ec", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "2f316365d99b49a1b9bfd6ef0fc281bb", + "NodeType": "CodeBlockNode", + "Inputs": [], + "Outputs": [ + { + "Id": "c1f17f60dbf64d34b3291130d214ed9b", + "Name": "", + "Description": "Value of expression at line 1", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "1;" }, { - "Start": "35dc6b7afd654031b00f1498cd5957df", - "End": "0ff0c2c400ec4cbe87be338dec147c0f", - "Id": "8e2b8068c34749bbaf832bb74ce312ae", + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "5f7f2f81268748619edcefa50d44d116", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "57bf2b82a51043769783263a6a635b5a", + "Name": "lists", + "Description": "List of lists to be transposed\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "997a135ab5984f868d3efc7fdc629e4e", + "Name": "lists", + "Description": "List of transposed lists", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "DSCore.List.Transpose@var[]..[]", + "Replication": "Auto", + "Description": "Swaps rows and columns in a list of lists. If there are some rows that are shorter than others, null values are inserted as place holders in the resultant array such that it is always rectangular.\n\nList.Transpose (lists: var[]..[]): var[]..[]" + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 3.0, + "MinimumValue": 0.2, + "StepValue": 0.1, + "Id": "57e3df9b0d594fb0b3f074fe377d23f5", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "4493106bd820494493fd109e16906b61", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 1.4 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 8.0, + "MinimumValue": 3.0, + "StepValue": 0.1, + "Id": "e78681e5f3884624a35d18d4f51081d1", + "NodeType": 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C4keRVCpbyKGJUnOPsvQH5q9W+Hp/aF+P2j3t94N0xfBHhvUryRPP06aHSdPxA32b5JSst0eIc5ijRScjNAHzZp//AATl8U6ToKXfxq+KXh34W6AZRcLpKzpO5k2BNyQIyReYSVT5CzEk9cjPZaT4N/ZU+A8dvPY+D9a+K+uRuBHqHjGX+ztNMy8YEUioZUdiMBbe44A5P8X1x4B/4Ju6dDqD6v478YXmr6pPzOuio1u0o7LLeTNLcydScq8eSenXP0p8O/gN8PvhOzSeFPCWm6Vdty9+I/Nu5Pl2/PcSFpW4z1Y9T6mgD4t8N6/+0V8WtPtNL8AeC/8AhXXg5Cq2v2Kwj0WzihZSQpmulaaSIklhJaWqHoR1Ge18Df8ABOm7vL5NZ+Inj69vtVeMLINGLzXPXmOTUb0yzSx4/uJCQTx05+2qKYHmnw3/AGbvhr8JrlLzw34RsbfVlXb/AGxebrzUCPQ3U5eXHtux7V+cP/BQuzN/+1Br0IGR9m0924/hWAk/oK/Wmvy4/bgjRv2kvHjlQXXS9OAbuMx8/wAq9LLo8+KhF/1oc2JfLSkyx+zvrF74K1KDWopPtF1oa2F7FDH80klm0cizRbfUxtMi+hVD2FfpvYX1vqljbXtpKtxa3EazQzIcq6MAVYexBBr8tPhzjTZrPWhnFtZWVtc/McfZ5EIJIzj5XEbEnoqvjrX3T+y74uW88K3nhKeQtd+HXVIAxyTYyljb49Am14QPSFT3r6nP8P7WmsRHeO/o/wDg/wDpR5GXVOWTpvr/AF+X5HtVFFFfCH0AUUUUAfE//BR041j4Rf8AX5f/APoMFfMPwI/1el/9dbj/ANEw19O/8FHv+Qx8Iv8Ar9v/AP0CCvmL4E/c0v8A663H/omGvt8j/wB2n6v8keFj/wCLH+u57XrVnNeWcc1oF/tGzkFza7uAXAIKE9g6lkJ7B89QK9l/Ze+I0Om+In0B5GTSPEgN/pvmZBivVTM8BH8JdF8zbxhops8sK8pjbbWVDHNperva2tx9ikuZRqGl3AGBb3sZDkDBGclRJtz8373PFe1UoxxVGVCfX+vwevpfucMZulNVI/1/X+R+iNFcx8NfG8PxE8E6ZrscYgluEKXNuDnyLhCUlj99rqwB7jB7109fmVSnKlNwmrNaH1MZKSUlswr8df2szj9s39o3/rh4a/8ARen1+xVfjj+1w239sz9o3/r38N/+itPrMozfCB/4mV4f+nW1/wDQ4K92javBPBzf6ddH/p1tf/Q4K90jav1WeyPkY7svR9qTUNPj1axe2kZkJIdJE+9G6kMjj3DAH8KbG3SvHPh/8DfFXhv4tah4s1fx/qOraa0lwbbTGlcqySfdWUMdoC5OFUAZRCCB8tcsqk6co8kb6/cbKMZJ8zKv7QHgV/FHh1/FdtAset6QvkatCpwrxKC3mqO+AQwPB2Mc8qAPNfg3+7W+uz/EyxLx6cn+Y/KvrDWcafL/AGsF3wJGYr+Lbu8y35O7GMkoSSB6M4xkjHgXiXwjF8N/Ez6ZbKP7Lvd97YSDGGjLfNH9ULKP91k6nNeJnWDUo/W6a9f6/rS3md2Br2fsZfI8U+JE27wh4X9orr/0G5rsfivPu+PvitvXwfej/wAlq4HxlJ/amg+HrKxDX99FDcM9raKZplBFwoJRcsBkgZx3rc8XeLdL8X/GLxPqGkXi3lqfCl7GXCspDC3wVKsAQQexFfHntH6D6bfYxXVaZfZ2gmvNtPvDgV1mk3RbbzWYHUW1wf8AhNrE56afOP8AyJFXfWU3TmvMbGb/AIrCzP8A04Tf+jIq9CsZNwXmkB01q25RV2LrWXZvWnD1FAGjbt0rSgJxWba9q0oeFoAtqa5Fj/xem3/7F6T/ANKUrrYzXIf81og/7F+T/wBKUoA7teoqWoV7VKOlAC0UUUAfnj/wWeYj4O+AQDjOvOD/AOA71X/ZljI+N3it8rzpM64yM8a/qpzj05/Q+lWP+Cz3/JHfAH/Yek/9J3qr+zJ/yXLxZ/2B5v8A1INWq47Aeu/8Es/+QH8df+yiah/6ClfcdfDn/BLP/kB/HX/somof+gpX3HVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcn8Q/i14L+EuljUfGfirSPDFmwJSTVLxIDLgZIRWOXPsoJ9q+SPHH/AAVa8ESTXdh8KPBviT4r6hbgNJdWts1jp0S92kmkUugHq0YX/aoA+465X4gfFTwd8KdJfU/GPifSvDViql/N1K7SHcAQPlBOWOSBhQTkgV+Vfjf9t343fFya+tLv4keGvhTpkKM0+neETHdXqBeqyX0sgt4nJIUf6TESxVQM5FfJfij4jeB7TVri8l0u88ca8xlWbV/FupyapPI4OPuxtHEuTu2v5l0uMnByKAP1c8ef8FVvhnZ3k2k/DPQPEnxe15VcrDoVhJDbAqP45ZE3heD8yRuMKTnGM/LfxS/4KFfG7xs08Z8U+F/g7ovnBDaeH1TWtW2Mh+SSfLQRuME/O9swx7GvnjwJ4f8Aj78fbG90rwF4Fvb7wpfOfKa7022h02NVAOAWjislk2kfNHGrnI64WvT/APh3fovw/hh1L9ob44aP4WMcH2hNB0iRry/kgVcuIwwDApwMRQyr6HGMq4HgPjb4ieE7qRtV1W/1r4keMN6xHUPGN9LqAEY2kSBUlVRwW/dtLMMjBxzVnwP4D+Ov7R1j/Z/hHwzquoaHOpQx6bCmnaRExcjI2eVADtypD7jgse+R9e+Hbr9n/wCC19a6d8Nvg4/jHxPIP9G1TxyzTXVyR0lt7EJLMzg4+VYIT7169oPw3/aX+MSXhzdeBdF1KY3Mxubg6HExYBS0cMRlvgQqhfLleJeO3WgD5muf2AX0W10+6/aH+OWk+F4beNvsfh7TpTeXMcZ6JBEcBFGPuwxuoCgDAHHVaDF+zh8H9Tgh8CfBu+8fa6QTb6h4+uGTzCBgGOyMckr8AvkWqnJHIx8n1z8Of+Cb3hXRHN34w8R3+v3kuGuLbR1OlW0rZBJeRGa5c8AZafBx09PpbwH8JvBnwutWt/CXhfSvD6MCJHsbVI5Jc4yXkA3OTgcsSeB6UAfENtp/7U/xxtTY6Vpcvw78OANbxCVB4dt0jAGxMYm1AFVGA8YgBJ42/wAPf/D3/gnBpNjey6p448Zajrd/dOst3BoitYi5+XBW4u3eW7mI6CRZojgdBwB9l0UwPwX8R+DNGsfjVMi2ywWOl69LNJNI7M5jg1SdV3ysS7YjQDLMThRzxX6hfsC66bXwHrnhGa4aYafqVzqVgrYCpaXNzMfLXudkqTE+gkT1r8/NS06KT4pa/LIqyef4ku4mVhkFRqV5x+OTX1P+y/4si8F614TvLZmazh1C68N6h5zkskU8+I3PByfNW1bJxhWYk193DAwrZZpH37aPrsml87W+Z4EsQ4Yrf3b/APA/r0P0Cooor4Q98KKKKACvy3/bgP8Axkl48H/UL03/ANFmv1Ir8tv24P8Ak5Tx3/2C9N/9FmvVyv8A3yHz/JnJiv4Mv66k/wAJ4IrzTbq3njWWCbTrOOSNxkMpjcEEemK9X+DfjV/APjDRNXvZSUs5W0HV5CNxa2lZPLnb0IYW8pP8KmUV5V8If+PaT/rxsv8A0B67DUbaJdWQXKeZpurQnTrtCeA2GMZ68AgyIe5LRjtX6JKManNSns/8tfw/Gx82m42nHdH6IUV5x8AfHFx44+HNo+oSPNrOlyNpeoSSEFpZoguJTjvJG0cuO3mY7V6PX5ZWoyoVJUp7p2PrKc1UiprqFFFFYlnxL/wUgbbrHwiP/T7f/wDoEFfMXwJPyaX/ANdbj/0TDX03/wAFJP8AkLfCL/r9v/8A0CCvmH4GnEel/wDXWf8A9Ew19vkf+7T9X+SPCx/8WPp/me+LVfWLB9S08pC4iu4mWe2lOcJKpypOOdp+6w7qzDvUkbZqwvavbUnFpo4Wrqx6D+zN8So9F8Wx2c2bfSfFZC+XIwAtNUiQqVY8cyLGYj/twRAA76+ua/O6W1+y6u9sJZLaDVWEkFxDnfbXsY3LIp5CnCBwcABos8lq+2vg38QD8R/AdjqVx5aavATZ6nBEeIrpAA4A7KwKyLnnZIh7181nmFV44qC0ej/T/L5eZ6eAraOlLp/X/B+fkdvX43fteD/jMr9o0+lv4b/9FafX7I1+OP7Xin/hsT9pIj+G18N/+itPr5I9gw/Brf6Vcn/p1tf/AEKCvcYZM4rwXwjP5P2qVhkLZ27HHXgwmu4uPiQXcRWUSGVuFRB9qlP0VDs/8ifhX6rK7UbHyS3Z6hC9VLrxZptk7xCZru4T71vZxtPIPqEB29+uBxXmkq+IdVh82+aLT7M8mTVrgBcegiTav4OG+tW9O8LWuoQiOQ6n4iiwCIo1FpZdeoXKqcf7OfpxR7N7vQXMuhtah8Vts3k2cMIkOQsZb7VO2PSKI7Qf9l5EP644fxF4Z17xjpJ0e/VNPsYz9p0651dxDHbhQNyiKPp94rtd2+RyB90keo6X4Xu7WPy4Ws9EhJ5j02EPIf8Ato4wf++Pxq7ceCbG4g3pufUoyJLe+u2aZ4pAcgjceBnqq4BBIrSPsrOEtU/6/ryE+b4lo0fGGsWfgjw3o6R+KNf17xURhn8PaJaJpemRyqhZ0YJtRyNpG+NieO+RVH/hJNPk1jVdB0rwrpPhuytPD+oyhrLdJPLmAgCSZgC+AT1GRnrXbftGfD+O8+G+k+L9NWMXKzT22rW9v8373y5Rv+oxgnHI2noCa8qtlaHxpq7MuDJ4Zvm/8hEZ/SvzjMMI8HXdPp0/ryPpcPWVampdT9AbCQjFdTpVztxXEafcZ2102nSkha8o6jrNNuN3iu0Of+XKUf8AkSOvR9Lm6V5TpUn/ABU1qf8Apzk/9Djr0rSZfu0gOys5M4rXhbgVz9nJ0rbtm3LSA1rVvmFakPSsi17VrREUAWo65H/mtMH/AGL8n/pSldbHXISf8log/wCxfk/9KUoA70dKkX7oqFamQ8YoAdRRRQB+eP8AwWe/5I74A/7D0n/pO9V/2ZF/4vb4rfIwdJuFxnnjX9V5x6c/oasf8Fnv+SO+AP8AsPSf+k71V/Zk/wCS5eLP+wPN/wCpBq1XHYD13/gln/yA/jr/ANlE1D/0FK+46+HP+CWf/ID+Ov8A2UTUP/QUr7jqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivPPiv+0L8NfgbZtceO/Guj+Gz5RmS1urkG6mQdTFbrmWTqPuKetfJfjj/AIKuaPqUd3F8Ifh1rnjxYGMb69qhGl6TCcfK7SvkgZ7SeV9aAPveuD+J3x4+HfwZtRP438Z6N4a3AFIb67VZpAehSIEu3f7qnoa/Ir4m/t2fFn4lSPb+Ifi3a+E9PeRYn0f4Z24BVmBASTUJJFRMgN8y3Dj5WOOBXgN18Tvhxo8LXei+HrrXPEtxlm1DxEo1OdpPMG1i8pWENtBJU2sgBKjewDZAP1A8Wf8ABWLwrqRvrT4TfD7xP8S7y3Tc175BsNPjG7BeSVgzooGG+ZFByBkZ4+ZPi5+2x8d/G9uU1/4gaT8KdEu4ptmn+Brdbm6ljxuVhqEkggDbcDMV0jEniMkqK8P8P/Av9pP9p4xJZ+EdYGjK0jRXWvf6JZxDdjdEs22JWU5GbWNTndx1x63a/wDBP/wJ4N1Qz/Hn45JqOvRKBP4c8HiTUNRCfdjYsyPMEyCDm3AAH3h1CuB8uax8TvCNp4gbVho03jHWJp1lu9X8VX0mp3U+FG4/MqQgscL+8S4C4Jy2Bu73wn8H/wBoD9pu+srjwr4T1iLw5DLG9jJfSC20u125JMYcRwEbuSI48jaoxnr9VeC/GXwq+GetxaR8EfgRbXniiNdyal4jSTV9XVl4E8dlb+fMEIBY/Pb7e6jnHqek/Aj9pP41o48Q6tN4I0G6nluJba7vfsSkyMWYrZ2TtJKhLH93c3K4GAR1o1A+W9J/4J3+BPhs9qvxx+M9na38KADwr4SVry+VSxbavytIBlu0OMv19fQ/DOvfB34c6lHovwi+AVv4g8Rxtui1Dxgh1K/bLcvHZwieYfwgHEPU+vzfXnw7/wCCdPw/8Lwxt4j1HUvFMud8lnCw0zT2fnJ8m3w7gk5Imlkz3719H+DfAPhr4d6Qml+FtA03w7py4xa6XaJbxn3IQDJ68nnk0Afnp8ULT9qjxN8M/EnjLxDdTeF/D+i6XdalPYpeDRPNSBS+EitTLdbmxjElwi4U5XBw/wATafpt9r3ivxlaX9xZRWlhoGu3kslpZparNNEGBJK/OzuFxl3bluuc5/af9rr/AJNZ+Ln/AGKupf8ApM9fkp4bs4NN1bW3u4Vmi1RdVgkEigqFkllUA+xMYX/gde5lmCjjXOD08/v/ADtY4cVXdBKSP2T+FPgfwP4O8K2s3gTw5pXh/SdTgiu86ZZxwG5DICkkrKMyOQ2dzEk5JJOa7OvJv2YNdfVPhRa6bMy/adBuptIZEyQkcbbrYc/9O7wHj1r1mvNxVH6vXnS7Nr/I6aU/aU4z7hRRRXMahRRRQB+L2pH/AIuVrH/Y0Xn/AKc7uvcPBFr5lhJYs7w2+sRXSiVDt8ueOeQbgRzvKMCPTyK8N1L/AJKXrP8A2M95/wCnO7r3PR90PgODUIlZ59Nu571AiF2IWeUSKqjklozIoH+1X6jgG/q1JLql+St+J8piP4s/Vn6CfCnxg3j34d6Drk20XlzbBbtY/upcoTHOg9llRx+FdZXzz+yr4mSG+8S+GGkzHIya3YkscMkgEc6IOgCuiOfe5r6Gr8+zCh9XxM4Jabr0eq+7Y+iw9T2lJSe4UUUV550hX5b/ALcH/JyXjv8A7Bem/wDos1+pFflv+3B/ycl47/7Bem/+izXq5X/vkPn+TOTFfwZf11LPwh/49pf+vGx/9Aeu81jTV1rSrmyL+U8i5jlAyYpAdyOPdWAP4VwPwiP+jSf9eNl/6A9ekIelfoMm4zuj5yKvGzO6/Zn+IKad45s/NMcNr4mj/s+6jD5WDULfzCoz07TxE9WYRD0FfX9fnjFFNZa7c28EzW73jJqNjcbc/Z7yEoQR26pFIF7lZCa+5/hn42i+IngPRvEMcX2d72DM9vknyJ1JSaLPfZIrrn/Zr5XPsMlKOJgtHo/0/DT/ALdPWy+ro6T3X9P/AD+Z09FFFfJnsHxD/wAFKG26p8If+v6+/wDQIK+YPge2I9L/AOus/wD6Jir6a/4KYNt1D4Qn/p+vv/QIK+YPgtII4dNZiABJOST0/wBTFX22R/7vP1/RHhY/+LH0/wAz3uF6txtXFXfxA0exjlaO4N+Ysh/sY3ohHZpMiND/AL7CuWvvjNc3kzW+kWokk7LaxteS4x3xtjX6q0g9q9tJvY4T1nVtPXVtLmtTL5DnDxT4BMUikMjgHrtYA/hVj4V/tRaL8K9WuNXvPtWoaXqEYs9V0/SU+0G2vo22xOGJWNQ2WjJZlLAwnoteDalD4i1zEms3dvpls7DH9qTLcyN6FYFCxE+xTPvUJ+G9vqV1Gl7p+o+IbLUMW0txq0jWdqkrKFjZRw2GHy8A87AOoztKgq9KVCps/wCv8mvNEKo6c1OO6PYPiF/wVF1LWtUm0T4faNaG7ZcRjTYn8RajyQAwit2S1XHI/wCPmTB52kAB/mnx58N/H/xK17xF4/8AHY0nwDN4gaEX/iDxjq6i5kMSJHb+VaWvk26YWNAI5hIwKg7mOS32p+zf+zvL4w8HyQ3PiqHwlZabObK40HwVo9vYN5igEPLcSCXessbLJuijhYFsZypz8Q/tTeC9K8F/tOfHjRtNjuZLHR7Xw+tidRvZ76eASCxkcCad3kOWkc8sfvEdK/L61GVCpKlPdH1cJqpFTjsyPwXpOgaXb39honim/wDG0ccCRz3l5am1iLeZHhIsqGK475YYK4PFeq6Zo9xFH5ayQ6bCesVhGAx+rsOfrgGvHPhTYtp+lujjEjwRSsP96SIj9MV7tA+MV+kUOelQhFu7sfMVLTqSdi1p2hWFvIs3kCa4GD59wTJJkdwzZI/Cughasi2k6VpW7VW4jSjPAqdOtVImqyppAePeL7EW/gPT7lQTbXf2q3urdELFy1vcqr+gwGIY45XGfuivnr4ueB7nwB8ZvEGnPtksl8NXgs5l6tD5J2Bv9sDg+uN3GcD6Y8SIsnw001GGVZrsEeo+zXVfLP7RkGoQfEjxBZ2d9qt/DaO8Y8y4eYRwgHcuc8IEypB4+U55rthlFLOqFWNSqqcqcXJOXW32fV7L5djXD1ZUaqS1T/r+v+CfXulyE4rrtNfheK4jSWORXX6Wx4r8fPpjptLk/wCKkts/8+kn/ocdej6TJ92vMNLY/wDCRQf9ekn/AKGlejaS3C0gOys33Y5roLPlRiuYsH4BrpdObK0gNu17Voxt0qhb9uavxjpigC5Ea5Fv+Szwf9i/J/6UpXWJXJt/yWiD/sX5P/SlKAO6j7VPH0qBO1So3agCSiiigD88f+Cz3/JHfAH/AGHpP/Sd6rfsxgn43+LG7f2TOvUZ41/Ve3XHPX61Z/4LPf8AJHfAH/Yek/8ASd6q/syf8ly8Wf8AYHm/9SDVquOwHrv/AASz/wCQH8df+yiah/6ClfcdfDn/AASz/wCQH8df+yiah/6ClfcdUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUV5N8X/wBq/wCEfwHEqeN/HukaPfRhS2mJKbm+wxwp+zRBpcH+9txx1r5K8ef8FXbvWtNnm+E3wu1DULDLovijxpcx6XpaspPIJfEgIGdpljb2zxQB+h1eV/Fz9qX4T/AuOT/hNvHWkaNdIM/2f53n3h4zxbxhpPTnbjkV+SHx3/ay+LPiTUZ9O+JPxR1vSY3Ds3hfwJYPpMAXZueJ7qcRM/yn7p88ElQM5rwvw38WvDnh3UNPbwx4Ds9Q1qW6DSfbIW1G8mBCkBbibKiXcWU+XbIc/MrnjAB+mXjj/gqtPrWn3U/wk+FWseILCErv8SeKJE0zS41JILFy23bxjLun8RPTn5j+IH7XHxi+K1veTeLfjZY+BtHWMP8A2X8P4jbI7Bidi30jIXyAf9RNcDC4K8kHgtB/ZS/ab/aS1Cx1R/C03hvT5FjMGoeILuSBLVS2Q8IuHkuYl4HywqF2quF5Ge80T9hj4IfDe/m/4Wt8Yrjxl4hi+a48OeBbdriSKXO7bPIqysFZf4pFg5YfN0yrgfKuofEfwtouoTv4c8NW+o6jLLI51bWWOq3UrseGLXEawsSck5tA3+3k5HrfgX9mf9pD9piwMcfh64/4R+4kXy9W8WKkMdsoG0CEyr5iovzAi3TaSTxwuPqP4e/FTwv4Xv30n9nP4EaTYarAVJ1O4tZPEGrwbyAwlW2dzEh4w0l4FBPK+vpOm/sm/H34xWYg8c+J/wDhF9DkaTzNM1K++0Y3MXcNYWDpbyKxZsGS5kIyeMAUagfMOh/sHfBz4a3u34t/GBvFOv2+1ZfC/gaJrmZGUACORwruo6DLrFgDqO3aQ/H74ZfAu1aP4QfCPw/4dubdhGdb8Qq2q6orBWk5ihLsrYjaTD3CcITgbTt+1fh//wAE+fhf4Ss4otcS/wDGbJ0t9SlW3sF9VFpbiOJl9BKJCPU153/wUu8OaT4S/Z78Gaboel2WjabD4jmEVnp9ukEKD+xNUGFRAAO3QVcIqUlF9SZOybPlTwH8Tfil+2N8TNK8MN8QdZ0mw1HW101/OiNtaRiPTby5cPb2kkRkB8kEI8pyV5OBgfbXw1/4Jw/DbwfZwp4gvNU8WOvzGzWX+y9NV8/eW2tdmRjgrK8gOTnsB8R/sd6w/wANfHnhctC3n33xL09m4+RI5dI1K2lZiem37SD+fIr9i668VhZ4WVpLS7t57f5oypVo1VpuYvhLwX4e8A6Omk+GNB0zw5pSMXWx0mzjtYAxxkhI1C5OBzjtW1RRXEbhRRRQB5H+11/yaz8XP+xV1L/0mkr8q9Lt47r+1RJEJvLtNQmVD/fS4mdT+DAGv1U/a6/5NY+Ln/Yq6l/6TSV+WXhg/wClaj/156j/AOj5q+v4elyyqP0/U8bMtVFev6H6Ffsq+LbdvGmr6akwMOu6VBq9mg/iMLCOZvqVnth/wGvp+vg34P8AiAeFvHHh24Eu06Rrv9lXCodq/Z7rCRo3+yq3Fu5zxmIHtX3lXJntH2eJVRbSX5aflZ/M2y+pzUnF9P6/O4UUUV82emFFFFAH4val/wAlK1j/ALGe8/8ATnd19E/D3H/CLwZGR59zn/v/ACV87akf+Llax/2M95/6c7uvoj4f/wDIrwf9d7j/ANHyV+l4X/dKfovyR8vV/jS+f5nS/CXxFJ4F8YeHb5GEUOi6idHvQAQDp8+1V79EDW0hPPMJwK+9K/PO+tYZNc+zXAzY61ZvYyqT1kQMygD3Rpsn/YWvtX4K+LpvG3wx0LUruXztRWE2l854LXMLGKVsdgzozD2YV42f0eaMMQvR/O7/AD5vwO3L52cqX9f1sdvRRRXxp7YV+Wv7cLf8ZK+Ox/1C9N/9Fmv1Kr8sf25G/wCMmvHA/wCoVp3/AKLNeplf+9w+f5M5MV/Bl/XUtfCQ/wCjyf8AXjZf+gNXpCGvM/hK2LeT/rxs/wD0Bq9EmvIbOEzXE0cES9ZJWCqPxNfoFT4mfOx2G63ayXFik9su69s5FurcDGWZfvJk9N6Fkz2Dmvbf2V/G0cPiHUvDqyq+mazb/wBuaa+7jzBsS4QdgGDQyADuZT6186ah8UNE0+38+CVtQizjz7cqtvn089ysWfYNn25Fear8ZvEun3TjwYJotV0yaW+0ubS7YXMsW9WV1EsyeWuBLImPJlUB1HOMnOrQ+t4edDr0/T8bfJsuFT2NRVP6/q36H6z319babZzXd5cRWlrCpeWedwiIo6lmPAHua8L8dfttfC3wfp8tzZau/itI92ZtE8trPIBJzfSvHajGDx5ueDxwa/PjXtG+KPxak03U/iJ480LwjBfRi7sodRum8T6zIGXcklvZr/oyZU/etY4yME44FemeEf2HJPEeoQagvw81/wAeamcY8S/F7V2s7WIhQfksUDTFDxiOSEYwF3DBI/MGmnZn1O+qPO/2nP2t7/8Aak8QeFYvBfhtdck8P3Mr/wBmaClzfyfvQg3z3JijhjGE/gMgGRluoXmNE0C/s9Es9N1uJPD9/FdP51vepFcGM+VEQuMsjMQR64+or179s7wn48/Z48F+ELOHxta2NprE1zGdJ8I6Smk2toiJFiNJAzzHBdvnVo89do4A8y+Cfmx2Ok/aJpLi5LzNLNNI0ju5hiyzMxJJz6mvrsic7T/l/XQ8fMFG8e50mmeB01CSOQ6fe6w6DCXGsStDCmeyoRuA9AExXc6X4LmWMJcXy2sGc/ZdLiECfixyx+o21q2snStGF6+mdR9NDy+VdRdJ8N6XpDeZaWUUc3edhvlP1dssfxPetK+sY9W0+ezmZ0SVdu+M7XQ9QynswOCD2IBqOFqsqeRWak07lW6G98DviQ/gvxpZ6lqMkcFtdsmh+IOAqRSA5t7jnogeTucCO5LN9zj45/bT/wCTuv2kv+vXw3/6K0+vpLVraC21BZ5oRLp+pqNPv0J+XDAiNyM+rbDgZ+cZ4WvkH40R6tcfGL40XetTNeXE2m6FGLpzlplhNnCrOccuVjVm92NeDnmFU4rF015P9Pu29OU9DAVeVujL5f1+P3l7wO37qQ/9Otv/ADhr2CFq8b8CndbMf+nW3/nFXsEPavoH8EfQ81bs1rV+la1s3Ssa1bFatu3SoKNONulWozVGJquRmgDzLxVN9n+F9hNt3eWbtto74trqvmTxzqN1e/EDW42QPcahot9dOYUwszGNl3AZJ5Yuce/evffi9fPY/BPT2iuPs87XMiq2Mk/u59w/EZH418wa1NK/xK12Ul0B8O3hjQtnYBDgEH0JG7j+9XlZrV9nhuVbv+vy5kdmDjzVb9v6/wAj7L0mQEAg5HqK7HSecVxljZo+1hlWHAKnGPpXT6PaXUezybo7VB+WVN+76ng18Ee+dVpfHiK3/wCvWT/0NK9C0xvlFeYWM1/baxatJaJcy/Z3DLbSY+XevzANj24z3rsdN8X6fD5aXhm013OFW9iaMH33Y2/rUgej6ex+tdRpfQVx+h3kF/CJbeaO4j6b4nDD8xXY6YvyikBu27VpQnpWXCelaMJ+Uc80AXE7Vyn/ADWi3/7AEn/pSldXGa5X/mtEH/Yvyf8ApSlAHdrTl+8KatOX7woAlooooA/PH/gs9/yR3wB/2HpP/Sd6rfsxgn43+LG7f2TOvUZ41/Ve3XHPX61Z/wCCz3/JHfAH/Yek/wDSd6q/syf8ly8Wf9geb/1INWq47Aeu/wDBLP8A5Afx1/7KJqH/AKClfcdfDn/BLP8A5Afx1/7KJqH/AKClfcdUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHin7YH7Rf/DLfwO1Xx3HpH9uXcM0Npa2bSeXGZZGwpduoUYJOOT09x+Svxj/4KCfH7xprU2j+Otc8QfCfTXOG07wtpJsp0x1GZnScnnkecBz0FfoB/wAFef8AkzbUf+w1Yf8AobV9NeIPDGj+LLE2Wt6TY6zZk5NvqFsk8ef91wRSbsB+F/wx/a78ceEJBJ4d+LPjzww9vH572urXcOt2Usg2hmKzNEEB5+URyNyAM9a+pfh7/wAFUvivojW0GsW/gX4nWmVJksrqTRNQlUjPCXCorHg/6uIjJ4Jr6j8ff8E3v2f/AB95kjeCI/D90+cXGgXElntzjpGCYu39yvmbx3/wRljgZ7j4f/Eu5tG2FRa69aBi2exmhK4HX/lmaXMgPefCv/BWj4br9kt/iJ4Q8XfDa+mcpJJe2BurNOcZWWPEjjr92L+E19IfDT9qX4R/GD7OnhD4ieH9Yup22x2C3qxXjHjH+jybZe4/hr8i/Gf7En7Vnw5uYJILFfF9jb2+1v8AhH9SBhdQSdskWYZJW+Y9UbIJ5NfPPi7UNX8K3iWHxE+GiadfEs4XVNGk0u6fOcn9z9nzgsDllftVAf0m0V/Pr8IP2gdX8IQn/hFPjD4u+HTxfu00uW8bVrac/NsEcUiRRIuSBlySATX0x8O/+CoXxm0XMWoXvw9+J0MWVlb7QdFukIL4zJKI4GLBSdsavnHHGaAP1yor4U8P/wDBWrwRa29s3j/4eeNPAr3HENw1mt5ZzN82RHMChkGV4KoQa4v4nf8ABUzxpf2LTfDr4Vf8I1pMiq8Xib4mXaWEDANhwluHXzCOg8uZzn+A9CAfo/XiHxh/bU+C/wACxPF4q8eaYmpQg50rTn+2Xm4HG0xRbihzx8+0deeK/Iz4qftPeKvira6mPiJ8a9Y162jic/8ACO+GFfRdMuV37fLWTyt02G4+e3P3W+fgmvHdD+Ij2uvJp3w48JxJetuW2bS9PNzfySBBh1lmE0mC5bKxrESqr90swAB+mHj7/gqN4r1ywe5+GXwsbS9CdvLj8XfES8TTbHlflYJuUMM4OBKSeBty1fI3xY/ao+JHjTdB8RPjVrDWcoSY6H4JhOj2rRkYw08iRyyIQCQyQ3CE8g8LmXwb+xf+0z8WLZtS8RXJ+H2jCT7RNqninUXiuVHlfMzMxe5246rIwUMx6YOOm8K/slfs0fDHfP40+Imr/F7WLJ8XGj+DLfy7ESKMvFLcA7FGSFDNcQ9G6YO1XA+YG+IXhfRUsLL4d+FR/bUyrE89zYpe3Jk3A/u5ZvM3HsGigt2/r674V/Ys/aM/aYmttX1TSRoWnNE6/wBs+LLmSJ9rPubIl8y5OPug7cbVxnBOfqX4Y/F6/jB0X9m74IaT4ei/485dU07Tm1a8cckJcXYMVvE4YHDT3Uy/Lz0IHfaH+xB8XfitZ2w+JXjCPStKEaY0q/uX1ZuD91rOIw2UT8kiRfP7Z9jUD5p8PfsX/s/fDu7afx98TNU+K2uBmabSvBsX+j+aPvpLcKzKGBz9+WIn07V6P8NPjgtvqh8N/s5/AzT/AA7I9qZxqUOnnVNSkiEskGZJAVjiOYjhprh0O4deh86/b0/Z90r4PeK9J8JaPq2savbzaLBeO2qXKBWkMt2CRFEkcKjEKdIx0696+kf+CV2jWul+HtMuIFYS6h4Ls7mck5y41PUY+PQbY1/HNbSpONONR7O/4W/zIUk5OPYntv2NfjZ8cJFuPir43aw0923tp19c/biARhl+x23k2i8fLljP365O72bwF/wT5+E3hGG1/tixvfG0luq7IdcnH2FCM7ttlCEtypJ+66PwMZ5bP0vRWRZR0XQ9O8N6Xb6bpGn2ul6dbrths7KFYYYhknCooAAySeB3q9RRQAV8df8ABT5Fk+EHgdHAZG8UuCD0IOjapX2LXxz/AMFPv+SQeBv+xrb/ANM+qV04b+PT9V+ZlV/hy9GfHngFJ9Q8Q6tpdqywXk17NNazEciX7JeKG/4CQh/Gv118LeILfxZ4Z0jXLQEWup2cN7DnrskQOv6MK/Jn4VRpH4+0+7bCsutTwbvZ7W4OP++kWv0l/Zj1Q3/wb0i0dfLbSZbjSli4+SKCZ44Bx28kREexFfZ5/T5sNTqdv1X/ANqjxMularKPf9P+HPVaKKK+DPoAooooA8j/AGuv+TWPi5/2Kupf+k0lfll4Z/4+tR/689R/9HzV+pv7XX/JrHxc/wCxV1L/ANJpK/LPw1/x96j/ANeeo/8Ao+avruH96ny/U8fMdo/P9D6W1LTjeapqmnRzyWr6xpreXNEMGKWI7fMB/v4ljx/1zHpX3h8O/FQ8ceA9A1/y/Jk1CyinlhznypSo8yMnA5V9yn6V8M+IFaFtJ1BWcfYr1GdUx80cgMLZP91fMDn/AK5ivpr9lTXvP8J674ekGx9G1SQwqzAs8FwBcB8dQPNknQZ/55H0ruzql7XCRqreL/4D/wDbTnwMuWs49/8Ah/8AM9uooor4M+gCiiigD8XNR/5KZrX/AGM95/6c7uvoj4f/APIrw/8AXe4/9HyV866gf+Lm63/2NF5/6cruvoj4ftjwzD/13uP/AEfJX6Xhf90p+i/JHy9X+NL5/mafia3nm0WWa1V3vbNlu4Fi273eM7tgLcDeAUPThzyK91/ZU8XQR+INd0FJFa11eCPXrBlIPmMFSG4wfQL9kIHcu5rx6NsMKz/CPi6D4Z+INI1q8vI7CDw5q2JHmZEEmnzgq6jI5VI5TgDktbitK9H61hp0evT16fikvmyac/ZVYz/r+rH6DUV80fEL9vz4b+C9LF7Yrf6zBJ/qb6dE0uwlGMlo7i8aJZwMEEW4lfIPy8HHzjrH7enxZ+NW+3+FfhrULu3bZtm8L6fthGWx/wAhXU4ljwTkFfsIIAJEncfmB9Uforr3iLSvCuk3Gqa1qdno+mW67pry/nSCGMerO5AA+pr8mf2wvib4X8WftEeKtT0nWYLzTL7T7GKzvlDLBdsiYbyZCAsgBI5QkHsaXUvhh8RfGniSMfEL4i6V4c8Q8yx6Pokdz4s8TIC3RTI0r227J5tgsY+UbR0HF/EbRfA/wV8ZXGly/C7WfE3jMojvrXxQ1BbydlmGUY2yMyHjJBYI4JyR0rtwc5U68ZRV32MK0VKm03ZHV6Nr2r6atvbaTDdTNPYWpY2sSZBCHAMj5VM5/un9OZZtE1K8vI31fUbaync5SFi1/eN7KHyAeeDEoP5nOx8P9Dh1iNftE1wsUdjaDyLeUxI2Ubrtw3b1r07SNKsdIjZLK0htQ+C3lIFLkd2PUn3PNfpcpRT21Pl4p2PO9J+Hf2u4W5Gjz6hcYCnUPEVwckeyfMx+jKv1rotV8GvpsFrqt7qE00Fk4E9tp6i0jFs5AlOQd4C/LIcPyIyMc13MbVMY47iKSGVFkikUo6MMhgRgg0o1mpJ9BuCaPaf2OtN8O+F9N8SeHNO0ax07UrO6+2fare2RJrq2uCzKZJAA0jLIkqc5wixc8ivo2vg74WeMpvh34n0bVbifbFot1/ZeqSSMTv0+XaPNZj12AwTM3rC4z1r7xr4jOsN7DEe0W09fn1+/f5nu4Gr7Slyvdf1/wPkfCH/BUaJJpvhCkih0Oo3pKnocLAa+X/hI22HTv+uk3/oqOvqL/gqF/wAfHwg/7CF7/wCgQV8t/Cf/AFOnf9dJv/RUderkf8Cfr/kcmP8A4kT2m2kNats2cVi2rVrWrdK9s4DWharSmqMLdKuR0ATXFjBqdlcWdynm29xG0UiH+JSMEfka/Pf46eLtct/ih4j0+61OG6a5uIrC6KwhDIkUkYQkdAx8lGJHqw4FfoU9zHZ20txK22KFGkdvQAZJr4l+LOjwr4g8ZyXUMKajFZWF7IsY+5NPJamU9ATy7jJwTuOea9XDY7DYDC4meLoKrFxaSdtG9pap7O21ug6cXKvBRZb8B/8AHof+vWD+cVewQdq8f8C/8eh/69bf+cVev29ea/gj6E/aZpW9atsayrWtOCoGaUNXoe1Z8NaFrzQB8tftDa9HD4R8PWrsyJapcStlwqO0glUA98jaMf7/AH7eS+LrGPTvihrNpCNsUHhW4jQY6KtuAP0Fanxy1UiGS1mCvPcXM+Pm3DYkcm1hg4HyhP171B8QI9vxg8Qj/qWLo/8AkCvkM6q81ZU19n+vzv8AeezgYWhzdz6700HC/Wus0heOlc3p8Z2rxXVaPEcDivmz0jb05f8AiorfP/PpJ/6Gld3ZxhlwRkEYIridPT/ipLYf9Okn/oaV3thGeOKQE9r4F0W7kSb7CttOvKzWbNA4PrlCMn61v6f4U1rTRH/Zfie68tSWMOqQpdK/tu+VwP8AgVT6THwvFdPZrtWkBiw6v4t0tkF5oVnq0efnm0q78twvtFKACf8AgdXbX4oaRDtXVYr/AEBy4jxqlo8SexMoBjA687u1bsParsKh8qwDKRgg9DQBPo+q2WtWwuNPvLe+t87fNtpVkTPplSRnmsH/AJrRb/8AYvyf+lKVNf8Aw38M61L51zotstwTuNxbKYJs/wDXSMq361yB8Ianp/xYit9H8TX1vKdGkl8zUgL7C+eg8sbyG25wfvZ460wPZFpw6iuK/tTxzpO77Toul69HuwG0y7a2kA9THKCv/kSpYPihpkc3latY6r4fcvsVtTsmWNjjJxKm6P8A8epAdp1pap6Zq1hrFv52n3tvfQ/89LaVZF/NTVygD88f+Cz3/JHfAH/Yek/9J3qr+zE2744eLSOn9kzr+Wv6tVr/AILPf8kd8Af9h6T/ANJ3qr+zJ/yXLxZ/2B5v/Ug1arjsB67/AMEs/wDkB/HX/somof8AoKV9x18Of8Es/wDkB/HX/somof8AoKV9x1QBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfFX/BXn/kzbUf+w1Yf+htX1bXyl/wV5/5M21H/ALDVh/6G1fVtRIAoooqQCqeq6PYa9Yy2WpWVvqNnKMSW91Essbj3VgQauUUAfK/xI/YI+BnxC8ZW+nz+BLLQ45dOmuN/h4nT9siyRKGCRYjzhm6qRzXz78Rv+CMOiXXnz+BPiDe6cxbdHZa9arcJ3+XzY9hA6c7G6d6/QS4/5KTYf9gm4/8AR0FdNTuwPxX1n/gnv+018D9Yn1fw3H/b0cbmSS68N668DyrySzDfDL9dvOT1NN+Gf7B/7QX7Rn2bxbefYvB+ia3DFexapql8TNcwMd6MApknfqGHnMMjac4C4/aDVf8AkF3n/XF//QTXB/s2/wDJu3wt/wCxV0r/ANJIqfMwPzli/ZC/Zt/Z+1y+0jx1rnib4t+MtJ8tr/Q9Gt/sNpbh1Dp5rl1VMqQcNcgkHO2vVvh38VPGmtaWdL/Z7+EGk+E9ImOwX/hzTFvmk5+899KIbQN0yGaYgDv29m+Bvwj8F+Pv2tP2i9Y8TeF9L8Q6hpmr6OtlLqlstwLfOmREsiOCobIHzAbh2NfZSKsaqqqFVRgKowAPSqA+CbH9g34k/F+7h1D4ueOF2KxcWUk76vKvuqOI7SBs8/JBIBxg9Me++Cf2H/hF4PSBrzw5/wAJhdwlSlx4pcXyptXA2QECCPHX5I1wcegx73RTAhtLSDT7WG1tYY7a2hRY4oYUCpGgGAqgcAAAAAVNRRQB+an/AAUk0dda+P8ApELHiPwms2PUq+oED88V0H/BN/xDDp/iTwz4aD4kbwA5dWGP3kOs3RCjI5Oy6VuD0J9OKP8AwUHz/wANFaWe3/CH4/8AH7+sX9im8j0/4u/D67iQxiS1udJlbjOwi8YZ74MkMfHuCemR9dhcHHE5a5vePM/wf+R49Ws6eKUV1svxR+mdFFFfInsBRRRQAV8c/wDBT7n4Q+Bv+xqb/wBM+qV9jV8ef8FOv+SR+Bf+xqb/ANM2qV04X+PT9V+ZlV/hy9GfHHhdlt5bi8eVoY7DXPt7suPuwQzysPoQhH41+hH7KmrJDfeNtCL5k+0W2rqpP8M0XkED6G0yf9/3r4Q+FlvHeeIpLeVQ8Uuryxup6EG1ugRX1d+y1rs9p8QPD63Uq+ZqmizWFyM/fuoSkgHuVCXPHufx/Rcxh7XAzj2V/wAn+UWfNYWXJXi/P/gfqfYdFFFfmJ9UFFFFAHkf7XX/ACax8XP+xV1L/wBJpK/LPw1/x96l/wBeeo/+j5q/Uz9rr/k1j4uf9irqX/pNJX5G69qniLSdF1S58L6dDqeqCK8BgmyQIjdSiRgAwyQucDP59D9XkU1BVZPpb9TyMeuZwX9dD7S1CwTV9LvLCRiiXMLwll6jcpGR7816D+y74uZfiDpj3KizPiTR2gmt2YFheQHzViOO6q15n/dNeV+Ar7XNQ8I6TdeJrG30zXpoFe8s7WQukLn+EH1AxnkgHIBI5Nnw/rC+Ddd/tT93CfDurxaynQsLWTm4PPQsr3iZr6WVP61h50v5lp89vxt9x5il7KpGfb+vyufoNRRXMeOvih4R+GOni98WeJNM8PW7AmM6hdJE0uO0ak7nPsoJr8vPqjp6K+Tfil/wUU8EeAIVez0q6nhdWkS+8RSjRLeSPblZI4plN5OhOBugtpOORnKhvDbr9rj48fHpmj+HvhvWV0uUhUvdKso9H0/aV5b+0L5ZJbhOc/uoLWQcYPdgD57v/wDkp+u/9jRef+nK7r1nS/iXY+F9AW2eFmnSa4+ad1hjz5zngt8zf8AVv0ryOH4VzeAvFIn8TfE7w83iKW+hkPg3QJLnVpPPeXdIZ7maR5IiNzuSx2s27HJ59P8AC/gX+0BLfW+mafHJLcTbr69LTu2JWGVj6DGOu4Hiv0bLqsK2FjbTl0+5I+axMXCs/PUim+JXiPxQCuj2lw8TZCvaRCCL6GaUEn8EQ/nxg3WgXF5rkP8Aa2rQR3F5G1u9vpcb3t62ASDvffIp+8CUwOBxgceuQeAba4O7VL681P8A6ZNJ5MPXrsTGf+BE1q6l4dhXw3c2Wk20FlLGVubaOFfKTz0YOhITHBZVz6jIr1KcoRlbucklJozv2f8A9lG18U2767ovw60ObXo7h4L/AMYfETUX1O4FwmNskVihbPylW2vJbsMjBIwa+r9J/Zftr6NT418X634qUAD+y7KX+x9MjwMbVhtisjp/sTzTCuN/ZZ8bQw+Lr3SQ7Cw8SWUerWYKkAXESqk2ePvPE0GB6QNxX1FX51mlD6vipxtZPVfP/J3XyPpcLU9pRT7af1+Zg+DvAfhv4eaSumeF9A03w9p6/wDLtplqluhPqQgGTyeTycmvy7/b109bz9rLxNM5+W20yxkC+rGEgfzP6V+sVflN+3U3/GVPjIf9QnT/AP0WajLUni4X/rQeK/gyJPhc2IX/AOvO0/8AQGr0iFq8y+GLYhf/AK87T/0Bq9Ht2ziv0Kp8TPnI7GnEatLVKFulXIzWZRQ1KOKz1a2uZkVrTUFGm3YYDaQdxiLZ7bmZMdzKK+tP2cfF83ib4bW9lfXElxq+hStpV3JNy8gQAwyE/wAReFomJ/vFh1Br5a1DT49Y025spSyrMhXehwyN2ZT2IOCD2IFec/s+/tkat4e/aY0rwfceFIVbxBcQaBfTR6mSnmLNtW4VPL/g3TDaT8wcc8DPTPJcTnmFqRwseaVJcz1S0W+7V9L6LsjXD1fY1lfZ/wBf18z0/wD4Kh/8fHwg/wCwje/+gQV8t/Cn/Uad/wBdJf8A0VHX1H/wVG/1/wAIP+wje/8AoEFfLfwp/wBRp3/XSX/0VHXzeR/wJ+v+R1Y/+JE9itK1bU9KyLWta1Ne2cBpwGr8VZ8Par8NMCh4sX7Vo6acBG51K4is2jl5V42YGZcd/wB0svHtzxXxv8VPEB8Q/Fr41/I8SWltplsFYEZ23MC7x6hgAQe4xX1/4g1D7HqiXJhW6j0ewuNRaJQWl84rsh2DuWX7Qvrzgda+WP2hPCv/AAg/7QXxv8PmTzpNN0TwvayTHrLItrpwdzjuzZY+5rys6q+zwcaa3k/wW/8A7azrwMeas5dv6/zIvAv/AB6N/wBetv8Azir1+3ryLwN/x7t/162/84q9fta9d/BH0ONbs0retGGs637VoQ1AzQh5xUPiTVG0Twxqd6jrHNFA3lNIcL5hGEz/AMCIqa3XpXB/HTW10/w1Z2ImWJ7qVpGVhnfGi/MPbDOhz7U01H3n01+7ULX07nxT4ylNzb27KSYoPMtwGH8QhmZj/wCPqP8AgNdx8RF/4vN4jH/Ur3f/AKIrl/Gghk8H+Gp4Y/LW5juZyD1yy3B5/l+ArsPiTHt+NXiUenhW7P8A5L1+b4io6lWUmfTU48sEj6/0yP7oxXX6XHwvFc5psWGFdbpcecVxmpdsE/4qi1/685f/AEOOu+09cla4ezj/AOKptRj/AJc5f/Q4677TITkcUgOp0mPpXQwrtWsPS1xj0rdhpAW4e1X7cc1Rh7Vo2q9KANGGuT/5rTB/2L8n/pSldXH2rk8/8Xog/wCxfk/9KUoA7takRe9RrUsf3aAMbU/BOhaxN591pVs1yOlxGnlzD6SLhh+Bql/wh17Y5Ol+JtUtRyRDeMt5GT7mUGTHsHFdRRQB+bf/AAWEXXY/hD4ETVpdOuIxrjlJ7NJISW+zvwY2L8e+/t05q5+zH83xw8WkdP7JnHX/AKj+rVa/4LPf8kd8Af8AYek/9J3qr+zJ/wAly8Wf9geb/wBSDVqtbAeu/wDBLP8A5Afx1/7KJqH/AKClfcdfDn/BLP8A5Afx1/7KJqH/AKClfcdUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHxV/wV5/5M21H/sNWH/obV9W18r/8Fbo45v2QbuOaYW0L67p6vMylhGpkOWwOTgc4FfQK+PILVR/a2l6norY+Zrm2Mkan3kiLoB7kiokB09FUNL17Tdcj8zTr+2vk7m3lV8fXB4q/UgFFFFAHM3H/ACUmw/7BNx/6Ogrpq5m4/wCSk2H/AGCbj/0dBXTUAVdV/wCQXef9cX/9BNcH+zb/AMm7fC3/ALFXSv8A0kirvNV/5Bd5/wBcX/8AQTXB/s2/8m7fC3/sVdK/9JIqAOP/AGYP+Tl/2nv+wzov/prjr6er5h/Zg/5OX/ae/wCwzov/AKa46+nq0WwBRRRTAKKKKAPzm/4KE/8AJw2mf9igP/Q9Qrzv9mvUJtF8SWNw2BHY6jpd0Gzj/R2vVMp+uDN7dMkc49E/4KEf8nC6Z/2KC/8AoeoV5v8ADHTnn8P6v9mnCX1z4dCQJtyQyy3OH6jOC6ccfWv0TI4qWD5X1/zPm8c7Vrr+tD9YaKoaDrEPiDQ9O1W2ZWtr62juYmU5BV1DAg9+DV+vzyScW09z6NO6ugooopDCvjz/AIKdf8kj8C/9jU3/AKZtUr7Dr48/4Kdf8kj8C/8AY1N/6ZtUrqwv8en6r8zKr/Dl6M+VfhH/AMjUP+w1J/6TXNe4eBdRbwx4s0u7hPkro/iiGR5mPSC5dftDewEd3N+C14d8Jf8AkaR/2GpP/Sa5r17VtPbUtQ1vTBcNAdW0gpEVPKuhdGccdR50X5Cv1JJS9yWzX/D/AIXPk9V7y3v/AF+J+iFFYfgXxMnjXwR4e8QxIEj1bTre/VR0AliWQD/x6tyvyacXTk4S3R9hGSkk0FFFcb48+Mfgn4ZskfibxLYaXdyLuisWk8y7mHP+rt0zJJ0P3VPQ1Azlf2uv+TWPi5/2Kupf+k0lflj4ZP8ApWo/9emo/wDo+avrb9r39ubwvefDXxh4DtbD+yJtd0q40z7f4nu1snj85TGHWxiWa9PDH78CDIwSMMV+P/AsevXen3eo6l4V1jQLO5s78W1zqVs0MdySzuTFvCuygSD5to/A8V9VkNSEak4N6u1vxPJzCLcVJbL/AIB9Xap4g07Q0R9QvoLTzDhBLIFZz6KOrH2HNee+KfippOla4JktAyX1k9lcHUM25cA7o8ptabADzf8ALPB39a5Wy8LvfTy+ZqtxeXDHEsPh2E5bj7stxyzf9tG6Vvj4byaJpEmoWelWOjfYSt0Zph9ru9qHL7R91WK7xwxBJ7V9jShyys3voeLKV1ojQ0n9oj9o74t6PZaJ4U0LXb2y0+3jtbjVYBF4f02UJhDI13I0k87cZY27wHJb5MDnA8K/B7Udf1+9i8Q/Fu4vtdl2/btF+C2lT6jqHPQT6uUlnQENhvOcLhuW+fLfS37O/wAFfBvjfWvFuk+Mba78Xi2az1KCz1e5d9OKSh0YC0UiBzvtyWLIx2uoJwTn6+0XQ9O8N6Xb6bpGn2ul6dbrths7KFYYYhknCooAAySeB3r82zGl7HF1Ira9/k9V+Z9Nhp89GL/rTQ+KvhT+xW3h64+3eHfhj4b8B3byPI/iDx1cHxFrZkJyzmCGTylLf30u+CSSh/i98sP2XdD1JhL441/XfiDLzm01S6FtpuCclDZWwjhlT0E4lYD+I8mvZ6K806j8OI9Dt9P+NOuC0torSxstcurW3t4Iwkca/wBpXWFVQMAAKBgdAa+ovAJ/4pqL/rvcf+j3r53vm/4ul4h/7Gi9/wDTjdV9CeAXx4ch/wCu9x/6Pev0fBRUcHTt5fkfM13etI6yM9KsRt8wqpG1WVrpMij4Z1p/BWvQ6msjq/hnVF1VVRmLPZSBvOXA6jY90iryPkXjgCv0DjkSaNZI2V42AZWU5BB6EGvz7v8AbZ69pl4wLQXIbT7hf4cMN0bN9GUoB6zV9afs2+JP7c+FdjYSuXvNAkbRpt2ScRBfJJPctA0DE+rGvFz6j7SlDELpo/n/AMFP/wACO7L58s5U/wCv6t+R6lX5S/t2f8nVeMf+wTp//os1+rVflL+3Z/ydX4w/7BOn/wDos185lv8AvcP66Hp4r+DIi+Grfun/AOvO0/8AQWr0a1bivOfhqP3T/wDXnaf+gtXotr2r9BqfEz5yOxpQNV+Os+Gr0RrMotrKsMbSOdqICzH0Aqn+yx+z/wCC/E/xm03xZfaBH/bmnaaNenY3EpaK+nnRoHO19vyeXcADBB/CqXizL+G7u2DSq18UsQ0Gd6ec6xbhjkbQ5bPYKT2r6T/ZR0Ypo/inXGRQl7qK2Vsy9GgtowvPuJ3uV/AU8Rja+X4KrOhUcHNcujaunZNO26ab08jXDx9piIp9P6/Q8F/4Kjf674Qf9hG9/wDQIK+XPhV/qNO/35f/AEVHX1F/wVJ/13wg/wCwje/+gQ18u/Cn/U6d/wBdJf8A0VHXh5H/AAJ+v+R1Y/8AiRPYLWtS16isy16Vp2/WvcOA0oa0rUbjWbDV03UWn2k91cN5cEEbSyMeyqCSfyFG+gE/w80T/hL/AIm6XasqlNQ1+3gWaIZJtrJTcyJJxwpkiuI/T94BwWr5e/bOYp+17+0owG4rZ+Hjj1/cWFfcX7Ifhqabxo15dxCK40fRA1wkY/dNd30xeRgccspt5ffE3P3hXxB+2Qu79sD9pIEZH2Tw7/6J0+vlc+qqWJjSW0V+f/Asetl8LUnN9X/X43OU+Hk32rTUmC7RJZWz7fTPkmvZrda8c+H9ulrZmGJdsa2luApJOOYfWvZ7evrp2tHl2PHW7L1utX4V6VUt60IV6VkUXrdc4r5+/aE1OTWvEg0WN5BGDDZFMDb8+GkdeOTsZs9vk+tfQkLpDG0kjBI0G5mPQAck18o6heSeJviEbqQOPJ8y8aOQhnjeQsqDI4wB5w49B6VxY2r7HDSl1/r+vmb0I89VI8s8fL/xSvhvAwPLucD/AIDcV1/xOXHxw8TD/qU7z/0nrlPiAv8AxSXho/8ATO6/9BuK7D4pLj46eKB/1KV5/wCk9fnh9IfZemwE4OK63S4NoHFc/pcZwOK6vTYzwMVAElnHjxZaDH/LlKf/ACJHXomkxZUHFcLax/8AFXWnH/LjN/6Mir0TSkwo4pAb1hHtWtSFap2a/KOKvxD5qQFuEfNWlbr09aoQLzWpCKALMfUVzH2V/wDhblvc5Xy/7Dkjx3z56H8q6mPvXKeY/wDwuSCPc3l/2BI23PGftCc49aAO4qRPu01V3U8DHFAC0UUUAfnj/wAFnv8AkjvgD/sPSf8ApO9V/wBmVSPjh4sY8D+yZx15/wCQ/qp6enI5+voasf8ABZ7/AJI74A/7D0n/AKTvVX9mT/kuXiz/ALA83/qQatVx2A9d/wCCWf8AyA/jr/2UTUP/AEFK+46+HP8Agln/AMgP46/9lE1D/wBBSvuOqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD4q/4K8/8mbaj/2GrD/0Nq+ra+Uv+CvP/Jm2o/8AYasP/Q2r6tqJAZGqeEdF1qTzb3TLaefqLjywJV9w4ww/A1n/APCFz2RJ0rxBqlgOMQzSi7ix6YmDMB9GFdPRUgcw0vi7TVOYNK1xR3jd7KT8iJFJ/FaP+E6js226po2r6V28x7Q3EZPf5oDIAPdsdK6eigDidO8RaX4i+IdnLpeo2uoRppNwHNtKr7D50PDYPyn2PNdtXEa94d0vXviLp6ajp1tequlXDr58QYqwmhAYEjIOCeRzzV//AIQUWODpOt6tpQUlhGLn7TEc542zh8DnopWgDe1X/kF3n/XF/wD0E1wf7Nv/ACbt8Lf+xV0r/wBJIq19UXxZp+m3Y3aXrUQhf7wezkxtPp5ik/8AfP8AWuG/Z3t/E2pfAD4ZIl1Y6NZL4Y0xUeFDc3Eii1i2tlgqISOcFX+tAFH9mD/k5f8Aae/7DOi/+muOvp6vlv8AZTt2s/2iv2lrdp5LpotX0YGecgySE6ahLMQAM5PYAAYAAAFfUlaIAooopgFFFFAH5z/8FCP+ThNN/wCxQX/0PUK84+Dcjw+JPD5Lf6NNo01syf3nM7Ov/jscn516N/wUJP8AxkJpn/Yor/6HqFeafDNo7f8A4R+8fP8Ao4twMess08A/9HV+h5J/ulvX9T5vHfxj9IP2eb77d8EvBqlzI9np6ac7t1Z7Ym3Yn1+aI89+uBXoleL/ALKN8snw81bTVLEaXrl3D8xJ5mK3Zxntm5r2ivjMwhyYuqvN/c9V+B7mHlzUYPyCiiivPOgK+O/+Cnh2/CLwMf8Aqam/9M2qV9iV8Nf8FP8A4g+GP+EF8G+Hf+Ei0s+ILfxIbmbS1vIzdRQnSdRQSPFncq7nRckYywFdOF/j0/VfmZVf4cvRnzp8J2x4o/7jMn/pNc17Xq2+HV9BvVYLGly1vMx/uSRsAPxkWKvnbwl4iOii41W0eGXbrH7tmVpEbdDOo4Tk/e4x+YHNbXijWPF3iTQ7u7aK8S0tY/tebxhZxHy2EmBBETIT8nB809uO5/U4xcpxS6q33nybaUXc+5/g78efBnw9+FthpPivxLY6frFldXtrb6RG5nv7iFJ2aEQWsYaaXEMkPEaN6V538Xv+CmXhDwHLNaabYwQ3KuYw/iK78iZuOCljbrPdBs8bLlLbP94V82/D34JWvxI8Ra9ptzfeNvFljcwQzyeHvATxafp98zb0LXVwXjiIQIv35AzFyRuIbP1V8I/2Q7/wRsk8NeF/BXwegy2bjTbY67rhUjH/AB+ThUi4zlNs68nB5NfnOaU/ZYyou7v9+v6n02ElzUI/d92h4HrHxm/aT+PkM02i6FrOh+GTtZ9W8QSHwjpUcZGRN5UUjX8kZHJZLkqR1QZwOP8ABvwDXxlNcW198QfEHxFuJpgLzw/8GNLSz00zL0S61QhY5ATxumkVsr1+Qlf0P0v9mfwSl5b3/iGG+8eapA4kS88WXRvlRx0ZLcgW8Rzz+7iXnHoMepW9vFZ28UEESQwRKEjjjUKqKBgAAdAB2ryTrPgS6/Z31T9n34N+LfGng34c+BfhfJoOiXOqQyagsniDWpXiiZzE8u5EgOVBBWa4Xj7vOF+VdF8deLfiDr2v3vizxJqPiCS3t7+1txdyBYlRGddywRhYlY7QCyoCdvNfqb+11/yax8XP+xV1L/0mkr8q/CMaxzaiFGN1rqTH3JnmzX0+RU1KtKb6frc8rHycYKK6n1pbxJBGscSLHGowqqMAD0AqyqrIrRuNyMMEeoNV42qeM/MK+qPJNz9nLxAdG8f+DppGkJkF34aupphjJXO1z/vS2kYB/wCmvvX2xX54MbnTdU1d7GLdfW0tpr9l5hOx7mF1ZV/3d1tHuHfzD61+gWi6vbeINHsNUsn82zvYI7mB/wC9G6hlP5EV83xBS9+FdddP1/W3yPTy6Xuypvp/w36fiXaKKK+SPYPxPvf+SqeJP+xovf8A043VfQHgRv8AinYv+u9x/wCjnr59vD/xdTxJ/wBjRe/+nG6r3/wJ/wAi/F/12n/9HPX6ThP90p+i/I+YrfxpHXQNVxDVGGrkdbmZFrWkjXNGubPIWRgHhkKg+XKpDRuAe6uqsPcVb/Ze/ay8LQ/HRvA+NRW88Swxw+Q1viOC9h3Hk7sHfGzAsM/6hB9JYWC5LHAHJJ6CuJ/ZO/Zd0rU/2gvDnjtdV1SOaxs5dfe1nChUeVlWKHbtyo2ySluc5Qepx6+GhltTBYpZm2koPkt/Pa6vo9Lpdh03JV4OP9f1dn6TV+Uv7dn/ACdX4w/7BOn/APos1+rVflJ+3Z/ydZ4w/wCwTp//AKLNfleW/wC9w/rofQYr+DIZ8NP9S/8A16Wn/oDV6HanpXnfw1/1L/8AXpaf+gtXodt2r9BqfEz5yOxpw9quw1nxdq0Lfmsyihq1xD/b2hwSTeX5Hn6i6A43Rxx+Wc+wadD25A9K+yf2fdEm0D4MeE4LmD7LeXFmNQuYOMxzXLNcSKSOpDysCe5Ge9fF8emjxd4nvdI3+ZBfXFh4ceNTtaL7RIpncNn/AJ4zxtgc/u+OSK/RFVCKFUBVAwABwK8TPqnLRpUe+v3LT/0p/cd+XxvOU/6/rQ+Dv+CpTBZvg/uIGdSvRye+yDivl/4Tj9zp3+/L/wCio6+lv+CrdnLep8HkhKCRdWuZB5mcfL9nbt9K+a/hN/qdO/66Tf8AoqOqyNL6tN36v8kLH/xInsNuOlaFv1qjbr0rQt1Oa9k4TRt+1Q+JI/tWlR6cFjkOo3EVo0Uv3ZImbMy+/wC5WXj2qxbr0rM1y/FtrKzeUlyNH0+bUDEvzTLM4McO0Y/iUXC5/wDr1vRTc1b+u34kTfun1n+yno/k+BNW1tg+/WtXuJEEgwVjgxaqB/skwPIPXzCehr81P2xRn9sL9pH/AK9PDv8A6J0+v1y+HPhX/hB/AHhzw+ZPOk03T4LWSY4zLIiAO592bLH3Nfkd+2Hz+2J+0j/16+HP/ROn1+a42sq+JnUWzenp0/A+noQ9nSjF7nNeCF/dyD/p1t//AEKGvZYErxzwSPll/wCvW3/9Chr2i3Wv0eXwx9D5lbsuW64xWhAKowjpWhbL0rMoxfiRqy6P4H1EkKzXSfZVVnK7g4IbBHfZvI9x26188eB4jcyahfsCfPuWijP+xH8n/oYkP416Z+0R4gFjY2ViojlMUbXjxZ/ebuVjIGO+JFz71yfhPR20zS7G0dhJJDEqPIB99sfM34nJ/Gvnc6q8sIUvn/X4Hp4GN25/1/W54r8Qlx4R8Mf9c7r/ANBua7D4qR7fjx4pH/UoXn/pNXLfEiPb4P8AC3/XK6/9Bua7L4spj4++Kx/1J17/AOk1fJHsH2zpsIwOK6bT4wNvFYmmw8Diuhso+RxWQE1qu7xlZDH/AC4Tf+jIq9F0uLCjiuAsYz/wmliCP+YfN/6Mir0jT4xtFIDXthhRV6HrVWFcVdt15oAvW6/MK0Y14qnbrV9KAJohXJ/81ot/+xek/wDSlK69a5Fv+S1Qf9i/J/6UpQB3cf3adTU+7TqACiiigD88f+Cz3/JHfAH/AGHpP/Sd6q/sx4b44eLWBBH9kzr1GcjX9VPT8R+voatf8Fnv+SO+AP8AsPSf+k71V/Zk/wCS5eLP+wPN/wCpBq1XHYD13/gln/yA/jr/ANlE1D/0FK+46+HP+CWf/ID+Ov8A2UTUP/QUr7jqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+Kv+CvP/ACZtqP8A2GrD/wBDavq2vlL/AIK8/wDJm2o/9hqw/wDQ2r6tqJAFFFFSAUUUUAczcf8AJSbD/sE3H/o6Cumrmbj/AJKTYf8AYJuP/R0FdNQBV1X/AJBd5/1xf/0E1wf7Nv8Aybt8Lf8AsVdK/wDSSKu81X/kF3n/AFxf/wBBNcH+zb/ybt8Lf+xV0r/0kioA4/8AZg/5OX/ae/7DOi/+muOvp6vmH9mD/k5f9p7/ALDOi/8Aprjr6erRbAFFFFMAooooA/OX/goV/wAnC6Z/2KK/+h6hXmXgORYPCdzcuu8WelR3gX1MNxJKP1QV6b/wUK/5OG0v/sUV/wDQ9QrzH4e6xY6bo6xXwmdLnSvLEcELSMw82bPQYAwerYHvX6Dkr5cIm+/6nzmOV6zR9wfsp6gE1zxzpYGFxY6lnPVpFlhPHsLVOfcV9EV+Wvhf9r7UfhvqVhd6BZR3eo6vpi2TR2thLrFxJKhV1EdrA8e5juk2hpV64bbVzxM/7Qnxg0+51fxQD4N8GjEsupfE7XF0y0hiGSH/ALNsDFsZf7t3JKpIye2z5vOqbp4x+aX4K35o9TAy5qK+f+f6n334y/aB8AeBNUk0jUfEUNzryJ5jaHpEMmo6iEzjcbW3WSULwcsVCjBJIAOPln4r/wDBT7Q/D90+l+GtOs01OQMkSX9wNSvWf+HZY2DSA5HJjnubZx0IBzjy/wAFfsr6D4w0uHT7u68bfG7T96u2leG7KLwt4ODj5hMoUwQTDO0GS3aVjj7pxx9OfDr9lvXfDdmLXTF8J/CHSypVrTwNpqXmoMGYFg1/dRhSDtXINsSMDDfKK8I7z5d8T+Nv2lPjZYzXt5YXPgfwvhvN1Px9qg8PadFx0NhaMLjaQR8tzLOhPB4BrzXxR8NvBHgXwVFqXjfxb40+JuizzmKHSPA+lL4f8MSzfZ5JniMoCRz/ALuOVvMjfcVUkgl8H9O/Dv7N/gHQr6PUbvR28UazGSV1XxRcSapcoT18szlhEMEjbEEXBPHJrwH/AIKmQm4+Cng2JeDJ4nkQfjo2qCtaceecY92RJ8sWz5J+FjaN4jvI/wDhF/DVv4A0eTVQltYWU5umRFtZx5jSSKN0jhSSWDYyOTivcrHwHo64N5A2qy4wZNRfzufUIfkU+6qK8W+C9mmn6xbWsfMcGqtGv0Frcj+lfQ8fWv0yMfY04U1skj5Zvnk5Pqzpv2X9YbTPiB4TjmuPMe80270SY/8APS4iCyE/UfZZ+fc+vH2ZX5++GNQPhnxDFfBvssGjeI7XUHkXr9nd43uW/wC+ZbgV+gVfMcQU7VoVVtJfrf8AJo9bLpe44dv6/QKKKK+VPWPI/wBrz/k1f4uf9irqX/pNJX5V+E2/e3//AF6ah/6Pmr9VP2vP+TV/i5/2Kupf+k0lflT4RPz3/wD16ah/6Omr63h/4qny/U8fMdo/P9D6zjarCVVhNWVr6M8wo6lELbXtD1PH3WksZSWIAjmCkHHc+ZFEoz/eNfV37MOuHU/hPaabKwN1oNzNpDoucRxxtutlyev+jPbn6kjtXyl4ktp7zw7fJaRpLfRp59qkhwpnjIePPtvVa9J/ZR+NHhC4+Jer+GrXxPpdxda/ZwXlnZR3aGRp4g4lXZnO8xNEdvBxExxwcc+YYWpi8BN04uXJror2S79lZt/I3ws/Z4hef9fovvPryiiivzc+kPxMvP8AkqviX/saL3/043VfQHgT/kX4v+u0/wD6OevALz/kqviX/saL3/043Ve/+BP+Rfi/67T/APo56/ScJ/udP0X5HzFb+NI623q5HVKGrcRrczKniiSSPwzqKwSiC4nj+zQyEZ2ySERocZ5wzjjv0r6A/ZL0lTdeONW+ztEq3Nro8MhJw8cEAmyo9A12ykjqVx/DXz9ra/arvQ7LyvOSW9WWVTjCLErSq5B64kWIccgsD2r62/Zl002HwV0C5LCQ6qZ9XWXHLx3M7zQ/lE8a/RRXBm1T2eAcf5ml+v8A7b+J04OPNiL9v6/U9Sr8pP27P+TrPGH/AGCdP/8ARZr9W6/Jb9vS6eH9sXxHCWxBLodpkY4LhE289uN9fKZVBzxkEvP8E2eviv4Mi18Nf9S//Xnaf+gtXoVt1rz74a/6l/8ArztP/QGr0K3r76p8TPnY7F+GtO1XLCs2HtS65d3Fj4c1Kez2m9W3cW4Y4BlIwgP/AAIipjFyaiuo27K52H7N+kv4o+KPhueTmKKS/wDEJaPmOSJR9ntwxx1K3EUgHrESM4NfbdfNf7IfhuGz1LxZewAfZbCGx0KBFG1YjFG0zgDtlLi3/wC+R+P0pXx2eVVUxfKtopfjr+tvke3gIctG76/8N+h8I/8ABUT/AI+PhB/2Eb3/ANAgr5e+En+p03/rpN/6Kjr6i/4KgjNx8IP+whe/+gQV8vfCMZh07/rpN/6Kjr1Mj/gT9f0RyY/+JE9ltxWhAvSqNutaVute2cBo2i5xU/wy0UeNfiRpVp8s0F9r8SkxnaPs9iDLIrnPzAywyoQP74BBAJqndahDouk3mo3B229pA9xIfRUUsf0Feq/sh+FZ38ZT312qySaHosdvJK3Gbq7k8yUquTggW/foJQAeWpVqn1fDVK3Zafp+Nhwj7SrGH9f1a59aV+L/AO2jqIsv2zv2gITjddp4dhH4W1k//sn61+0FfiL+3Nn/AIbx+MQ7Y0Pj/tysq/MD6om8ErzN/wBetv8A+hQ17VAteMeCR884/wCnW2/9Chr2qGv1SXwxPkluy1CtadomcVQhXpVi+1FdF0e+1BkLrawPNsUZLbVJwB6nFQk5OyK21Pnr4p6h/wAJP8So7NJGkgF4qqNpGxYAGbPqpePr0IkH49NpsHzLxXD+EbV9Q8T3965aZbWBbZJ35Zmc7nB467VhP/Aq9J0+Hbt4/SvhM0rKriXbZf1+Vj38LDkpK584/EyP/ijfCn/XK7/9Bua7H4vRlf2gvFgx/wAyben/AMlq5T4mYXwZ4V+UHMV5+Hy3Ndt8Xo1b9ozxYrt5aHwZe7mxnA+zdcV5J2H3Dptv8g4robKEAjiuXtNcFjGhvbO5txglpEjMsa49Suf1FdLoetabqjItpe288jDIjWQb+P8AZ6iswNKyhX/hLrAbfmNjcHPsJIf8a7+xTAGRXE2Uf/Fdaep6f2bcH/yLDXoFrGABSAuQrV6FarQLV6FKAL1uvSrka1XhXFW46AJoutcg3/Ja7cf9S/J/6UpXZRiua+zf8XWjnIXnRWQeoxOpP4cj8qAOuAxxS0UUAFFFFAH54/8ABZ7/AJI74A/7D0n/AKTvVf8AZkU/8Lu8VvxtOkzgcjPGv6tnj8f5+hqx/wAFnv8AkjvgD/sPSf8ApO9Vf2ZP+S5eLP8AsDzf+pBq1XHYD13/AIJZ/wDID+Ov/ZRNQ/8AQUr7jr4c/wCCWf8AyA/jr/2UTUP/AEFK+46oAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPir/grz/yZtqP/YasP/Q2r6tr5S/4K8/8mbaj/wBhqw/9Davq2okAUUUVIBRRRQBzNx/yUmw/7BNx/wCjoK6auZuP+Sk2H/YJuP8A0dBXTUAVdV/5Bd5/1xf/ANBNcH+zb/ybt8Lf+xV0r/0kirvNV/5Bd5/1xf8A9BNcH+zb/wAm7fC3/sVdK/8ASSKgDj/2YP8Ak5f9p7/sM6L/AOmuOvp6vl/9mN1j/aU/afZmCqusaKSzHAA/suPmu58a/te/DHwfDeGDXf8AhKLi13CaHw6gu44mBwUluQRbwNntNKlaLYD2emu6xqzMwVVGSzHAA9a/PPxt/wAFPbzxJqc2h/DjRFv9UKny7TRbSTxBqDc46QlLaM/7SzXCjk7TgBvNvHGjfHD4naWur/EzV9G+HPh9iwN58RtdW7LbuFMemQeVY5O4L5c0bscgc5bcwPvrxP8AtX/DDw3Ne2sHiNfEmo2QVrmx8NQSanJbgjIMxgDJAuP4pWRRkZIyM/Mvjj/gpsNU1A6P8PtEgvdUcp5dtZxnxJqJyQP+PexkFrg5ADfbyQTzH2PE+Ef2RdK8ZR2Qu9D8dfGv7O3m2reJGbwx4WtJMcNDbMEYRNksGt4Z0IOec8/UXgP9mXXtI00WMmt6N8PNGwoGh/DnSordgo/glvZ0ZperfPHDA3PXPNMD4L+JvhL45/GLXrfx740u7P4a6atsbQ6p8RNTtIWe3DyHyo7W2hj8rAmlwspLkHmQkK1L4Z8KweI4NLgNs3iCOGxBRopPs8Eo86XEjAsSAcAgZYjPfk1t/t//AAn0XwX8bvDulaJBdStNoEU9xd6lezX11Md975jPNM7ucrGOM44AAArR+C7Yjt/+wcn/AKPlr7XJOeNCU29OiPCx3K5pW1Oo+CfgHUpPGPha0j1pvBME+qXWmTT+HIIftUaFJ/LxLPG6/O6QrzFna2QQxBH3D4X/AGd/AXhfV4NaOif294igcSxa54juJNUvoZO7Qy3DOYMkA7YdicDCgAAfHnhy8utF8RzXm9Qtj4j03UExkYtw9sZRx3IWf/vrp6/oZXLxDG9WnV7q36/+3GuWu0JQ7f8ADfoFFFFfJnsBXxz/AMFP/wDkkHgb/sa2/wDTPqlfY1fHH/BUL/kj3gb/ALGtv/TPqldOG/j0/VfmZVf4cvRnyp8Jv+RmH/YZk/8ASa5r39Wr5/8AhP8A8jMP+wxJ/wCk1zXvq1+mVOnofLR6mNqmmR6lrGo6bMziLWdIe3baSMeWzKTnPBxcDp/d9q+6vhp4nfxr8OvC/iCUBZtU0y2vJUAxteSJWZSOxBJGO2K+Htb/ANHv9Dvy/lpBeCKT/aWVGiVf+/jRn8K+pv2WdTNz8MZtNkk82bSNVvLRiBjCvKbiJfwiuIx+FeLndP2mEhU6xf53T/KJ34GXLWce/wDX+Z7BRRRXwh755H+15/yav8XP+xV1L/0mkr8p/B/3r7/r01D/ANHTV+rH7Xn/ACav8XP+xV1L/wBJpK/Kjwh96/8A+vTUP/R01fW8P/FU+X6nj5jtH5/ofWMVWl7VWjqyvavozzCxb/erx39iv9mjxN/w094S8ftqGmvpdtZTaxLCDKJlhlgMMaYKY35mHBIGI25yMV6b4juJ7Xw1qstqFN39mkWBXOAZSpCA/ViBXvH7JuiRLrHjLVIxujtkstFTp+7aON53A47rcwk89l445745tiMpy/Fewa/excHdX0fuv0+LfyLow58RDy/4f9D6Nooor8gPqD8Tbz/kq3iX/saL3/043Ve/eBf+Rfi/67T/APo56+e5Lpbj4teLo1BBg8WXkbZ7k31w3H4MK+hfAv8AyL8X/Xaf/wBHPX6VhU1hKd+y/I+YrfxpHUx9quwVSh7Vft1zitjM5zX3ll1zUJbIM2p6Zosi20bf6uSW6fEYPHUNbAcdn96/Q3w7odt4X8P6Xo1kuyz061itIF9I40CKPyAr4Y+G+lnxN8TNFtGfzY77xPA8RUcLHYxi4dWI7eZayj6uB9fvivn+IKllSo9lf8v15j0cuj8c/wCv6tYK/Kb9uv8A5Oq8Y/8AYJ0//wBFmv1Zr8p/26v+TqPGX/YJ0/8A9FmvCy3/AHuH9dGehiv4MiL4af6l/wDrztP/AEFq9Ctx0rz/AOGa/uX/AOvO0/8AQWr0KBcV+g1PiZ85HYvW69Kj1iH7ZPo1gY2kjnvo5JSrbdiwgzK3uPMjjXH+16ZqxbL0rJ1bz7rW7tLFC2pW2m/ZrMSZEUlxdyeXEh7E74UHcgSD15uirz/r5fiKex9jfsv6eLf4NaRqByX1qWfVvMKbS8c0rNAce0HkjPcAHvXq9Z/h/Rbfw3oOm6RaAi10+2itYQeuxECr+gFaFfmOKq+3rzqrq2z6mlD2dOMOyPhX/gp7/wAfXwh/7CF9/wCgQV8v/B8Zh03/AK6Tf+ioq+of+CnQzefCH/r/AL7/ANAgr5f+DvMOm/8AXSb/ANFRV9Zkf+7z9f0R4+P/AIkT2aAdK0oB0rPhHIrStl6V7ZwkGv8A7620/TxKIZNQvYoBkZ3KpM0i/jFFIPxr6w/ZV0M2Pw6vdZliEU+varcXnXJMSEW0J+jRwK4A/v8AqTXyPq19PFrE7WYFxdabpkk6WeBulnmbZb4J6EmKVf8AgdfoJ4J8MweCfBuheHrUlrfSrGCxjYkksscaoCSeSTtzzXk53V9nhIUlvJ/l/UWdmBjzVnPt/X+ZtV+Iv7c3/J+nxg/7gf8A6RWVft1X4jftx/8AJ+3xf/7gf/pHZV8Ke+WvBa/vp/8Ar1tv/Qoa9shXpXi/g0f6Tcf9ett/6FBXtcfav1WXwxPkluy3CvSuU+MuqHTfBfkKDm7nVGKvtKquX3fTcqA/73pmuutl5FeF/tFa8LzXINFtn867W3WGKK1QzXKSSthiI1BJGPLPA52njisJy9nCU+y/4BpFc0lEg+G9uI/DcFwwBe9ke63AfeVmPln/AL9hB+Fdza43L/hXkOq/FnTfDnkadC9jYTKqww2nmfbbroAqrb2xYZx/DJJEfarTeGfif4xs5LltAuPD2k/dbU/G15/ZNuhz/wA+kREvPpI8inj3z+a1Jc83LufTxXKkjzj4kX0F54b8K2NtKtzfJHdbra3/AHkqgi4GSq5IGWUZx3rqviB4q0nxh8ePF99o99FfWw8G6hGzx5yrrbYZWB5BBBBBGabqmm+A/DGhqviXx1q/jCzkVgNH8E2K6fpcqhWLK0i7UmwFc5Mm7GeCW5g/4SPSG1/XPDOheB9K8JWNl4Z1acy2szT3Nzm2wvmSFVPAPQ7sEn5vXMo/RXTo8L0rTbw5p2tf8fthb3JI27pIwWH0bqPwqhYD5RxXTaSvTisgMK18IrY+MbG20vUL3S8adO6FZfOVcSRDaFl3Dad2cDHIHpXZWsPjDTDGol0rXIFXB81Xs5mPY5G9f/HR0rPj/wCSgaf/ANgy4/8ARsFdxbtnHamBjWvjW4s9i6t4d1XT253zQRC8hXHPWIlsEY5KCt3QfG3h/XJI0stYs5pnOBbmULNnOMGM4YHPqKuW/WnX/hzSvEEYXU9NtNQVRhRcwrJt+mRx+FIDejHyirMYrh4vhjZafs/sXVNW0EIdwjs7xnhJ9TFLvX04AFWYbPxzpOwRahpHiKHOWF5C9nMR6B496n/vgdaAO4Wuf/5qRB/2CZP/AEclZsPj/UdPVBrnhHVtPJPzTWQS/hVf7xMR3/8AjlQaN4z0TxB8QrV7DUoZS2mSR+W5Mcm7zl+UowDA8HgjsaAPQaKKKACiiigD88f+Cz3/ACR3wB/2HpP/AEneq37MfPxv8WN2/smdfxGv6r+nPXpwR2NWf+Cz3/JHfAH/AGHpP/Sd6q/syf8AJcvFn/YHm/8AUg1arjsB67/wSz/5Afx1/wCyiah/6ClfcdfDn/BLP/kB/HX/ALKJqH/oKV9x1QBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfFX/BXn/kzbUf8AsNWH/obV9W18pf8ABXn/AJM21H/sNWH/AKG1fVtRIAoooqQCiiigDmbj/kpNh/2Cbj/0dBXTVzNx/wAlJsP+wTcf+joK6agCrqv/ACC7z/ri/wD6Ca4L9m//AJN1+Fv/AGKul/8ApHFXe6r/AMgu8/64v/6Ca4P9m3/k3b4W/wDYq6V/6SRUAfAXxe8Gax4y/am+OFqvjfwd4M8OHVtJW5k8UB76aeb+z4SgtdOdjb3MgAJG9DIDtCEZNd94R/YtsPGzWd9feGvG3xhuI0RYNS+IV+/h/RbfB+VoLPb9oVAP4PJdCM46jP0J+zJpNjN+1R+0xqEllbvqEOraPHFdNEplRDpkeVV8ZAPcA19U1qtgPm7wj+yprlnYJYXnjG18F6ApLjw78NdIh0mEPnq9w4kkbIAz5YhJOOw59Q8A/AH4ffDO+XUdA8MWsWsqHH9tXzSX2pFXJLKby4Z5ypJY7S+PmPHJr0GigAooooA/OD/goZ/ycZpH/Yn/APs9/XFfBn/V2/8A2Dk/9HS13H/BQxR/w0RpR7jwgB/4/qFcN8G/9Tb/APYOT/0dLX32Uf7l8/1PnsZ/HO41fT3vLzxFapK6SalonlRBf4WQygsOOv75PXoOPX9CfC2tp4m8M6RrEePL1Czhu1wMDEiBh3Pr618DSqkPirQ7pjhpI7iyUZ67wkv8oD/nOfsX9nK9W8+CPhKNTuWwtDpmSc/8eztb/wDtLvz6k9awz2PNhqdTs/zT/wDkUaZe7VZR/r+tT0iiiiviD3Qr44/4Khf8ke8Df9jW3/pn1Svsevjj/gqF/wAke8Df9jW3/pn1SunDfx6fqvzMqv8ADl6M+U/hP/yMw/7DEn/pNc178vavAfhP/wAjMP8AsMSf+k1zXv61+mVOnofLx6mZ4sjaTwvqLxwfari2j+1wQ8ZaWIiWMD33ote9/ss6sIvE/i7S1Km3u4LTVIiP43w8Mh/75jt+n444z4xIjtbTKn3yjBfrivEf2A/Afj8ftU+G9fv7DUF8NDSbmdZ5LpXiED25SN9oY7QzMnGM5Ofp3wy2lmGWYyVWsqfsoOSTteTWqitVq+W2l99jWjJxxELdf+G/U/WGiiivxs+oPI/2vP8Ak1f4uf8AYq6l/wCk0lflP4P+9ff9emof+jpq/Vj9rz/k1f4uf9irqX/pNJX5T+DiG+2kEEGz1Agjof301fW8P/FU+X6nj5jtH5/ofWUXSrKdKqRtVqOvozzDO8SKlxFpdi8hja81GBUx1byz57L9CsLZ9s9OtfVX7LGmi3+GVxqRiEUurave3LjAywjk+zIxI65jt0I9iB2r5S1i6it9e06S4iU21haXWotM5GImRVjH0JSWXkdgfWvt34O6DN4X+FPhHS7kMLy30u3W53LtJmMYMhxk4+ctxnjpXlZ1U5MHCC+0/wDO/wD7admBjzV3Lsv8v+CdjRRRXwh75+JNxAsfxa8VOuQZPFN4zDsT/aFyM/kB+VfQXgX/AJF+L/rtP/6OevAbz/kqviT/ALGi9/8ATjdV794FH/FPxf8AXaf/ANHPX6VhZOWEpt9l+R8xW/jSOqh6itC3YRqXY4VRkn2rPgWoPFDBfC99CZmt2u1WySVDhleZhChB7Hc4xXTCPNJR7mUnZNnpf7I+jnU/HWl30kHkrZ6LPqU1vgHyrq8mQqSQeuPtQ75y3PHP2NXgH7J2krt8a6zsCeZe2+lxkY+aOCASA5HIAe6lXB/uk9+ff6+Jzqr7XGS8kv8AN/i2e7gYclBef/DfoFflR+3V/wAnTeMz/wBQnTv/AEWa/Vevyq/bo/5Ol8Z/9gnTv/RZrlyz/e4fP8ma4r+DIj+GP+pf/rztP/QGr0WFeled/DD/AFL/APXnaf8AoDV6PCOlfoNT42fOR2NGzXOKu/BrSP8AhK/ifoSR/v7a58RteS+cDiKOxjOCox08+2jxnjL7gegrLutRh0XSrzUbk7be0ge4kPoqKWP6CvWP2Q/DMi+ML26vCJbrQ9CgszOvCyzXUhec7c8HNrGcn/noQD1rGvU9hhatXy/4H5tGlOPtK0If1/Vrn1fRRRX5ifUnwx/wU45vfhD/ANf99/6BBXy/8G1/dab/ANdJv/RMVfUf/BTPm/8AhD/1/wB9/wCgQV8v/Bn/AFWmf9dJv/RMVfbZH/u8/X9EeFj/AOJE9lhU7q1rNMkVRgQVbudQh0XSr3ULg7YLSB7iQ+iopY/oK9tJt2Rw7amr8IdG/wCEy+J2iwE/abW68QidivBhh09S+G55H2m32/8AbbHTNfe9fKH7IPhWZPFl5fXg82fQ9EhsDcrwktxcv5lx8ueCPs0TfSXg9a9X8c/tTfDLwDdXlldeJYtW1azJW50vQYn1G5tmAzidYAwtxj+KYovIya+Tz6qp4lU47RX56/lY9jL4ctJyfV/1+Nz1ivxJ/bgXd+3t8YPb+wv/AEjsq+rPiN/wVUgmvk0jwFoVvLqs7BILds63qDt3UWtlJ5BPp/phOeqda+VPHPw3+IPxc8U678SfGek6V4Gm1zyXvPEnj7V/skjLEiRosVnamNYmRIkwswJ+XO4sc180emWfCj+RLeyFWYJZ2zbVGWOGg4A7mu2u/iKfNEVpDEshziMn7RMeOgjiO0HP8LyKf6ef+B9D0LSYdQ0zSvGt78RClrELq+nsmtYMmWIrHEWG5xtIyxZhyMY5Fev6X4fubePy4ja6RF3SwiDuffzHGP8Axz8a/UqNSFelCrsmfKTjKnNwOf2eJNYjMtyPsNpxum1K48iMDHJ8qIqR9JHcf08QsdH0Dxh49mh16w1LxVo+xpm0/RQljBKVKrGHbdGETGcsmW+XgEnNfRviyysPDfhXUdSaJ7m8WPy47i4JnkRnIQMu7O3BbPy4AA6V5b8KtNa4bWdXk63Ey20foUjBJYenzyOP+AD8PMzWsqWFcY9f6/X8DpwkHKrd9DqfDf27wxam28G6H4f+G1my+Wz6PaLeag6ZziS7mXDfjG2DjnjmdPBOnalffb9ZFx4jv85Fxrdw94UPYoshKx4yR8ir1Pqa2reEYHH6VZmmjs7Wa4l4ihRpHI7KBk18AfRHyj8WnEngHwoyncvlXmCP926qx9mNv8TPEBZdpl8FanJ0wT+4IB/IVxmvTSXXguwLEt89ztGc4zBcHA9ua9e+J2kjQ/jr4h09eRa+ALuLPqRZgE/iaYH6C2CAiuk0lMEZrnNN+6K6jS145FYgMX/kf9P/AOwXcf8Ao2CuzgauLPy+P9O/7Blx/wCjYK7GFqANO3f5hWtbt8tYtv2rThYrigDWj6Vaj+9VCGSrUTc0AXR0rk9U0ex1rx9Bb6hZ299AdJkPl3ESuv8Ark7EV1Stla5d75B8VYLXDeZ/YskmccY89BQBYHw90+z50q71HQzxtWwu2ES47iF90X/jlK1j4s05T9l1TT9XQD5Y9RtzBIT7yxHbj6RV0ytuFLQBzP8AwlWp2Jxqfhq+iUf8ttPdLuP8hiT/AMcqzY+ONB1GbyItThjuf+fa5Jgm/wC/bgN+lbtVr7TbTVIfJvbWG8h/55zxh1/IigD8+v8Ags9/yR3wB/2HpP8A0neqv7MeG+OHi1gQR/ZM69RnI1/VT0/Efr6GqX/BYTwnpXh34R+BZNNtfsQk12QNDFI4i/493PEedoPuBV39mT/kuXiz/sDzf+pBq1WtgPXf+CWf/ID+Ov8A2UTUP/QUr7jr4c/4JZ/8gP46/wDZRNQ/9BSvuOqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD4q/4K8/8AJm2o/wDYasP/AENq+ra+Uv8Agrz/AMmbaj/2GrD/ANDavq2okAUUUVIBRRRQBzNx/wAlJsP+wTcf+joK6auZuP8AkpNh/wBgm4/9HQV01AFXVf8AkF3n/XF//QTXB/s2/wDJu3wt/wCxV0r/ANJIq7zVf+QXef8AXF//AEE1wf7Nv/Ju3wt/7FXSv/SSKgDj/wBmD/k5f9p7/sM6L/6a46+nq+Yf2YP+Tl/2nv8AsM6L/wCmuOvp6tFsAUUUUwCiiigD85P+Chf/ACcNpf8A2KK/+h6hXDfBr/Uwf9g5P/R0td1/wUK/5OF0v/sUV/8AQ9Qrhvgz/qbf/sHJ/wCj5a++yj/cvn+p89jP456HrjQ240i9lxm11GDYT2aUm3H/AKOx+NfU/wCyjfLJ4D1vTUxt0vXbqHA7GZY7s/rck/jnrk18s+Kn8jwrqlzsZ2tYDdoqgsS0X7xeB15Qcd6+hf2V9R2+JvHGmZAjaHT9QTj7zOJ4nIPfAgj4HTI/vVrmkefL5N9NfxS/9uZGFly4hef+T/yPoqiiivzw+kCvjf8A4Khf8kd8Df8AY1t/6Z9Ur7Ir43/4Khf8ke8Df9jW3/pn1SunDfx4eq/Myq/w5ejPlT4T/wDIzD/sMSf+k1zXvy14B8J/+RmH/YYk/wDSa5r35e1fplTp6Hy0epU8SXsmm+GdXu4o2mmhtJZI41xl2CEqoz3JwPxr239lDRfs/ijxZdg5htdP07ToRz8rA3Dyd+4aH8u/bw3xQZTpMcUSq7T3drCyscDY06CT/wAc3cd8Yr6Z/ZS0/wAnwj4l1HJZdR12V0bttiggtyB9Hhf8c+mK87M58mXz89Pxi/0Z1YVc2Ij5f8E9tooor87PpDyP9rz/AJNX+Ln/AGKupf8ApNJX5QfD+3azs57dgP3NhfRgg5ziWUZr9X/2vP8Ak1f4uf8AYq6l/wCk0lflR4R+9ff9emof+jpq+v4fk/3kfT/248fMdo/P9D6vWrcHNVI+QKu24+YV9CeYc/fab/wkmtatpbMslvqX9n+HvLAPyyXMxjfcQc423ER9gCc81+iyqEUKoCqBgADgV8KfA7Th4h+Kfh8xoTFc+Irm7ud2chbOGSNWA9PNt4B2GGz1PP3ZXzvEM/fp0uyv+S/9tPTy2Puyn3/4f9Qooor5E9g/E69/5Kp4k/7Gi9/9ON1Xv/gUf8U9F/12n/8ARz14Fff8lT8R/wDY0Xv/AKcbqvoDwKP+Kdh/67T/APo56/ScJ/ulP0X5HzFb+NI6i3B4qPUhJNqWh2qBSkl2Zps5yEjjdgR7+Z5X4E/Q2bdenFYmuNNNq2otaIWv7PSTBas4YRtNdSbVUkf7UCZ4JAYevPdRjzS/r0/Mwm7I+zf2aNNWx+C3h65BLnVRNq3mNjLrcyvNGfoI3QD2UV6hVHQ9Jh0DRdP0y3z9nsreO2jz12ooUfoKvV+Y4mr7evOr/M2/vZ9TSj7OEYdkFflX+3R/ydF40/7BWnf+izX6qV+Vv7cw/wCMoPGp/wCoVp3/AKLNdeWf73D5/kzLFfwZEfwvH7l/+vK0/wDQGr0aHtXnnwuXML/9eVn/AOgNXo1uvSv0Cp8TPnI7EOvbptPtrOPYZb26ht9rsRlN4aXGO/lLIR7ivqj9lHRfs3gXWNbbzC+t6xcSqJeqRwbbVVX/AGSbd3Hr5hPevk/W71NP1SC9nERs9JsLrUpGkGSkgUIjD0+RpwfrxnnH3n8LfDT+Dfhr4W0OYEXGn6Zb28xYgs0qxqHYkAZJbcScckmvGzqp7PBxgvtP8t//AG07sDHmrOXZf1+p1FFMmmS3ieWV1jiRSzO5wFA5JJ7CvE/HH7ZXws8F2t/JBrx8UzWJZJ4/DkYu4opF6xy3eRawNnIxNNH0PocfCHvnhf8AwUw/5CHwh/6/r7/0CCvl74MYEWmk8DzJ/wD0TFVz9q39softJeLfClj4O8LPrMvh+6nlTTdFll1O9mWRUyZDFD5EePLP+rmmHuK5XQdC1K38P2Wn61ajw5qEd1J59tqSRzNFmGIgFQWUsQQQp5GcEA8V9nkU4ulOnfXf8jxMwi1KMuh7hceONIslfZOb50OGWzXzAp9Gb7qn/eYVxPij4vTagsWlabHEHupkQLaD7bOyg72AC4i+6rAjzD39s1dL8CLqbRs1lqGuspG2bUnNtbJ6FVPzY/3VI/r0jeGdQhnvLeC4htJbKw82Kx0qERqZ5WKRKZWVt2SjA7VVhuHqM/U0qa5ld7f1+Z5M5O2xxl74f+KXivRdQ1DWNf0TwH4F1O7eRtS8YaszRXL7EgUrp6MltJkRhQlysmccfeO/uPCX7G9t48sbWKfRvG/xcgtyGtjrLnwx4btzjjyYD5bbCSTm3jlU8ds5++/hd+zl4B+FMNhcaT4bsX1+2tkt2127Q3N8wC4KrPKWkVM5xGrBVzgACvTq/LsXW9viJ1Fs27enT8D6ujD2dOMWfK/w5/Y31DQNOFncavo/gPSWCh9H+H2mpC7gDpLezqzSnk/OsUT8k5ycj81v2vvDFr4N/bE+Jvh6xmvrjTdK/sUWo1K9mvJU8yCzlkPmSszfM7s3XHOAAAAP3Rr8Yf2y7AXH7aX7Q1ywz9ntfDu32Zk0wZ/Ld+dchsYHwn09tNtJ0kUrJJBDKwbtulhI/TFfREIzXh3hD/j+uv8Ar1tf/QoK9yg69K/U3FRhGK7Hyad22ea/H7Xk0vw/aWzM6Dc91KykABUUja3sdzHjun5z+AvDzaH4T0uzlXbcCLzZ124/euTJJx/vM1cX8Upf+Es+J1lpaJuVriG0bnIeGMmWXIzgcCVc/T2Feu2655r5DOqt6kaa6f1+bZ7GBhaLl3EFttUYrmfiZqH9k+Cb7B2yXGLdffcfmH/fIaux2nbmvJ/jlqGV0vTlJ6tcOv8A46p/9Dr5o9Q+bb3/AJE3TP8Afuf/AEnua9w+Oa4/aW8ZD/qRr7/0krxK9X/ijdM/37n/ANJ7mvcPjov/ABkx4zB/6Ea+/wDSSqA+9NNgO0cV1OnLtXpWVo1uGUcV0EMO3tWIGPIf+K/sP+wZcf8Ao2Cuut36VyUsf/Ffaf8A9gy4/wDRsFdTbr0oA1bdsGtKFsisiHIxxV6FjQBrRSelXI2zg1lwtyKvxvjAoAvxyVx7Nn40wH/qX5P/AEpSupjeuS3/APF54D/1L8n/AKUpQB3yvjpT94+lQK4p+aAJqKap+WnUAfnj/wAFnv8AkjvgD/sPSf8ApO9Vv2Y/m+N/ixgVI/smdeCM5Gv6r2/H+fpVn/gs9/yR3wB/2HpP/Sd6q/syf8ly8Wf9geb/ANSDVquOwHrv/BLP/kB/HX/somof+gpX3HXw5/wSz/5Afx1/7KJqH/oKV9x1QBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfF//AAVwmW3/AGP7yV4Y7hY9c09jDLnY4EhO04IOD04IPvX0CdM8Vaf/AMeutWeqx5yY9TtPLkPsJIiAP+/Zr55/4K8/8mbaj/2GrD/0Nq+ramQHMDxPrNiQNS8L3OMZM2l3CXUa/UN5cmfohqa1+IHh+5uEt21KOyun+7b6gj2krfRJQrH8q6Gobq0gvoWhuYY7iFvvRyoGU/UGoAlVhIoZSGVhkEHIIpa5n/hXei2/OmxTaI/b+y52t0H/AGzU7D+Kmj+yPEmnf8eeuw6jGOkWqWo3kenmRbcfUoaAC4/5KTYf9gm4/wDR0FdNXnE2vazY/EKzfUfD8kjLpc6g6VcLcBh5sJL4cRsAMDgAnmukh+Ifh9pBFcagumzf88tTje0YnpgCULuP0zQBs6r/AMgu8/64v/6Ca4P9m3/k3b4W/wDYq6V/6SRV3epMJNJumUhlaByCDkEbTXn37PF5b2H7N/wvnuZ47aFfCulbpJnCqP8ARIupNAHK/swf8nL/ALT3/YZ0X/01x19PV8tfso31vqn7RP7S97Zzx3VpPrGjNFPCwZJFGmouVI4IyDz7V9S1ogCiiimAUUUUAfnN/wAFCf8Ak4XTP+xRX/0PUK4b4MD9zb/9g5P/AEfLXc/8FCP+ThNM/wCxRX/0PUK4f4Mf6m3/AOwcn/o+Wvvso/3L5/qfO4z+Oen6mu/RdQXZv3W8g24zn5TxivL/APgnr8avG3ir9qZNH1HV5p9Em0aeNrd7WNA4jAZMsEBOGDEHPduxNel69frpPhvVr5zhLWzlmJ46KhJ/lXtn7JunNF4y8UsV/dWOkabaxNz95nui4/JIvz7c5+ljmFDA5XjIVqCqOpHlTdvdbsuZXT1V1s16mNFOWIhZ/wBb/ofTdFFFfjh9QFfFn/BViaa3+B/gqSAgSL4sB+YZGP7J1LI/LNfadfG//BUL/kjvgb/sa2/9M+qV2YOSjiaTkrrmX5mVX+HL0Z8o/CSRZfESOhDI2ruwYdCPs1zX0ClfP/woAXxIoAwP7Yk/9JrmvoCOv0qpuvQ+Wj1KGrLJNrHh6KNlCi7eaVSMlkWCQcenztGc/h3r61/Zpso7T4JeGpojuj1BZ9UV853LczyXCn8pR9OnavjnxNqC6VqVzqzO3laPot3cSRqM/eKMrfXEDgfU198+BfDo8I+CPD2hKqqul6db2QVPujy4lTj2+WvCzyfLhacO7v8Adf8A+SR6GAjetKXZfnb/ACNyiiivhj3jyP8Aa8/5NX+Ln/Yq6l/6TSV+VHhH799/16ah/wCjpq/Vf9rz/k1f4uf9irqX/pNJX5UeEfv33/XpqH/o6avreH/iqfL9Tx8x2j8/0Pq+EVcjlW3ieaQ7Y41LsfQAZNVYRxVPxYV/4Re/t2laA3iLYpIpwVedhCuPfc4r6aEeaSj3PLk7Js9R/ZF0aW+8dWt5dqou9J8OB7mNT8sc95KpDDIz/wAu04B44JznPH17XgH7J+lLt8bav5Kxs99b6YjYGXiggWUHPoHupBj1B9a9/r4jOqvtMZLskvyu/wAWz3cDHloL+vIKKKK8M7z8Ub7/AJKl4h/7Gi9/9ON1X0D4E/5F2H/rvcf+jnr5+vv+SpeIf+xovf8A043VfQXgMZ8Ow/8AXe4/9HPX6VhP90p+i/I+YrfxpHXWq9Kl+GWmv4l+J+gWrRm6t7/xPG/y8CGKyiM53EZyPOtD6Z8wKajhkSCN5ZGCRxqWZj0AAyTXd/sg6JJeePIL2WLyJNN8PvcXdqwGY7m+nVwxxxuzb3IJHXc3rWtWp7HDVavZf8N+NiIx56sIef8AX4XPsKiiivzA+qCvyu/bm/5Oe8bf9grTv/RZr9Q9Z1zTvDunyX+raha6ZYxY8y6vJlhiTJwMsxAFfkx+198SvCvjT9ojxbqmg6/Y6xpV3p9lDbajZzCS1uHjjIdYph8jkH+6TXp5Z/vcPn+TOXFfwZHSfC3/AFL/APXlZ/8AoDV6PFIkMbSSOscajLOxwAPUmvCNK8Q6rpMcFvpUFxM9xp9qSba3DsCEOPnY7U690erF1pes6nNG2s6ja6Yx5Vbh/t1zn1VD8gPvGqnvX6JKEpSdj5pSSR2OofFTw3o+sXup3TSXtl/aNjaSSWzxi3uLSAi4mUTSukClg1zGdzjGMnIArpvFH/BSvxZ8SLqfSfhho7S3m4J5fhvSpdduo84Id55BDbQg9M4nA499vC/Cf9nm9+K2vWdvZeCrXxY8dqdSu5fG161tZwPK2YneJEkeQHbL+7KfMVGWABI+z/Bv7JmoW9hDa+I/G89ppSYK+HPA1lHodhGpHMXmrvuSB2eOWE9TgZAX5LiCp/tEaK+yvx/4ZI9nLo/u3Pu/6/G58MeMPCnxc8f/AGW8+Kfi7R/AllfFVgi8aaouv6hM27eY4rACOxZuMgJb+YpxjoNvoHgn9i2DxpNaXkngzxd8SpooyINY+J9/JpGlwg/wRWbIbhFUD5V+zbMHhumP0B8A/BvwT8Lmll8L+GdP0q9nQR3GorF5l7dKDkefcvmWboOZHY8D0FdnXyp6x+Yf7XnhXxv+zb4R8J2uneJtK0G01qe6E2k+DdHTTbeLyxFtxKWaVm+fl1MecD5a80+B4ne10qS7nmvLx5J3muLmRpZJHMMW5mZiSST3Jr6h/wCCm0cU158IkmTfGdQvMr68W+P1xXzL8FR+60z/AK6T/wDomKvssjpr2U6nXb8jxMfL34xPcLVeVrS+DOiDxp8VNAt5Rvt7jXWvWEyfdhsFLJtGOVM8KHLcfvSwP3RWLqGojRdHv78xtL9lgeYRoMs5VSQoHcnGAPevaf2NfCZt/E2tX8jif+xdKttJSZgC7TTN51yWOMciO2bjqW6DAr28RU9hhatXrbT8vwbRw04+0qxh/X9WufV9FFFfmR9SFfjl+1wof9sn9o5WGR9n8Ncf9s9Pr9ja/HL9rZgv7Zn7Ro9bfw3/AOitPoAx/CH/AB/Xf/Xra/8AoUFe2yXUOn2c93cOI7eCNpZHY4CqoJJ/IV4n4P8A+P8Au/8Ar1tf/QoK9B+K2sDR/Bc6LMILi7kSCPIznnewx7qjD8a/VpWtG+x8iutjyz4cwza34+1DU5lQSWsDNL5fKmad8lh3ziN+f9uvabVsLj+lef8AwV0tY/Cct+VxJqN1LOc9dqkRJ+BWMMP96vRo4wuK/NsbUdavKT/r+mfT0I8lNIlV+1eAfFHVP7U8aXu1i0dvtt19to+Yf99Fq98uLiOxs5riT/Vwo0jfQAk/yr578IWr+J/HVgJvma4u/PlzzkAl2/MA1xG5wXjzw/Dofgjwu8RffdR3UkisRhSIbpcD8q9O+OnP7TXjT/sRb/8A9JK4T4ut/wAUV4P/AOuN7/6Bd13Hxwkz+0t4zP8A1It//wCklAH6LaCo8vmt9VQKK5XR7ratbsVwWHBrIDOkwfiFYf8AYLuf/RsFdPEPnFci0p/4WBYk9f7MuP8A0bBXXQnLA0AaMS8VajqtC3FWYyKALETVdjbdVNccelTRtQBbRyK5Tf8A8XkgOf8AmASf+lCV0xk9K48yf8XigP8A1AZP/ShKAPQ43qZWx7iqCOanWT1oAvI/oalqpG3apQaAPz4/4LPf8kd8Af8AYek/9J3qv+zGpPxu8WSDBU6VcJ1HUa/qpPH4ipf+CzjH/hTvgH/sPSf+k71B+zJ/yXLxZ/2B5v8A1INWq47Aeu/8Es/+QH8df+yiah/6ClfcdfDn/BLP/kB/HX/somof+gpX3HVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8Vf8ABXn/AJM21H/sNWH/AKG1fVtfKX/BXn/kzbUf+w1Yf+htX1bUSAKKKKkAooooA5m4/wCSk2H/AGCbj/0dBXRXFvFdRNFPEk0bdUkUMD+Brnbj/kpNh/2Cbj/0dBXTUAchq/w70GOxu5bO0fSJfKcltKnktN3yn7wjZQ34g9K4b9mzwDoknwH+GN/eWn9qXj+GNMcSai7XAjJtYyAiuSqAZwNoHH1Nevar/wAgu8/64v8A+gmuD/Zt/wCTdvhb/wBirpX/AKSRUAcf+zB/ycv+09/2GdF/9NcdfT1fMP7MH/Jy/wC09/2GdF/9NcdfT1aLYAooopgFFFFAH5wf8FDrqOH9ozRoXJDzeEcJweSG1Akfln8q4z4Mf6m3/wCwcn/o+Wuw/wCCidmtz+0Vokhd43h8KK6lMc/NqAIOQeCCR+Ncf8Gf9Tb/APYOT/0fLX6DlPL9RVvO/wB587jP456J4okjTw7cRzY8u5eKzIPQ+dKsQH4l8V9KfsnwmWz8c3pXH/E4js1P95Y7OB8/99TOPw6dz8264kVwulWkoDCfUICqnu0becPy8rP4V9V/srw5+Fst7jBvdY1Bzx/zzuHtwfygH/1+pM2lyYB+bt+v/trDBrmxC8l/X5nsNFFFfnx9EFfG/wDwVC/5I74G/wCxrb/0z6pX2RXxv/wVC/5I74G/7Gtv/TPqldOG/j0/VfmZVf4cvRnyn8KefEw/7DEn/pNc19AQrzXz/wDCj/kZh/2GJP8A0mua+grfk1+mVOnofLR6mFDpq654rvLZQ8p1C+0nQZFX5tqyXC7m247JdFj7L2xX6H18KfBS1TXPip4ZMMQMV34luprluMj7Jbzore/7y2hX1A54xx9118vxDL36dN9Ff8l/7aetlq92UvP/AIP6hRRRXyR7B5H+15/yav8AFz/sVdS/9JpK/Knwj/rL/wD69NQ/9HTV+q37Xn/Jq/xc/wCxV1L/ANJpK/KrwmP3l/8A9emof+j5q+t4f+Kp8v1PHzHaPz/Q+sohVTWlFxdaHZtCJo579XfOCEESPMrYPo8cf4kHtV2Jaw/EGpnS9Unv9waLSNHurySJV3PuYr5ZH4RSjHfPtX1VFOU9P67fieTN2Wp9h/sw6e1r8HdLunYO+pXN3qAdejRyXEhhI/7ZeX9cZ716tWB8P/DI8F+A/Dnh8bf+JXp1vZfKSQTHEqE5JyenU81v1+Z4uoq2IqVFs23+J9RRi4U4xfRIKKKK5DY/FO+/5Kj4g/7Gi9/9OV1X0H4Bx/wjsP8A13uP/R718+X3/JUPEH/Y0Xv/AKcrqvW9H+IFj4b0FIpYJnlW4nG6TbBEf3znh5Cof6JuPtwa/SsJ/ulP0X5Hy9b+NI7vxgEm8K31nI0iLqGzTt8X31+0OsO4fTzM/hX0b+zbeaV4T8MeN/Feu39loum/2jHZi+vbhYIEt4IEILO5CjEs0469hXw7qnxN13xRe6dbaLbu6iQ3JFlHtBVARnz51A4dk4MPGOvcc9o/wo8WeLrzTLjXviNpPhqe6U6lYaP4f0+bxB4mWOZ/NVhGQz2jMHzut1VckbgWLVy5xN08Dy/zP/g/+2r7zbBR5sRfsv6/M++/iR+3t8MvAentc2Vxc+Io+Qt5Bss9PbjIK3dy0ccy9P8Aj3MrcjCnIFfMetf8FD/iT8YryTT/AIWeHb6+i8xo2k8KacZ1jOOBJqV7GsMeen/HqcdQxAG7a+Hv7B8E+of2pbfDVtT1KTezeKPjFqv9oXL56f6BCWVuSceZ5TDk+mfpHQv2Shd20MXjbx1rWvW8S+Wuj+Hs+H9MVOoAS2f7RwezXBGABj7274A+iPg7XPhj8QPF3iS1m+JnjrRPCeqXR8y20d5JfFviSVcHKQQy71VxvAVrOIEA9Dlt3LfEK3+Hnwl8VNa33w68UfEPxuscKvrXxSvXD7JFLRyLbuGYjJ+5LHGwx19f138D/DTwn8NLKa08KeG9L8PQ3DB7j+zrVIWuHA+/KyjdI/Jy7ksSSSSSa/Mb9vTSxfftVeKJ2I22um2Em31YwkD+efwrrwdJVq8ab6mNafs6bkhfh9oceswoJ57iKKOxs8w20nlK2UbqR83bsRXb6to1ho/he+t7G2Fk98FshLap+93TMIg2cZJBcHJzjGTwK5r4Uf8AHvJ/15Wf/oDV2WqXCtrWiWhmWJVaW/mRlzviiTafpiSaFv8AgNfpyv7T0/TU+V+wfTP7JOislr4y1x0RftV/Dp1vtXkwW8IYZPf97POMdsepIH0BXnX7POgt4e+DHhWKSIwXN5a/2ncRMclJrp2uJFJ/2WlK+nAxxXotfm+Y1Pa4upLzt92i/I+nw0eSjFf1rqFFFFeadJ8Pf8FLMf2l8IcjI+3Xx5/3YK+YPgof3Wmf9dZ//RMVfT//AAUs/wCQl8Iv+v6+/wDQIK+X/gp/q9M/66z/APomKvtsj/3efr+iPCx/8WJ67ryi6XS9P/eAXl9EGaMZwseZ23eisIth/wB/HUivsX9lfQ/7N+EltqToiz67eXGqs6dJI2fy7d/fNvFB/wDqr4Z8X+LbTQdUvXe+W1v7LSn+ywtlvOmuH2ptRQXdlMA4UE4k6HIr6ysvj3qWn+G9M0H4d/D+7XTNPtIrK21LxXL/AGZAscaBEKW6q9w2FUfK6Rdhkc4rO6ns8NCkvtO/3f8ADr7hYGPNVlPt/X+Z9J0V8T+Mfit8S9LuFvta+MVj4YZkOdN0nQ7QQAnptFwJpmxzzu564UcV5rd/tn/ErRbhU0XxrF4sn3DbFqnhqKOJ8E8ZhkjfkcnAHbGOa+HPePp/46ftmeH/AIG+MF0Gbwt4i8UNawrc6vcaHBHINOidWaMlXdWlZgpO1M4HJOSAfy0+Onxs8K/FT9p74v8AifRbyaHTvEkWhJp0eoQNbTytCtmkq+W4ByrRP9duRkV7X4y/4XF8YNU8W69qPhbSLW714W6ysl1JZbFhhjj2pDIrt820n5nAG7qe3heqeH20fTdat/EFlJpGt27Wn2exv1CyOTdQ73i6iQKOCyEj5uteXLE16VRqcPdukn621fz9DdQjJaPU7Pwf/wAf93/162v/AKFBU/7QWtTmS00u0L+esG9I/wCCSSRtkYJx1BUdOz+4rI06R4dP1ySNijppcLKynBBHk4NVtPaTx18VtOErtIkEhvJNz7tyQKFjcc8AuYG/E9ya/YMZUVLDub7f1+Fz4+hHnqWPaPD+lx6PpVnp8HEFrCkEef7qqFH6CtTZjGKS3jIGAKspCd3Nfmbd3dn1JxnxU1M6X4JvcEB7grbrn/aPP/joauI+BOm/aPEF7fHlbWDYPZnPB/JW/Or3x51H/SNL01RjajXD++TtX/0Fvzro/gno7WPhFrplw15Mzg4x8o+UfqG/OgD58+LZ/wCKK8H/APXK9/8AQLuu2+OXy/tK+Mh/1I19/wCklcT8XmWLwP4Pd2Cr5d2NzHAyVulA/EkD6kV23x2/5OW8Zf8AYj33/pLTA++9NkKpxW1b3WB1rE075YhV3zMNWIAtwG8eWJ/6htx/6NhrsoJhwa88Wb/itrI5/wCYfP8A+jYq7O2m3DigDoYLgetWVn5rGjkqykhBoA2EuKnjmrHS4/CrEc3vQBseYGFcluH/AAuCD/sBSf8ApQlbqTH1rl/tH/F3IT/1A3H/AJMJQB6Ir46VJHJ61nCYnvU8E1AGpG54FTq3T0qiklWFkoA/P/8A4LNH/iz3gH/sPSf+k71H+zKp/wCF4eLGxgf2TOPx/t/VT/Iil/4LLNu+D3gL/sPP/wCk70z9mT/kuXiz/sDzf+pBq1XHYD13/gln/wAgP46/9lE1D/0FK+46+HP+CWf/ACA/jr/2UTUP/QUr7jqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+Kv8Agrz/AMmbaj/2GrD/ANDavq2vlL/grz/yZtqP/YasP/Q2r6tqJAFFFFSAUUUUAczcf8lJsP8AsE3H/o6Cumrmbj/kpNh/2Cbj/wBHQV01AFXVf+QXef8AXF//AEE1wf7Nv/Ju3wt/7FXSv/SSKu81X/kF3n/XF/8A0E1wf7Nv/Ju3wt/7FXSv/SSKgDj/ANmD/k5f9p7/ALDOi/8Aprjr6er5h/Zg/wCTl/2nv+wzov8A6a46+nq0WwBRRRTAKKKKAPzm/wCChP8AycLpn/Yor/6HqFcN8GP9Tb/9g5P/AEfLXc/8FCf+ThNM/wCxRX/0PUK4b4Mf6m3/AOwcn/o+Wvvso/3L5/qfPYz+Oej31tHeeIPDqt9+2nmvEGfSB4ifp+//AFFfYv7OsIj+CHg6Zfu3lgt+PpOTMP8A0Z/+uvirXrhNO1abVnkKR6Xol7I654w7RNuPpjyGx9TX354A0j/hH/AnhvS9gT7DpttbbQAANkSrjjjt2rHPZWwtOPd/lf8AzReAX72T/rp/kb9FFFfDnvBXxx/wVC/5I94G/wCxrP8A6Z9Ur7Hr44/4Kg/8kf8AA3/Y1t/6Z9Urpw38en6r8zKr/Dl6M+U/hP8A8jMP+wxJ/wCk1zX0Fb4Xk8Ack18+/Cf/AJGYf9hmT/0mua9u8SXU1j4W1m4t133MdnM0S/3nCHaOo6nA61+nSjzSjHvY+WTsmzv/ANku0fVvHmg35QxxR+Hbm/kjIIZZ7iW3K5/AzjBxk/Tj7Gr5v/ZR0dYfEnjC8HMVvZ6dp0KnHyFfPkfH1EkWe3yD3x9IV8PnlRVMa0tkl+Ov6nvYCPLQXn/w36BRRRXgHoHkf7Xf/JrHxc/7FXUv/SaSvys8Kf66/wD+vTUP/R81fqn+11/yax8XP+xV1L/0mkr8rfCv+v1D/r01D/0fNX1vD/xVPl+p4+Y7R+f6H1pCM1n6Fpq+JfHE1nEjNJd6tpeiTBs8w+Yk0pUdOIriQ9Oq88DiS813TtDiWTUL2CzU/d85wpb2A6k+wrzm0/aS0T4W61oHiXULOGWK11O91NTql0dPtpo/LmigbJjkmfCyxPtihdiVJUELz9Nz+ypVKvZflr+h5fLzzjDu/wDgfqfqZWF4w8deG/h7pB1XxTr+meHNMDBPtmq3kdtFuJwF3OQCSeAOpr89br9rr49/HqXyvh54a1hdKlYKt7pdmmj6ftK/e+33yyS3Cc/8soLVxxg/3vOLf4KeJvFXjF38VfFBY/E2EiuNH+GNpda5r8Y5Jhm1SYzXMAxkfvX8vkngDn8tPrD7I+LH/BQz4e/Dm1ZrK3u9TkKFornUiNJs29CGuAJpVPZreCYGvm3VP25PjT8elkg+GXhjV7nT5dyR3egWIsbEkEZVtTvVJfAP8EMD+hBPy918L/2D49PmTUdK+Gmi+H7yXa0mv/Eq6Ovaqx3A+Z9kicwo4HQrOh4AI5OPoe1/ZJ0TWJRP468UeI/HJxzYT3v9n6cCGyD9mtRHvwOMStJ69cYAPzMs/hRqfgvxAb3xZ8RvDMOuT3yXEfg7SbqXVLyRnuPnaaeR96MGaQs2CpIbkGvSfCvgf7e0t9baPZrNLcSlr7UH8zJEjAFYxnOMdyp4rxa38O2ek/GfW0sLOCw0+y1u6tbe2toljijX+0rrCqqgAABQABwBX1L8P/8AkXYf+u9x/wCj3r9Cyznp4SLbvfbyVtj5vFcsqzSRgXngiXU9U1K2nvbi4vUsIrSxki/cxrcXUjRhFRCGPzRwnazEEkD6fpJ4J+H/AIb+G+iRaR4X0LT9B0+NQPI0+2SFWI/ibaBuY8kseSST3r4l+DemJ4o+KWgRK3nwXniVrlyxUiJbGItgA9vOtFHchn3cdvvqvL4hqO9Kk+ib++y/NM68tjpOf9f1qgooor5A9kK/LD9uT/k5zxx/2CtO/wDRZr9T6/Kv9uZj/wANSeNBnj+x7Dj/ALZivUyv/e4fP8mcmK/gy/rqW/hMv7iT/rys/wD0Bq6aTTZ/FXiS+0pOYr0WegxNCW8xJrqXbKTjoFSSFsjkAMa5v4RjMMn/AF5Wf/oDV61+zXpY1/4weG2kRfO+06jr0qx9JIYkNrCzZHJAntvxUYJC1+hzqexVSr/Kr/dr+h85GPO4w7/8MfdNvbxWdvFBCixQxKERFGAqgYAH4VJRXhP7Sf7Q2u/CG+0TQ/CHhe18V+JNSgmvnhvtQNnDBaxSRIx3bG3O5lwq/KBtZieArfklSpGlF1Kjsl1Z9fGLk7I92qO4uI7S3lnmcRwxKXd26KoGSfyr4w8G/wDBU74fX91bWXjLwl4q8E3UjbZbr7IupWMZ4H+ttmZzz/0zr37wB+038I/jJGLPwr8Q9B1W7ucwrp4vFhvcnjH2eTbKDzjlOvFOM4zV4u4NNbn5+/tSftleAP2pPEvw8svBEWtEaVcXU8t1qVj9nhlVxCoEZ3EkgqQQQK8/+HUtrFpOlfbGu0t2uZVZrNpFf/UxYz5Z3Yz6fyzXz98EbYWV9pdpIoaWzuLiEtgcMJkzXufhe1sbrwbG2oWxu4IDcT+SpYMzLBGQFwc5z0x619nkVS+FqO2zf6Hh5gv3sfQ7GHxRpWjG2m8OQ2V5qF1rwuf7OZcybbYAISgw5zJDFIM8neT6VseMPjl431G8NlqN1N4dQkeZb2sDQOqnjPJ39M8bhXyn8ZtdvvA+vXXh61uhex2MCRbNTtob2Pa8DykqsyMEbfBGdy7Tx+XrfxxX4Z/C/RbZfBHxFg+I00e0PZ3el3EVuCcD/j+iureEnO7lFYnjPv5WdYqFXE2T0il+Ov5NfcdmBpuFK73Z7B4Q8P8Aw01Z1m1PxNNqeoP8zxXpNque4JP3j9Hr2TQdI0LRLcf2NY2dtGw/1lugy4z3bq34ntX5R658Rb/UGiuodL/smJkHmW9vqN9JHwjsWy95nnYeOBj1PXo/D+kanq1mWudS0ySFv4baSa669iXlK5/A187UrU6avJnpKEnsfpn4l8e+HPCMO7Wtc0/SycYW7uUjZs9MAnJ/Cvkv9q74zaf4xsNE8OafbLHt1mzufO1CQwXEiqwO6K3I8zYdw+eQIp42b+o+d/CPijUts6f8JHdeGYI9OmvfO0O3itJZJFhEojLRIpYMxKkuSSDyTgVh+B9Mt7i+125uIhcT22pwRxSzfOysJgGcE/xNgZbqfxqZV4p2Xl+I+Rn0VFIV0PxAVIDtpUSruOBuPkgc/UirP7NQi1a68QagYBDJaGLT40D7wijLNg+/ydf7g964zxdrH2HSHg8xI0uLeAybx1RPJbA9Pm2n8D9R2H7Hs32vwLr1+BgXWuTMu7+6IoQB/P8AOvvM6rONKNJdf6/T8TwMDTvJzPoaGEKtJ91qX7RHb27zTypDDGu55JCFVR6knpXGa18WtBsbCS8sZH1e2Tg3lsUjss88G7lZIM8HjzM8Hiviz2zyL4nar/bHjrUimWEUgtkXqfkG0gf8Cz+de96Hbw+HfDtlauywR2sCq7OwwCB8xJ6dc18naXqw8ReIDHpEl/4p1FZPNeDwppz32xjypkmlCRIM9SBIv647TXvh/wCKniXUPH2seG/h7YyHckni3UE1u/6klY7c7bQ8DI2xbgRx0G1gc34s1CDxB8P7OLTN2pC1srmG5nt0LwW0hkkIEs3+rjODn5mBPaq/jb4maN8TvjR4117QZZZLAeDdRtzJImNsi22CM8qeQeQSD1ziug0zRPCHiqS3uPD/AIR8Z/HS+jBS31bxDM9lo8QONyRGQKqBRj93sI6YPTHfXHwT8dePo7SLxFq+i+BtGt1kSPRfB9mM+XIoV0eV/lBKgKdqlSBQByXhL9rv4g6Tt8rXtL8TW2ACuoWiOQox914DGc+7buteteHP25rOQqniLwheWh4XztIukul/3mWTyio68AuR05619n/Bn4R+C/2hPgB4L1r4l+F9H8a+IJ7Fo5tb1Owh+3SbZGTd56KrhiEXJUjJGTXFeNP+CWfwq1mJ28Man4h8Gz/8s44b039uPZlud7kfSQdOtKwHlPhX9pD4eeKvE9ncw+JLfTh9mltzHq4aybzDIhCjzQobIU8qSOnPNe8aXfw3luk9vNHPC4yskTBlb6Eda+WvHn/BLb4m6AJ5fC/iHw/4wt1PyQ3PmabcsvPGD5kZPTq6g+3SvC9Y+Bfxn+B95LNN4L8YeGPKfL32hLJLbscH5mltGdSMA/fxx19KXKB+mdvOOATVzzBjivzP8H/thfErQ5jGniSy8RJEdr22r2iSFOeQWiMbg5/vE9K9q8L/APBQCJVVPE3gy6TaMGbRLtJ9x9fLl8vaOn8bVNmB9jrIKkjuMV4n4X/a7+FHibyUbxXBok7gFotdiexCHn5TLIBETx/C5z2r17TL201iyhvLC7hvrOYbo7i2kEkbj1DA4P4UgNiOfPSub35+LEJ/6gj/APo9K3Y121zmf+LsQ/8AYFf/ANHrQB3Qm4qaGY5qmtTR4oA1oZuKspLmsyN6sxyUAfBn/BZFt3wd8A/9h2T/ANJ3p/7MsbD43eLHKkIdJnUH3Gv6qSPyYfnVf/gsY274PeAv+w6//pO9Tfsx/wDJcvFv/YIm/wDT/q1XHYD13/gln/yA/jr/ANlE1D/0FK+46+HP+CWf/ID+Ov8A2UTUP/QUr7jqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+Kv+CvP/ACZtqP8A2GrD/wBDavq2vlL/AIK8/wDJm2o/9hqw/wDQ2r6tqJAFFFFSAUUUUAczcf8AJSbD/sE3H/o6Cumrmbj/AJKTYf8AYJuP/R0FdNQBV1X/AJBd5/1xf/0E1wf7Nv8Aybt8Lf8AsVdK/wDSSKu81X/kF3n/AFxf/wBBNcH+zb/ybt8Lf+xV0r/0kioA4/8AZg/5OX/ae/7DOi/+muOvp6vmH9mD/k5f9p7/ALDOi/8Aprjr6erRbAFFFFMAooooA/Ob/goT/wAnCaZ/2KK/+h6hXD/Bf/VW/wD2Dk/9Hy13H/BQn/k4TTP+xRX/AND1CuI+Cv8Aq7f/ALByf+j5a++yj/cvn+p89jP452l5pbavrWvWkhElvqNpYaQsJ7vLNMjD/gQnQfhX6OV+f/w/02TWPiJZW82GSbxdpskAU87bcW05B+jwyH6V+gFcHEEtaUPJv8Ir9Doy5fG/66hRRRXyB7IV8cf8FQP+SP8Agb/sa2/9M+qV9j18c/8ABT//AJJB4G/7Gtv/AEz6pXThv49P1X5mVX+HL0Z8p/Cf/kZh/wBhmT/0mua9q8TLPJpMENuVEk19aId3Qx+fGZB/37D14r8Jv+RnH/YZk/8ASa5r2vVUe41vw3EkhQR3clzIuOHRYJUwf+ByIf8AgNfqK+OL7K/3anyn2Wj6c/ZT08Q+C/EOojkalrs8obOf9VFDbED0Aa3bj1ye9e114D8J/it4G+EvwR8JHxH4l07SrjVLeTV4LEyb7qcXUslzujt03SSZ80n5VPc15r8Yv+CkHhr4fyy2VhpUdjdbcJc+LLv7EQSQFIsYVmviDz96CMZ4LLhiv5tmMufF1X5tfJaI+nwy5aMPT8z7Irl/HXxR8IfDK1guPFfiXS/D6XDFLdb+6SKS4cDOyJCd0jYH3UBJ9K/Pu8+PX7SXx+hdfC3h/XLDR5BIft91GPCumhegyxeW+nT0kgmtm7lQfu8hoHwBuPFupag2qfEnVvFOsTOUvtK+DGml3lIX5obzWJAzOc8Yu5gcDGeRjzzpPcP2vP26PAl98JfGfgywSa2uNd0i409b7xCx0wRCaJk3/ZHVr5iN2R/owU4xvFfFfw1vtS1zTbnU5/D2raVYXFjeta315aPFbXe55HJgkdV8wDeBnH1Azivqy7/ZYuPgD8JfF3jnwr8N/B/gS78O6TcarBfeIHbxBrcskMLSAkhhFbOWHJjlkXvtwAK+atH8f+LfiJr3iG68VeIL3XPs8V/BbJcMqRRqrOuViQLGpIVQSFBO2vo8jlUVdxj8L3+52PMxyj7O736fgdWNPNrDfXmoa+6vbwPLcx+H4XeRUAJLPPgvjHXeeh688+wfs4/s86t4j8VXTaVonh3R5tJsIDLq/iq2OrTJNMz5kit45EUyEQnL+cm0SDCtkrUviK3gtfDJsIbOM211NDZG2jQBPLlmVJPl6YCsxI9Aa+o/2TdO/wCKd8V6w21vt+stFE6/88oIYotvuRKJ/wA8dq+lzKqoZfUsrX0/Ffpc8vCw5sRG/T/g/wDALun/ALLuh6gVl8ca/rvxBl5zaapci203BOShsrYRwyp6CcSsB/Eea9W8P+G9I8J6XDpmh6XZaNpsIxFZ6fbpBCgxjCogAHQdBWlRX5sfThRRRQB+Kl8APih4gwOvii9z/wCDG6r6C8Czpa+FhNIcRxyXLsfYTSE18/ah/wAlP1//ALGe9/8ATld17Vp6pN8OZLWRHdL64ksSsed2JrpoieORgOSSOgBPav03Armw1JPsvyR8tXdqs36nv37HmiyXnjiO7ugPtWk+Hle4jT7iz3koO4ZGf+XacDpwzZ619hV4H+yPpbDRPFusOAPtmqi1hxn/AFUEMY5z0PmvN04wAe5r3yvjc5q+0xkvKy/C7/Fs9vBR5aK8woor4Y+IP/BVDRPBPxM8T+Frb4ZeIdbtPDmq3GkX1/BdQJIZoZDG7RwE5ZCVJBLDIxwK8KUlFXk7Hfvsfc9flN+2pqljrH7THj2WxvLe9WHT7CCR7eVZBHIsfzISDww4yOornPjl+3novxW+Mz3ser6m3w7XRVA8FeITcaUst0rN5isYWMbysCCpm3xkcExkBq4fXfGnhr4ga14m1fwpow0HSPJt7eOzEEMOzZEg4WFmTHPGCa9bK9cXC3n+TOPFfwZf11PTfDGqaxpPh+9n0i3tJZE0u1YNcyMD5nlvsVUAwxLYHLL1H4b3g6+0rwr4iu9P1jx94j0f+y7K2sIDoVzNZEYQu6s8HzspBtzhmPKkkkHA53wvcW0kOl6fNJtN0dNfG7GBEjz5P+zmID0ywHfFeo/D34a+F/FmnTeIdbhe+utSmmkRBcMsSxeayxMu3ByY1QnJIyTX1+c1PZYSSX2ml/X3NfM8bAx56yfb+v1MW++L/iCa8Fp4H8YfErUL3BKNc6t9oHHQ+U8chYfUj3pmo+Ffjz8SNbt9b8S+K9O8+LTptNSTVtMi83yZGDthbUxKGyFwSOMcg1oeL/gx4a0mQ3OkeL4dBuFO5Yr+5QAHPQPkMvP1rzS8+NviTwBcNaQeL7DxKsKGRrfT7qPVH2LnJKJumVRg84HSvzipThWg4VFdM+ljJxd0ZWj/AA/1j4TeOrG78Z2Yh0iFz5WsWW6azMhyE8wgboeSDlwFzgbjWx+1F4U8PX/wi8W6neaLp9xqNvYu8F5JbqZo5BwrK+NwOT615z8Vf20JfGHhbUfC1zDY6BHqaNZ3F88ck86RuuC6WytuTGQS0jZwpwjZFYHxP+OF/wDFLwHd+EPDXhjVGsrq3S3k1zXZVgYhWUlxH8xcsF65B56da+Sx2Xuni6VWi2l110ST/rQ9ClWvTlGR5Z+zvYX8On6XqUlnJ/Zc2qT2cV5uQoZlS3do8btwIV1OSuDu4JIOPoLwYjXGn+HLUMyJNqR3uvZUijlwfZjGF/4FXy/8I9HvfCvxcg0W7uVnNqN+2J2Mas4iJKggckBQTjnaPSvoTw9b6prkNnpulWf2+6b/AEa3tZRGyXFxceVHEgVyAW3BQMkf6wAHk1+xZElLCVOXq3+KR8nmH8WNzxH4ktfeNPjD4r+z+TLJdjMG5yqCMKYUbIBJ+Vwenf8AGvov9nzwX+zlaLby/F6bxxHq5j2zSQ2pGnhueEltJJrxh0GWKDkkqB08Gtda0n4WfH7XbfxJomnibSbWfTbqwupJoEtruOUK4+U3B3jYwIQsvzHBqh41+P1lql0P7I0dbNGOUW2ZooyOhDSSly654yqQnrX51XrV6uJco07p66/lufQ04RhTUW9jn9U/sOHxRJZWt0p0eO9MSNNIUbyMThSxOGB2leTg819X/tD+Bf2ao3uz8KNU8YalrW0iExwJLpcbepuLkR3Djpykjg+3Jr4T1HxHc3l5Dc3EdtNOp8xZGXzM5yMMZMlgOwJwMV6V4Ns/iDpsdvqrWS6HpTHemqavcR2lpIoxkx/ad0Ug46RoxOcYOa3nCo4+6lfzFdX1Lknwz1qx8N6hdyXvzW1i0bpYwlxs2KjFnYcDGMnAxnrVLwBfWaabqZkuIop7rXEWKJpAGf8AeRkADqepr1u4/aiudE8KNZX+qDxDBO725m8P6QltbOxXmJru5TYffFr0JOcAZq+GvgP8QPFlkIdK+Hvhb4caZMp33usW4vdQkVsbh++8wxtnpsSHAGM8sW85TlRi5Y6Shqra72+SNrcz/dJs5D4i3z6lqOsWEKCVLHRreWTLhUG6WBSWboo5wSema2vgn8Rrvwr4Jt/C2gLea1qck8j7PD2mmZ5JHIGDczkRxMMKBiGcHj8fTNP/AGMtB8I+G9WvdS8Q6pr2rLYybcP9ntiVG5A0YJLAMqnDMVOORWZ4L+Fs3iJdMbV/iLILuWKO4h8O/DuzkmvE3YKfNGryqeRkbOPXvXtvNqObVp1KLdlb+vwOOOGlhYKMty54i8J+JLTF78Q/FnhX4ZwsS8a6xcjX9XGAMNHCx+zoc8brdEI5OOmV0Pw74V8SahFeeHPAHir4y6zhWj8RfEC9NrpygAAtHE+BJF0OwocDaM17H4E/Z3j8N3S3Xhz4HeJtS1F23HU9Xt4UnZjgFy99OjKT3wB34r1q3+Efxj1S+juYPBmkabiNo9useIFQgFgc/uIZvTpn8aoZ4JqXgv4hx+Fbm+8UeOLXwF4c063e4fQ/h/YrAY4wpLIkzfMG2jA2jG48dBWN4Ns/hH4Vuv7Ruvht40v9Zk2+ZqniXw9d6hcO2chtxDqrDAGVAOBX0l4u/Zo+M3jLwvqOjPZ+CbIXkXl+eddu328g52iy56eorVH7PPxkUbzF4GU/3f7WvG/X7IM/lXnYqpi6bj9XpqXfWxtTjTd+d2PI5f2kPBPls1xNrNiRnK3WgX6Y/HycfrVCb9o74bIN0viq3t+v/HxDLF0OP4kFexz/AAf+M1uvzeD/AA7fgcbtP8RtlvfbLbR4+mT16965Dx/8PfihdeD9c0y4+EmvXD3ljPbqbO70+6jLNGwAIFyG5J7Kf6V5yxmPi0p4b7pI29lRe0/wPrn9i26ivf2Xfh/cQOJIJrJ5I3XoymaQg/lXtlfJX7H/AMZvCHwp/Z7+HngTx5qx8B+KtM077Lc2Piq2m0tfMV3yElnRI5O33GbrX1bp+oWurWcN5Y3MN5aTLujuLeQSRuPVWBwR9K+jOMsUUV4J8Mf22/hd8Wvive/D3QtQvhrtuZhHJe2bQW920TEMsLsfnJUM6jA3KrEfdOFcD0L4gfAz4efFSPb4u8FaF4hcfdmvrCOSZPdZMblPPUEV89+NP+CYPwk8QYk8P3fiLwZNlmK2Gom6ifOcApdCXABxwhXgYr69opgfmL43/wCCWfxD0bfJ4U8X+H/FMOSRBqcMumTBecAFfPV26DnyweTx0rwXWP2bPjX8F7u51CTwH4q8PSqS0mqeF5Gm3KDjcZbF2YKR/fxweQOa/bSigD8UvCf7XnxS8L3L20Xi2PWWjdd1j4gtEnaPGMqSvlzcgfxOeua9Z8Lft3PH4qi1fxR4RdtlmbMnQ7hWLAurl9kxXHQ8bz161+k/jr4R+CPidbmHxb4S0XxGpXaG1KxjmdRnPysw3Lz3BFfPPjb/AIJmfB/xJJJNoh17wZOw4Gk6iZYQeOfKuRKo+i7etKwHN+Ff2zPhL4meOKTxL/YVyxx5euW8loq9OsrDyv8Ax/tXsuh61pviOwS+0rULXU7J/uXNnMs0bfRlJBr5D8bf8EtfHOk+bL4R8Z6J4jiBylrrFvJp8uPQyR+arH/gKivCNd/Zd+Nfwfvv7Rl8A+I9NkWVU/tbwnJ9qcnjBBs3MwXnqyLS5QP1Lj6VYVcc18A+Ffjd4z0fUP7P8P8AxOa/urYsX0PxNBHeyISM4lB8u6X1w0gOK7b/AIbw1vwLqsOm+M/BtrqiGMTHUPDl4Y3ZSSMC2nGAcqes+OR0qbAcj/wWI4+D/gP/ALDr/wDpO9Wf2Y1LfG7xbIAdn9lXCbu24a/qpI/8eH514/8A8FHv2lPB/wAdvhR4Ps/Dy6pbajZas1xc2eo2LRmNDCyg+Yu6InPGFcn2xXE/sc/tBapoHjMaTZ+FZdR1U+HY7KJrq98lH2Xs9y0sjMpYKRdsoxvOUBwdx20tgPvL/gln/wAgP46/9lE1D/0FK+46+Ef+CTd1NfeDfjPc3MccNxN49vJJI4nLorGOMkKxAJAJ6kDPoK+7qoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPir/grz/wAmbaj/ANhqw/8AQ2r6tr5S/wCCvP8AyZtqP/YasP8A0Nq+raiQBRRRUgFFFFAHM3H/ACUmw/7BNx/6Ogrpq5m4/wCSk2H/AGCbj/0dBXTUAVdV/wCQXef9cX/9BNcH+zb/AMm7fC3/ALFXSv8A0kirvNV/5Bd5/wBcX/8AQTXB/s2/8m7fC3/sVdK/9JIqAOP/AGYP+Tl/2nv+wzov/prjr6er5h/Zg/5OX/ae/wCwzov/AKa46+nq0WwBRRRTAKKKKAPzl/4KFf8AJw2mf9iiv/oeoVxHwV/1dv8A9g5P/R8tdv8A8FCv+ThtL/7FFf8A0PUK4n4KYEcBPAGnJ/6Plr77KP8Acvn+p89jP457V+ztZzat8UfBs0ylHg1nVr0qOQ8axXcEZPtiSNvY4r7mr40/Y/gl1Px54e1B0MSr4VuLiSFwQyzTzWjAn0IAlH/Aq+y68fiCV8Wo9l/7dJnblytRb7v9EFFef+Nvj34B+H2oPpur+JLU60i7zounq97qG3sfssCvLj32496+XPin/wAFONB0GV9P8M2Onw6i7iKFdcu2uLl3PQJY2ImkOR0EskP4ZXd8yeofcdfEP/BUjxhoNr8O/A2iza3p0Os/8JI1z/Z0l3Gtx5Q0rUEMnlk7tu+WJd2MZkQdWGfI9Q8f/tK/Ha3lvYLHWdB8PtDufUPFl5/wimmrEzZYmys5DenAHDNdspXgqQTv8z17wB4D8L+FJdS8cfEPxB4/0TUJnEumfDLR00zQr2cRyzbZb1AsN3IscUzEvMZTgk5Od21GThUjJK9miJrmi0Q+E/ESeGzdaspjdYdYO0tuKndDcKPugk9f8SByLniTxZ4p8QXV3qEdvdRW+n6bMzPKWsIxHIQ2QiOZWz5HH7w5x0GSKPhn/YPiDUI/+ER8Op4F0eTU1S2sorlrxkVbScGRnkAJZ9ucHdjI5NepaH4B0rWvGBt3ibV7uTWNK0h5L1vMKh5omc7eFGI7lm4HHUelfquHnGUY1ZqzstPX/hz5GpFpuMX1POvAX7PaeLC9jceO/EXxCdnWO50D4P6Ylrp/mrwEu9T+WKTJGN0sitlTz8ny/VHwc/Y9vvBcMEnhfwJ4J+EUewML28jfxFrvP3laQskcLZ5BE1wvA+XnC/Y9vbxWdvFBBEkMEShI441CqigYAAHQAdqkr8mlJyk5Pdn2CSSsjx+0/Zb8H3sgn8Y3GrfEq4BBx4tulntMg5U/YYkjs9wPRhBu4HPFes2NjbabZw2lnbxWtrCoSKCBAiIo6BVHAHsKnoqRnkf7XX/JrHxc/wCxV1L/ANJpK/KrwjEkU2o7FC7rXUWOO5M83Nfqr+13/wAmsfFz/sVdS/8ASaSvyt8K/wCvv/8Ar01D/wBHzV9ZkCXNUfp+p5GYbR/rsfTmqZn1rw/bLIq7biS6kRhktGkTrx6YeSI5/wAa+xf2a9NXT/gf4UlVdo1K3bV8HO7/AEuR7nBz3AmAx2xgYHFfEmvzSzavqYs0LalZaOyWwbO1pLmQqi8dTut19TyMdef0a0PSYdA0XT9Mt8/Z7K3jto89dqKFH6CuvPZ8uHp0+7v93/7SMcBG9WUu36/8MXqKKa7rGrMzBVUZLMcAD1r4g90dRXj/AIg/as+H2m3E9loV/c+PdWiLo1h4QtzqG2RTgxyXCkW8D54xNLH39DXE698Zvip4ojddF0rQvh7ZMDi61h21a/C4PWCJo4YmBx/y2mX2oA/Oq/8A+Soa/wD9jRe/+nK6r2PTdWg0fQ9EmuZTFbQXd3eTKqbmkRJJECgdc+ZLFz7Y75rwjRvtZ8XXTX14uoXj65M812qBBM5vbgs+0cLk5OBwM13+uafr3iHwrq9lYJZynC2VnIxaORZZ7/8A1asM5YskP90fMnXBr9PwH+602+y/Kx8riP40vX9T6b/Zn/b9+C/hvwDpXhnxLqeoeCNXSW5lnbXLCZbaSaW4eVmS4VWTaxkJG4rgccYxX2D4L+JXhL4kWCXvhTxNpHiS0Zd4l0q9juABx12McdR16V+Nfjj4VeNfh5YrdeKPDctrp7LmS+tZFu7WP1DunKAerqo9Ca87Xw7pIvI9RsYf7Ov1O+O+0yVraYH1DxkH9a/Ia+ZTnWlUrws5Nv7z66nQUYKMHsfv5X4Y/G61/sn9rT442ONufEcl3txj/Wlnz+Of/wBdfVv/AASW+JXjfx74w+MGn+JfGWv+JtJ0BbC1sLfWL6S7W33SXQ+VnJIOIscdQBn7ox84ftgaPLov7Znx41N5rGzsbR9MnZLy6EUty81lE6R26bT5sjfvDtGDhT1wavERdag1FbhB8stTz65hiuV2zRRzL/dkUMP1rR8FadaaZo/iCKztobSIlW8uFAi52rzgVzaeIrdoI5Z7e8slkUMPtFuwAB9WGVH4muk8G3lvfaVr0ltPHcxZUb4nDDO1eMinw6pRzCCfn+Rnj/8Ad5fL8ztPEd8lhE10XkjntdAga2+WB42kYH7ySglsbB9wE884yK+Yr3xRrV1GsM+l6DHJHKYl8vRrSGQgPEoEpNtukOJFHzj1JB5B+otG8VaNp95p+peKNCuvFPhn7RawTaVZ3fkyTQwowdNrFVYGWNgdzgYb6EeF/tE+JPCGo/GLX9U8JaE3hDwpfXi3Gn6W9nHarAhNoWURxkxr80cpwpI9K+x4jxH72FBSWmtuv9XTPKyyn7sptf1/VjQ8F+OL1bW2uZ9f0fSkuIVdLKLw1plmQCvTzPsq7+D1UD2OKw5tWn1zxXFpeuavq1/4eudS23Vmt9IUePzlVtqbtoJXjIAr6QXx/wDs5ax8D/A2naR8K9T1nxva+HdPttS1ax1JtEszdi3jW4L7S/nSb1Y7mtmVieH5JrwiP4QtCz308l7bWLTSSQR2sflLGGfeF8wKCxXj5lC564r4CrVVKTUqm570Y8y0icn8P7e0f4oak1rDts4bWRoFkGSoeVXUn3w1eu+djvXhfw58QadoOuand6ndrAwtLW3VTl3ZxGoZQoBJIK4Poa9N1LUtdhtVuZdIi8M2DgMl94suVsA6no0cBzNMp9Y0NctfD1KtT3VfRFxlGK1MXwDp3274xa3qhBJhvre1VsnB3KxI/wDIS/TPvX0l+xvq3h9/id4V17xL4hs/D3h7R/EOo3Nzd6jcx20ObbTrYxKZHYDHmSqcck7T65HgvgLwb4z15Wl+H1jqXjC6ur9r6XUl0g2WkiQLtIjubiRd2Ac7WRT04OeLul6LoXgnT4vBvj3xrD4cv7HxFfXd7J4exeXIEtjYGNIsIWVy25PMC8NG+OhNfa4XFPC4L2MHaTf4W/z/ACPJqUVVr88lol+NzM+PXg2+8Z/Gj4q+J4YoLLwpr3ie8v8ATNc1eaKytruAzXDLJA1wVMv30OIgz43YHBrN8F/Ae18XXzyeG9N8UeOLZ5MouhxGx07BOF36jeRqSwP3h9mUEdCO3vPhHwvZzXjXvw/+Cd5rOoSMv/FZ/FW6Iy20BJhA255FIGd0YUgY9gPRpvhJ458cqh8e/E7UEs+v9g+D4xplpGMYMZlGZJY8dmx19hXl6HXc8Km+FGn/AApcP4o8a+C/hQ6jP2Lw7bvq+uk5wuJZd0kJI53QbV/2R22fD/hvRNQ1Y3Xg/wCE+q+NtXk3MfFXxXvflcE43fZ2/wBYMnhggOSeeK+hPBvwh8DfDWMN4c8NWNhcjP8AphTzbk565mfL/hnFeLftpRfbPhbq75/1P2V//I4X/wBmp3EecftiaH48t/hzoOr+LPFtjqMUepJa2ujaHYrb2VnmGQ5R873wE2jPQV9XzeKLy7g0qDS9Nn1vXdWZIdP0u0+9cSsm7Bc8JGqgs0jfKqqSewPw3400WXUvAdvoNlqUdhpV1dR3FrazFRCbgriNDn7rNukHmjqSvmAj94nuek/ELxH4dvPhn430nRNQtm8HTKdQ+2zLBHcRmLyLmLYm5+uRvKYUZIVsYr5jGUY5nUo6Oybv5bf5HbTk6MZH3Z8Pf2QdLhNrqvxC1S48ZazsVpNL8wxaLbyZ3FY7ZQDMoPGbgyZxnC52j3zQPDemeGdOjsNI0600qwj+5a2MCwxL9FUACvIvgn+1b4I+Mlvbx2F7/ZmsSpvGlX7oJZF/vwspKTJyPmjJxkbgp4r223vIpBnIr6OnSp0Y8lOKS8jklJyd2yVYfaneTUqspHBpw5rUkiEdOWMVN5dLsFADPLpwjp1FAEF3YW9/bvBcwx3EDja0cyB1YHqCD1rzHVP2cvDFtO2peCTL8MvEW/zBqnhNI7USnOSLi32mC4U9xKjeoIPNeq1ynj34qeE/hjZwXHifX7LRxcOIraG4kzPdSHokMQy8r/7KKT7UAUPBPxO13SddvPCfxAi08a1a6VJrFtq+kK6Wuo2kTqkzmJ8mCRGki3R73GJFKt1C/jTo+krrmh6VcXuYdWEUcxvIfllSU4diG6j5iTwcg8gggEfTXxi/be0fxT8eHk1BtS0LQfDela5Y6bHbWTSXL3k1m8B+1BQXQZYOYukXlJ5gaUslt8x+F/FWmXlxY2UMkiyzW/mwBoXCSoAMlHxtbHQ4PBBB5BFeNmTlyx5Oh00bXdz9D/2A/wBrzxr8ZvGWr/DjxfBaancaBokeoHxBHuinlZpEUROhJDjDkiTIOFXcGYlz9w1+Yv8AwSLtTqnxV+MOtSACaHRvD1s4GOGktnLD2OYeg44+lfp1Xp0W3Ti5b2MJbuwUUUVsSFFFFABRRRQBzvjP4c+FPiNYCy8V+GdI8S2Y5EGr2MV0inOQQHU4Oecj0rwHx1/wTm+DvjCSSextNa8KXbDAl0bVJDGvHAWGfzYlA67VQD86+oKKAPzg8bf8Es/FVhuk8IeO9L1qPBZbTX7N7R8jkDzovMU9v+WYx19q+XtQ/Ze/aN+FPx+hk0D4W3Wuarcab9nhuYSJ9NG9sbmuFZUTkdJGQ4GSAK/cCigD5W/4J3/s6eMv2efhJr8Xj97VPFPiTXJtaurO0kWRbXeiIEZl+UsSjMdpKgMADwa+qaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+L/+CuFrNe/sf3lvbxNNPNrmnxxxxjLOxkIAA7kmvp7T9UstWhE1jeW97CeklvKsi/mDXlX7f3h+z179lHxpLdwpLLpYtdVtfMQOqzwXMTpuU8MpwVYd1ZhkZyPy28O+O7rwu6vYabcaHMrcXPhPWLixVF5yotpTIjdeMyDGPQ1lOUY2UnYuMJSV4o/aiivy78G/tofEfSGtraDxxNqLSvhLHxbo6+c/ov2q33RgkkD5gN3bB4r7e+Bvxa8YfFD4X+GPGdx4f02a112xjvUt7G7aKWAMMlSsgKtz0O8fQUaNXTJaa0Z7NRXL/wDCwbG1z/aljqeinPW8s2ZMepki3xgfVhW1pWuadrsJm03ULXUYR1ktZllUfipNAjHuP+Sk2H/YJuP/AEdBXTVzNx/yUmw/7BNx/wCjoK6agCrqv/ILvP8Ari//AKCa4P8AZt/5N2+Fv/Yq6V/6SRV3mq/8gu8/64v/AOgmuD/Zt/5N2+Fv/Yq6V/6SRUAcf+zB/wAnL/tPf9hnRf8A01x19PV8w/swf8nL/tPf9hnRf/TXHX09Wi2AKKKKYBRXlnjX9pz4ceB7q7sbjxFHq2rWuRPpehRvqFzAQM4mWEMIBx96Yoo7kV8t/ET/AIKf2I1RdF8F6ZbTanNI0cNtEra7qTkDkLaWbiHPoGuwc4BUfNtAOc/4KFf8nC6Z/wBiiv8A6HqFeV+CvE1p4X8M3F1cuwddFd44442dm2yTE8KCcDuegHJIFRfEbwZ8cvjd4gHj7xLnwHpcNt9mm1z4jXllZxLZfvTsWxt4leAr5r/62UkkklgMBcW30e01TQ9OgkWTXbc20MEb2cgjtpmku2jSQ5bG0sy45b73fmvvciqQnS9j1T1+bPn8wjKM+foz0PSf2z7b4E+I9Sg0y2sZNSvdJtLKxjuxNfXQeN5i3l2lqCspIaPKS3FuRtHJz8tjxP46/aU+NljNe3tjc+B/DHzebqXj3VB4e06LjobG1IuNpBHy3Ms6E8HgGvZ/2Y/gbr+tWfia9sNds/AdgNRWxkbQ9MhuNQmVYIJDsupwyKhMhUqYCdykhsYr6O8M/s4+AvDuoQ6ncaQ/iXW4iWTV/E1zJqd1Gx7xtOWEP0iCAc4HJr5vOJc2Nn8vyR6WDVqEfn+Z+e3hD9liz8Xaattcav42+MVs7jGieBbCLw14X3FCWWSZjHFMuCf3kb7iD0JcA/UHwj/ZJ1/wbbiPRtO8F/B3TnAVk8M6f/autPER0e/uAsYkH+1DOuT1IGW+tqK8Y7jyjRf2Y/AdncQXmu2Nz481WEh1v/GFy2pbJB0kigk/0e3fHGYIo+/qc+D/APBUu33/AAQ8GQRhU3eJnjUAYAzo2qAV9n18bf8ABUT/AJI74H/7Gs/+mfU66MOuatBPuvzM6mkJPyPk74L2aafrFrax8pDqjRr9Ba3Ir6L+A9muufFjww8UQEc3iG9ubncuCwtreeJW9/nhhwc9AO3FfPPwncJ4kDMcKNYkJJ/69rmvqv8AZBsZdT8faNqEsbQ/Z/Dc9zLA4yyTXE1uRn0ICzD8TjAyD+lYqXs8LUkv5bfg/wBbHy9Jc1WK8/1R9lUUUV+Wn1gUUVV1PVLPRdOub/UbuCwsLWNpp7q6kWOKJFGWZmYgKAOSTxQB5b+15/yav8XP+xV1L/0mkr8rPCf+u1D/AK9NQ/8AR81fqd+1hdwah+yb8Vrq1mjubabwlqMkU0LBkkQ2rkMpHBBBBBFflj4T/wBdqH/XpqH/AKPmr63h/wCKp8v1PHzDaPz/AEPqbwDp58SfEvStPmKhL7xLZwwgNjzYbZEuZUOR38m4BHcccE8fUfx+/a5+G/7Nd5pNj4z1G9TVNWjkms9P02wluppY0IDthBhQM/xEZwcZwa8E/ZN0+PXvid4buxm5gisdR8QR3DjdtaV1jjA44Pl3jgf7KEc15d/wVkhWx+NHwI1Bg376DVrfOPQQAfrLXPxJVcKiivsxb+eq/JI0y2N4Nvq/6/M9E+P3/BSfwhqXwmt9R+CnjrQ5vE39p20V9aa3E9pcwWrBg/lRToPMk8zykyquqh2c5VCR55qPxu+FXiK1S4+InirW/GOtAuraL4wmWSPerdFs4gmntgjcssaHIAIc7Rj5S1Xw/peuJt1DTrW8HbzolYj6EjivNviJ4P0/wX4Zn1TQftGmTQzI7Rw3DtFIC2CGRiVxz6V8JRzCFSSi42bPclRcVe5+iUPx68ReJ447LwF4R22UYWKK4kTciJtwoAXCR47ZYjAqvdfC3x345xJ4v8UNb27YJsrdt4+hRdsYPuN1fL/7PseieMJPHOp+LPipovwzk0eaGKxsWsni/tMedcLIVtrCe3kldBEmTECQZe2RXL+Iv2mtY0LxNqOj6bc3+s2cRP2bWLDxHrMZdMgBzbXd0zqdxHyufzHFenzxte5hZnSaFarY+JntkJZIdXeNS3UgXlwOa9y+FFiP7Q0vzCSmoeI7q9uBIceWlsJAhHt5kER5/vmvnDwJq5Wxs9TvXfImFzO8xJb/AF87MWJJOeuck1kfFrxDqOjnw5ZySW01/LbvPdJc2UdzHue8jQ5SYSITkMR8o28Yx1P6H7dYfKufvFL71/nY+c9m6mM5fP8AU/QvxJ8evC+irNb214viG/RT5ljpLJOYxgnMz7hHAmAfnmZF461+a+v/ABN0g+JNfuC9in2zVbqe107R3E6RI8rMEV1CqedxB4BBGK5b4g3mp32i+F9Pu/Et1rVrqUFhdmx8wpbWjzecrxrAoWNWHlD5lXOD1r1vRvDuleHYdmm6fb2YxtLRoN7D0LdT+J7V+S4zEU5QSte/yPq6cHc9B/4Jy/tHP+zr8TtT0PXPBmoXUfxP17T7C2v0mWKS1l82VEVoGXcwzc5JyAMcZzX3d+0Z/wAE5fAf7R3xdtvH+p65rWgagbeO3v4NJ8kLe+WNqOxdGwwjJTJB+UL0xz+c3wvsxrH7WHwHsmUOP+Enhu8H1heOQH8MV+5Vd+GqOtRUpIymuWVkfAOrf8ErY/Df77wH48a1lUZUapaNFOWzk/v7SSKMKfRrd+gr5V+I3w98RfB/xl4z8PeLZbWfV7eGC6eSzuVuI2jeNSv7wQQbj8pyTGD6k1+wHjr4peEPhjawXHizxLpfh5LhiluuoXSRSXDgZ2RITukbA+6gJPpX5Cft6fHPQNf+L3jfVdJN6kep6VaW9j/aFnJZSyMsRDMYZgkqgHpuQZ4xwc162V0aNLHQrNW31+Rx4qUpUJRR4Z8bPGeoaDceEIraL7VFdeGrG8EHmMiZlUuxYptfkAD5WXB7+viF5qup63eQRxR/aJrhwotra2wZGDDavy/PIRwMsS3HfrX01efCfUPitfeD20zwZdeKZLDwXoaPLNqiafp8AMBOZmIEknY7Y3U8Hrgis7RfD3iu9+NkPwr0nxl4e8LpeW5ea+8BxkxgLG0jRNccTysFTbtkk7nnqG5sdilVnLF1+i18kjWhSVOKpQOC0Xwp8QPCYt77XptL8I20qrcfavFOy0uWQjIZFUfbZBjk+Sp6jrlc+s+Bvip4g8Za4PC/hXX9Z8aXd0PKMMRj03TUKqzllurzz7mYFQxKYhfCnBO3J9k8K/sb/DfwjcNfarb3Xi3VGczS3etzeYrOeWYxjCkE5Pz7vrWp4s8ER/GjRdK8JeB/B2oeKtGtdRWS7j0CJbTT1hjDrLF9rZooA3JUosm7qMV8jDMMLja8adKhz921ovO2v42PSdGdODlKVjx258L6F4BvGHiz4m6N4S1aVwH0j4b2r3ertIcbo2vpTLdAkAAB225PoOd3wd4PjS5M3gD4J28N253t4o+KdwZrlmLZEhtfmZWyOGTbnB9efpn4b/sYeL/Dtrt0bSPA/wAOE27RIsc2r3ci56S7fI5/7bSdfwr0iz/Y51u7k8zVPinqEbNjcdE0a1tuB0A8/wC0Y5J656n2x9X5I4D5tuvgz4j8dRl/iR8S9a1uFx82j6HjTLHHZWCfNIB1ySD09Kp6x4J034b3XhzSPhloug+GdYv7qQHUrqw+0skEcLM4LFhIS2EXlu57mvr+H9i/wmyn7f4p8a6lITnzJNaNufyt0jX9KRv2GfhvcXVvcz3Xiyee33eTK/ia8DJuGG2lZARkVlVjOUJKm7S6FRtdc2x8s3DfGOOPaNZ8FXvo0mmXcR7dds5Hr2qGKX4x8H7J4HuxjlRd3kJP0/dPX1v/AMMS/DwqcX3jBGxww8Wagce+DKR+YqndfsV6Sqk6T8QfGulP23XNrdqPbE9u5P55968P2GbRWlWL9V/kjq5sP/Kz5C8R/EL4g+DLrw+niLwpoq6fqupw6Y17pervMYmkBw3lvChI4PftXI/tMqdS+FviuM/MPsKSdCfuTo//ALLX1p8QP2DvEPiyz06OD4rzTPpuoQ6lbJq2hQyK0kZbAcwPEcEMc4HpXknxi/ZM+MsvhHxDp6eG9K8Urd2E1rFL4f1NVlZmB2s0NysYXBIyFkc4Bxk8V6uFWIVP/abc3lsc9Tkv7mx8I+Lrgz/COzu1b95FDaTq2f4vlH/s1dD4s+JE3g/xh4la70KTW9IbVbqaBNatJbvT4hJO8q+WolWIEeZnLxyNnnIHFef+PvC/jH4W2cvhLxV4W1DwtKbKMvZaskkbTusu4zwFvlZfu5CHGc++PoOHwF4ll+D/APwnMeqXel6XqRtDBZrMi482O3hWdlQbirSsx27wdpGQuTjzKqp4ZqNd6SbSt1vy2X5m8eaeseh5rb/GzStd1X7ZcWeniV2WSWGKG3ktJGG0Lvtpo0WQjAwRGSNvBFeqeGv2wvEPgS6ji0863ZQKqsDpmoXNqqB2ICra363VsFBz/qokHPGCM15Nofgvw21+bPxlpcD63NKzR3nnzrFKnG0ZMhHJ3Y79A20soOf40+H1v4HaW80x1bTGKGSB2Hm24Ulicn5pByeDyOOo6aUa9OnNU6baXS+3yE4uSvI+zfAH/BQD4z+OTeDwF4QXx5ZWAj+2NqmmR2VzAzqdq747wJKDsJ3CJM56DAz6Lpf7fPxt01nTXP2ZNXuAMYfTNUJxzg/L5DZ/A9vfj56/4Jr3k7P8SDKCrM2mNtxgf6ufnHuMV9xw3LN6189mXEGIwOLnQjCLSt3vqk+510cJCrTU23qeaTf8FKNfsV/0z9nH4j27YJP+huV/BvLGeKseFv8Agp14Z8W2ayQaHY6TeCR4ZdM1rXRbXcTp94GIQMePXp2zkED1GObjpX4t6h4ibRvFHiXVHhWV38QXAkTA+bcJcgdPX1r0smzmpmbmpwS5bbeZjiMMqKVnufq3q/8AwUi0WyhYxxeEo3XORLr99cNxgYCWumzHPI67RwxzxzwVz/wUvutWe7h0bVdLnntcCSPSfC1zeNuPQA3V9ZHGc5OwkbDx8wx+fOm+MvDGoZF/v0iXGQoD7mz6Ahh/48KyfBeoaVBrviSX7Va+U86eRLfOVU8v/dyCfqcV9RzM4D7I8bf8FAPFHiS6Fkt/4kMUknkHzLuHQ4oT5kcbl47VHnIxPxtvEwFzncA1cZ4f1LxH8WPjl4Q8HP4gu/C0fiO9vLbUJ/C7SQTTWcVosxDXMzzXMpMhn+WWaSIEbtmXfPz9aeD/ABJ4o+0m10mQBrmZhPMiRQlfOhdSof7wIiI4BHI969//AGOdDu4f2pPhjaXskdzcaZoeqXUrRO0irJ515akgsA3RVHOeCO1eBmOKnTo1J056qMtu9nZ/edlKmpSimt7H3F8OP2N/hJ8M4IjZeE7XVryPaftmtKLtt46SLGw8qJ/9qJEP5nPxf/wUI1a7T9q7Rk0yTyWsPCtvE+ITJGm+5nADgY2qTJGOo5K4IJr9CvHvxi8EfC23WXxZ4p0vQdxUJHeXKrI+7ONqZ3N0PQdj6V+WH7T3jiL9oD9pPX9b8EahINJh0u3shezWJikZQFLbElCumWJ+bCtjI6Hn4PhuOKxWNdeveUeV6u9tbaXPUxjhTpcsdHcwPgX8T/GfgHW/Feq+HvG2reFL24vBBOdJnxHP5QKpvhdXjkCgnG7kbjzzX1d4N/4KVfGHw15MepP4e8bQADzW1azbT7ljk52yW2YwCMdYzyPevlTQPDUHg/TVsZ1jILF38yPfM7HqxYY9h17Vox3GnKzbbRkJPysx8wD/AICcfzr9WT5dFseAfo34J/4KmeEtVmht/FPgHxLoEkkix/atLMOq2iA/xM6MkgA/65V7z4C/bF+CnxLuGttB+JWgyXofy/sN/cfYbpm54WG4CO3Tsp7etfjotrc365huvNjXkJgxgfhjaPzpt5osd5bganFDfQddskC3A/NhgfnVe07iP3wor8JvB3jbxD8N1ZPBXifxF4PRmV/L0jV5o4CR625JhI68FD1Ne8+Av+CgHx18K+THfanoPjqyjG1/7d042c+OMfv7Yhc4HUxnOavnQH6wUV8O+D/+CpHh+QWsXjTwFrWjyOmZbvQJU1W3jYHB3DEcoB5PCN1A55x7p8P/ANtb4IfEqVLfR/iNo8F8yg/YdXkbTrjJx8ojuAhY5OPlzVXA9uopkMyXESSxOskTqGV0OQwPIIPcU+mAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeF/tzW011+yH8VvImWCWHQ5rkM8e8fu8SFcZHUIRntnODjB/K3Uv2dfjl4a+D+nfE678JaXr3gy60ODxA99pGpIkttaSW4n3yRS4YlUPzBAeehI5r9W/wBtb/k0f4vf9izff+imrzXU/wDlFSn/AGR+H/00LWcqcZ/Ei4zlD4Wfl7ol8mqPoN7GCsdxcWkyq3UBnQjP51+rH7EP/JqPwr/7AVv/ACr8yLHwnB4e+H/wzvIpWlk1KPT533ADb8kJ2j2yxr9N/wBiH/k1H4V/9gK3/lXJhmpQdu7OnFJqav2R7vWNqng3QtZmE95pNpNcqMLc+UFmUf7Mgww/A1s0V1HGecz+FZ7H4gWUel63qNo39lzuPtUpvBxLCNp83c2DnPDA8DmugE3i3TQPNt9M1uNerW7vaSn3CNvUn/gYouP+Sk2H/YJuP/R0FdNQBx+reO4LPS7warpmqaSfJcFprVpYwcH/AJaRb1A9yR+FcP8As7+MN37P/wAMbbS9J1HVp4/DGmRs8cPkwKRaRgnzZSqsARg7N59q9e1X/kF3n/XF/wD0E1wX7N//ACbr8Lf+xV0v/wBI4qAOI/ZUmn/4aG/aXlv44rW6/tbRmnjilMkcZ/sxOA5VSRjHJA5zXpHij9rD4YeG5r62h8SJ4k1GyCtc2PhqCTU5LcEZBmMAZIVx/FKyKMjJGRn8+Pi74K1/xZ+0z8eJE8WeDfB3hO31LTFvtQ8YXUzxiVtNhCCKyMgtbliDjE6P1CqPmYN3XhP9kLSvGUNobrRPHXxs+zP5lq3iRz4Y8LWkhHDQ2rBGETZJ3W8M6EHPO75tVsB2Pjr/AIKcf2nqB0f4e6HBe6o5UR29qh8R6gckD/j3sZBa4OQA324kE8x9j5H4wvf2iPi1pp1TxneWPw/8LSbh9q+JetpDCylvuLplosUDHAOI7xJWwPvnOT9keA/2Ydc0nTRZS63o/wAPdGwoGh/DnSorchR/BLezozS9W+eOGBueuea9M8F/AHwH4E1JNV0/w/Fd68qhTruryyahqTAc/wDH1OzygZ5wGA9AMCmB+f3g39jfT/GcFtHqNr47+NUMW9oYLmP/AIRPwtGOMGOH5G4OMGAOpwOMKcfUHw3/AGUvE3h7ThZw6r4b+E+ksNsul/DfSYnuZMcq0l/dxHeegP8AowOATuyw2/UdFID8mf8AgoN8K9K8IfG3w5pmnSalfvNokd1Ld6xqNxqE5kZ7xZXVpnbywyxJlI9qDaMKAKPhqsc8Wh2sgVhMLbarDgtHcTTD8vKz+Fei/wDBQ8f8ZHaNx/zKH/tS/rzb4Uxx3XiLwrEwy8NlJeJzjBUzxZ/KfH4/Svv8jio4Zy9fwPnce71Uj9Cf2U7f/i05vihR77VtQkYMMEiO5kt1P0KwKR7EV7DXnH7OUIj+Bngqdfu32mx6iP8At4zP/wC1K9Hr4/Hy5sXVf95/me1h1ajBeSCiiiuA6Ar41/4Kjnb8G/A5/wCprP8A6Z9Tr7Kr4z/4KlHHwZ8D/wDY2f8AuI1OujDfx4eq/MzqfBL0Pj/wpcT2sOrS2ozdLeXPkgnH7z7Hdbee3OOa+9/2Q9FSHXfG2pR7jGkGnaUo/hUxCeUjHrtuI8+22vz60W8ksmjki2b/APhI4OJHCBlxKWXcTgZUEZ9+/SvfPhX8atY0r/hJNGk8dWvw/s73V3uJm0nTBeXjTJHFbsBdzq8KLi3VcG2yME78kY+/zefJgGu9l+Kf6M+dwcebELy/4P8Amfodr3iLSvCuk3Gqa1qdno+mW67pry/nSCGMerO5AA+prx/XP2uPCkabvCmi+I/iIN6qZvDdiv2YgsBuS5uXhgkGDnMcjccnAOa+b9f8ZfCbw/qkep3RvPiD4jg3eXqOrTy6nLEx6mOW4YpED6QgAdlFVrj4o/Ev4g8eGfDq6PZP0vJ13cY6h5AFP4KTX5wfTH0Jcftk2OnxGXUPhf4/06BQN8s1tpzquex8u9b9M188/tdftV/C740eHfBegW+o3U2lrrMl3rOn6vo91BAYktJ0jEpkiEci+bJGwwWAZUbgqKis/wBn/VvEtwl14y8U3F7JwTBbsX2+wZ+Bx6LXofh74R+D/CuJLTSIZbgcie7zM456jdkKfoBWVWn7WnKne11YqL5Wmfmh4guTZaP4p/4QrXtW0HQtQgnjl0/RdXnjs7mABv3UkavsdMZBXGOTXo2izGC21qRfvJp+psMeolnxX0h+1l8OfA118K/FXiG8srTStctdMnFrqMEgtZJJfLZY4nKkCUMW2hGzy3HNfLizyfZZ4YiBJcC7j+YZG0XMruP++FavquFqUqMqkZS5lpv8zyM0kpKLStv+h99f8E69SPjK38V6+bGOytdPgs9CtEjxgBBJJJ9Mq8HHQbeOtee/8FbtDvtW1f4AnTbSS+vpvEFxp1vbwEeZLLP9nCRqCQMsUxyfSu6/4Jm/EHwPH8LbvwpB4l0ceNbjV7q8n0M3iC+ZQiKHERO5lCRg5UYA6969P/bY/ZZuv2pPhxpVjoeur4b8X+H9RTVtF1GUHylmUEFJNoLBTwdygkMinBGQfOzeftsXUv6fcrP8TqwceSjH7z8o5vFOm2OsXmkahOdJ1azlNvc2OpRtbSxSjqhWQD5vYfUVzvxijE3w51RoyHUiFgynII81Dn8q+urH/glL8R/CPh22+xeLtH1a8SH97YWd1PZIrbuRG00c8bZXJ5jj5PbrXgH7UXwN8SfBL4cSf8Jj4KsvDwncWtrq8VobcXFwxaQIZrO4khmdkSTiaKLhT6Zr4b6rKjWi4xdrrzPX9opRd2eZfDrwTpOveJ7y78XXuraV4Zumkb7Vo9gt/LJm4kYhojPDtGJDhsS4K/6vnj0T9p3wd8CfBeh+CJfhL4r1bWbyUXEeqx60jWzph7doz5BghRD/AKwZRcEL1OM1gD42fD3wz8PfD9ja6HZJqa6dALiWO7nuJBKUG5/IQqjNu3FleaNsnvzjxnxd8VrnxFbyJDZObRv3hW6kOwjkZWNMEKe4kaUZ/irqw9StUbUqdl3f/DsmSjHVM9t8GNFPpunQTASQ3V7BbMvUMsl1KhH5Ma5nx1oeteLvG+qXcZhijt7y5tFNw7kKIrzIKgMc5MRyMJ1PJ4xH4JvBDo/w4hD7JZ9a0shD1ZRdvn9Sv5131j8UbvwB4l10z3nhPT7c67fCOPVlW9u5V+1y58qG0UzoxPTz8Kc5DAYFfX5tisRDA0sLh4ptpN/18jyMLSg686031f8AX4nh2s6FdaJ4u8N6Vd3TXfl3lmis0IiHloFYcc8YkJznnNes3XjrSRfJp9nJLrOqSHEen6TC11O59AqA8/Wu5174b+L/ANoTULPxBP8ADaa5gtotg13xnt8O6ZHCwyHa2jke6lTgnd57DB+6N1Q2Ph/wP4fY6Hq/xK1TxbfsFD+CvgtpS29uzhh8stxGv79c4GXKvkjn5a+VWDdaMHX0a3S/r9D1faKLaicx4K8Uan8L/jP4Q+IuuR6H4aHhiWaSHSPEOqEXs8kkTIpa1tkmnUKxXhkAJBUsuGZfqTVP2iP2jfjt5zeGtK16w0iYSYurhF8L6ZGvTrukvp044kimgbqdq5wnOfDXwH460VsfDP4L+D/hFaAfJr3iuc6lqpXo20IWdSTjCu23Cn1GO4m/ZZTxh+++K/xB8S/Exycvpsk/9m6U2DlW+yW5GGB5zv5444r0acYUoqEdkYNuTuzwC/tfC2g65NF4u+MM+ueIb4lJ/DPwls2lu7zaArQT343zz8gDFxJuwuM+m34F8Fata3Uq/DL4N6D8PDAUdvEHjyV77VBkZDpCNzRSdW2ltuQOBxX1P4d8IeGfh7Ymz8M6Bpug2+AGTT7VId+BgFioBY+7ZJrmpLxv+Eh185+95H/oBq+YR8keK/Avgv4V6lo3h34jeKvE/jS+u7GNY9Nsdtlp/kwAogkVXQHaocAs/QMTjdziwr4a8OftmfDiTwpZ22l6S+ntEbeG3MJjlZbqJ0kQgMsnIBDfNyM10v7Tkn2f4yfDO9b7sy3to5PIYbVAUj/toa891Sxt9K+Jlnc2McdnqWk6dLr1lqUmZNv2Zdz20i8F4fJiYKNwKkgKQo2nycZWbUsO1pKL/VHRTjtPsz7z+DfhrQvjl8XPEug63dJcaT4Pjs7i70Fl41GacO8fnE/et0CKTGMiRmAc7FKSfatpZQWVpDbW0MdvbQoscUMShURQMBVA4AAGMCvyU8PeJvHui+NE8f8AgbUNW1nUTafY7zWTa29pY/ZQ3mKEeZUhnjyW+UMzEkESIVBH2F8EP257TxtE+neJvD19b61bqDLJoNrLepIvzbpPsqhriMfKxwFkXHSRqvLqdLD0Vh4Ncy3s76hWlKcud7H1gkYqVYhXC+Ffjl4B8Y3y2GkeLNKutTY4/s1rlYrsH3gfEg/Fetd2syt3r1TnHBKd5Z9KVGFO3D1oAAg+tLSbh60bh60AKVBpAoHNI0yRoWZgqqMkngAV534i/aI+HnhvVp9Ik8TW2p67CpZ9F0RH1LUBzjH2a2WSTORj7vWgDb+Jnwr8J/GLwrceHPGehWev6RNyYLpMmNsYDxt95HGThlIIz1r8bPj54buvgR8cr/4MaTePc+DrO+hvbMNqVxIywNi5SN4hIItyOCCSmTtDdTmvtv8AaA/4KIad4b0/VtJ8PTQ+HtYjt3VI9TXztUMpwqhbVCY7blvv3kkbLlSIZQQD8J+B/wBmX44/GT4gHxk3hee1LuXW81zdbRHfu+ZnlIklDBmbzY1lySD3rzcdVw9Ok3Xklba7tqbUozlL3UbM9va6hHax3kcckbXcCL5qhgC0qp07g7iCOhBIPBNfKOl6xfLpuo3FtcQ2yQEER/Zo2dt79N+3Pf1/Kvoa6v8AUrGbxZomsvYnVfC2tm1uJNPLtFI1pOGdlVxu2kwsORyK+btPWS38PaocsnmCL2yu+uPL6dlO+uxpVeqPqb9gv4oXHg/U/GqyW+mXL38VgTJf6tBpyjy/PUKu8YdiH6DGNvJ5r7a0740X95taHwdNfqef+Jdr2lyk8Z43XKAnv1Ax3r8l9NjvdD0eS/0y88nzIY2lUIrA8d9w9z0rU/tLW1sYJnNjMsiKzLJp1tJkEA4+aLH61wZhkccbXlXuru29+iS6NGtHFOnFRP12X4oanCuLn4aeMIBjB+Swm/D93dtX5QeLNF0/T9H8Z6hrNzNbaoPEl1Z2uj+bEG85SfMeRdjNtQPgkMASQAe455fFmq2chxZaYqhsgLp0UJx7sigCsvxFpDLYzajM0KvPKtwkcO0ALLuJGe4BTAAzwSfUVeW5S8vlL3vittfp6thWr+2S02G3GmrpqmOS4jSb7v2eKRsk9sr82T+Ndp8L/iDoPhGRWuNNurYNHuF4LCG8kLjl8HMJVP8AgTbfQ4xXJf2TO1q7xWqKmwktEOvcNnO9TjjB9/U03QbOOSxjeUM6sWO1W24O4jIPY/SvoalONaLjI5Iy5Xc+3PhX+0V8It0R1fSI9UuVIy/9qKh+piuRboeTjarSdDXlvjT4naTo/wC0rret+EbLUdJsE06SP7H9vnhELyz+bKENmWcRu0jv5aMoy7HcBjPgGqWduvh25eOBdyiUqzgM4xLbjO76Ej6E1H4KuNZs7O6fSdT+wMzhWVVUs2Bxye3PavHpZTRpzlNSdmrWbf8AX4HRKvKyR7H4g8UXvia1ubZNNtYredmZ4/JSyimYnIMnl755vTMswYDsOgy/AvgW7tFuby7vFe6kVItih/IijQYUBiPQDr6fU1wcy6/cXn2m51mZbhvvMsIUn8sVvLrmtaI0F7d6hNrWk4UT+Yv72AZwSoJ5H6fTrXq06MaK5YHNKTk7s9Us7G4t4ci6aRO8dqfM/MdP50G+jWX/AI8IQRwS6jd+QAH6VX0OTTNYsYb2yvxcQyAMgUbG9wSeAQeK1mmuo0AWHKDoz/vf1PH5VRBCsJ1FQxadF65kwYx+PGKkt7ARtlLoM4PSBuf1Ip3ltefPPBj/AKaeYV/nkflT0s7RWI88n22nH0zj+lIBXuJIyoe2X/enXcx/HipPL+2YaRJFHZt3yj8/8aljWWNSsCqF/wBltxP+fpUn7yXBljU/7T/LQBXWxg3H9/ux0AGM/iabeWS3UarNaRXCKdymZBLjH1yB+FR6trGjaFGJdRv47JD082QLn2GeT+ArhdS+OOmRzGDw9YXOuT4BDQRsi8+pYbv/AB3HPWhJvYD0fw3qHiHwbI83hTxP4g8GPJy7aFq01pG/IPzR7vLbkD+HnpXsmi/8FB/jR8MoZJdW8aeHPFlqI1WKDxPpa278EA4mtmjJOAeSj8npXyBp9z8UvihO1vo1qY4uUK6ZD5zKQfutNysbf77pXongv9h3V9fePUfE2rwxJMN+Xla6ldTyMhGCqfQiWQe1aq63YH2J4M/4LWeDZ76Kx8YeBNQ0wq6xy6hoV6t9bnj5pFWRIXAz2547nv8AU3wL/bo+D/7RnjB/C/gjxBc32trZm9+z3OnzW+UVsOAXUAlflJ7YYYJ5x+cOrfsv/D/wN4V1e/1nTrnxBpljbx3KwxO8M7yJu3grEyRkNlAPlDD5ssc1f/4Jqa5oXib9tTRLzw7oVp4ftl8GXgubGxYOiSfaPvFwcsSrR8thugwMAVoncD9jqKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPFP21v8Ak0f4vf8AYs33/opq811P/lFSn/ZH4f8A00LXpX7a3/Jo/wAXv+xZvv8A0U1ea6n/AMoqU/7I/D/6aFoA/PrVP+SXfBz/AK9NO/8ARdvX6N/sQ/8AJqPwr/7AVv8Ayr85NU/5Jd8HP+vTTv8A0Xb1+jn7EH/Jp/ws/wCwFb/yrzMH/Cfqz0Mb/EXoj3aiiiu4885m4/5KTYf9gm4/9HQV01czcf8AJSbD/sE3H/o6CumoAq6r/wAgu8/64v8A+gmuD/Zt/wCTdvhb/wBirpX/AKSRV3mq/wDILvP+uL/+gmuD/Zt/5N2+Fv8A2Kulf+kkVAHnn7NPhnR7z9rX9pLXJ9JsZ9as9U0iC21KS2RrmCN9Lj3okhG5VbuAcHvX1jXzD+zB/wAnL/tPf9hnRf8A01x19PVotgCiiimAUUUUAfnD/wAFDgP+GitIPf8A4RED/wAfv68w+HITTrdtdkYqmneG7jdyAMNMzkn/AL9fzr07/goh/wAnFaP/ANiiP/Q7+vIPBOvadpulajFq9/b2mmSaRa28v2lwEAe5nWQkdT8rjI9BX6JkVvqt33/Wx83mF/a6H6x+B9Hbw74K8P6U4w9jp9vakYxgpGq/0rbrw+T9sDwU1w4s9F8calZrgrf2ng7UjBKCMgxkwgup7MoKnOQSOaVv2zfhZZ+X/bGpa34a8xtivr/hnU7GLPcebLbiPjv83GM9K/Ppyc5OT3Z9HFcqSR7fRX5F/GDxt4d+IXiTxP460bxpeT+Mh4jv7TTNV0LxFPHPaWEdy6whFjlwsRjijYArg789ya6n4G/Gr9odY55NL+KUWt6bp7Kq2PjLS47wXLMOVa4i8uYYA67j96vFeaYeDkqt48rtqv8ALodPsJu1tbn6l1+L/wDwUKur1f29dYtbi5uJbQafDPawSTO0UIOlur7FJ2ruZOdo5I9c19ZWv/BRLxj8O/F3hHwz8T/hzp00viTUo9Otda8J6qzRMzSRpn7LMm9ceYD/AKw5zgetfMX/AAU408WP7eGhziMIbzwks5YZ+b5L2PJ/794/CvZwVWnXnTqUpXTa1+Zy1ouMZKS6GRpFnNrF4mmWt5HZ3U2rySrJJEJV2rBOGBQ8MCHAOf71eIP8QtY8P+KLRtTvbq60W8a5mt00+7wdvzS48udJETLN91CmSTlhkmvYdHvhp+satqXLNpq3EiKp6l4bg4x3JMIA/wDr14J8Qrf/AErwwdodf7Sjh2N0IYgH+VfS8S4mdJUaK2av91/80eTllNSc59v1t/kfRXgHRvHXj3w2/jLw14a8QXfhiKd4bfUrHRDPKXjALlo7e5llUjI5CYOeORg41n+3V4v8N6ld2a6xZa0tnLJG9rqVteLL8jEEOTbl1PHIJyO4zXJ/s+eH/jJ8cNBk8DfD7UNRvPDcM7SPpseo/ZbMFwpdpFaWJJOmf+WxGD8tct+0V+zrrv7OPjiXwt4pGkXF9PZQ6ijaXJ5sXlvBfDBJhiAYPE3AQDhTzXyPtH2Pb5ddz6A0H/goBrWvaxDYnTdJsfM4aaK1vbzyzgncUCxnBxjBI9c1m+Ov23vF1rd31hFc+WsJXypNM0iOzlk+VnbEk890oBVeCYM5PIGMHA+Dn7IPxj8Y/B2y8c+CbLT9Y0K8urvytOhvIUnjEdzJE5eOYQqBlGI2zHjHAPFeEeLrPWZvE2pWN1YtPq0D+XLFYJ5iqRCy8srMoOWH8Z69axdWqpaq0e5ajE6L4vfF7xn4h1yfRNXhlsdSWO5gmOqTi9u408oSOquUWOEMCVPkxRtgkFiuFHo9vdxWcOo3LxNM9lpesXyKvrG04P8A46zda+f9a1K58QfEK8vrtZluHtL6d1uGDSBtssZDEEjPy+tewG8P/CRa5akny/8AhDvETnHu04/PH9K+myXFToUK1aW6Ufvd0eVjaSqThDu3+jPYP+CfOnpqP7eWhTpbRW5tPDV5eSRwrhUd9yHt/wBNAM8f0r9jq/GT/gnj8UPDPg79q3xd4m1S6nubGHwlJZ26aTZzX808zXNs+EigV3bCpJk42qASxAGa+pvjF/wVV8MeEY7m30C2060uVDKsmrXa31zuBwCtnZO6npylxdWrjoQDnHhwk6keeW71+/U77KPurofetfn5/wAFedUsvGvwd8LeCvD91Dr3jCHxXa303h/TXFzfR24tLxTK0CZdUDSINxGMsPWvmvxB+2N8W/j9qS2aajd+H9Bv3dINV8UXMui6NuERk2LFZqGbKI5CXFxcIehPIB4qHTvAl0x0e+8WeJvjDcq6s3hf4f6eNN0QNggrKYtqMuc/vQwOMk8mmpKWzHseIal8MdLi1a5Gta/pvh6/ubkiGysz9vvCpZygWG237WI8v5ZCh+9nqoPqngz9lDU9Zt2vbP4fXX2JSXOs/Ei9/si1ROh3WVuxuOByGM5X2xnd7X4L8G/EWxthD4L8J+D/AIIaeyhPtIgXVdWdDwN7n5WIGWw5POB611kX7Mmg69NHffEPX9e+JN+reYF1m9eOzicdGitoiqoMZGDuBy3rQrRBu580TeAfAHhvW7KbTfGV18TfHNje219aeH/AGkBrGJEuEdxujDK4VFfkuDkLu6V7f8K/C/xUkW/Ph3wl4R+GF5cX9zd3viDVoBf6yzTyPIjKijYCscoXa7EdemSK7Xx1ay6RN4Y8H+CLqLwDa3k9xdyzaLYwJhYowdixlCg3M6EnHRMd6pW/hX4j2l1NLb/Fe5ZpmDP9p0GyfcRgAnaq/wAIA4xXm4rNcPhqip1pWduzehrTw85q8Eb1r+yxpHiS6S++JXizxD8Tb0OJPI1W8aDT0b1S1iIVRnnBJHAr2Pwz4X0LwdpqWGgaPY6LYoMC3sLdIU47kKBk+9eIQ6X8XbVR5fxH0S76n/SvDG09OASlyP5fnVXU/iV8VfA/iPwZb61c+EdY0fWtai0m4ax0+5t7iMSK7BwWuHXOEP8ACe31rKlmuDxE1ThUu35P/IqWHqRV2j6OabC1n3l4FUjNUpb4nPNZd9dHaea9U5xby+Ayc1wkl8P7b1pv73k/+gGtq9ushua4ia4zq2p4PXy//QaYHz1+11fCz1L4f6myPIlrq+GWJdzkNsJCr3OFPFcfq17Bq3xC8LvZSx3MWqaRrmnjHRjJYyRBTxwd0mMHoRg969g+NHw5PxM8OrYxXf2G/tblLu0umBISRfUAjqCR7ZzXzDNpN18N/iH4XudQ8RR3F9Hq2b270thdrE0smXkaPKESlWPyHhgvXAxXn4qh7T31uk196ZtTny6DL7/hIdLhinsfFmhaqsirILSxvBZzgkZwYYiqbue+STnrU1v4/wBeubM/214fvLqxhbc8moaWLqFNvO7egjxj1Ib1r7P8QeHfhsug2UXhDxDdtcWsCR/YBpt1cGQhQCdkcRaNzjldvHAwteO+IfGNr4b2LqNhqlq0gJCXlhJakjjnEwTjkV4Ecwhifgo2fno/yOt0XDeR5NN8ZvGtnpbCLXZtStIzP5GnaxAmp2UKea42x21yJY4xtH8IGOuQeR9O/Av9nXxt8VvhVoHjbTvjV4k8GXWrRPIbLRYRbwQFZHj+RYXjx93PAB5696+PPHc2kTs0vhsrZRSNtktDe2pVOpLRLHMzLk/eBXHJPHOf0x/YbuTJ+yv4DLcERXS8e13MB/KpzzHYjC4OFXDS5W5W6PSz01uVhqUKlRxmr6GJp/wB/aG8Pn/iWftR65cALhRqWlC479zJM+TjvWD8WJf2rvhL4B1nxfcfHyz1Wx0mD7TNaroVrFJKoIG1T5JHORX1rHJuxXjX7Z7H/hmPx6M8GxGf++1P9K+SwfEGZVMRTpzqXTaT0XV+h31MJRjBtI+XND/4KEeM9Q01Jbi58VR3PlRybf8AhJrRfM3AncB/ZLBQSDwWJHvVDxJ+3F4q1KzvJ5U1jEUJkSO98V6iysyryGFjJY5DEDjoOm3k18iL4q1HRVsI9MulaM2UHmxGBJ49wU/eznGPYVpT/E2GfTLyCbQ7GSWSFoTPbzMpVyCMhGBB/Adq/XFJnzzR7JcfHbxf418Jy67/AGX4Tdo4mnb7ZpI1Z4mTIzu1NrjcxwCTkkkDnisuz+MmualeLpfiLWdQvNAa2lij0e3Ii06M7ImJ+xxbYgMPIpKx8K2DhRxzHhL4e+I/EPgyzsVhe0heJ42lv5AsaKxbmNVLMevQhec816BN+y1q2qeENX1eKHV9ZubKxnuomsYPJgDpFkYOCSf3a8bskjgc4rzMVjKEfclUtfTQ6KdOW9j6L/4Jx+FNOHxM+K9+2n27T6KmlaRZTvCplt/LhnjlCMRuXdsTJGN3U197SdK+AP2Ifi54U8EzfGPUJ7i41C41LxTcT2tro1pJeSTwguyOqRBgqnecMxC8deDXQfFr/gore+HdUttO8NeEbVEmz5mo6rqMF19kDDEZlgtpTsyxyVaVSAMEAnj8uzLL8XmGYyVKPSK102iu57dGrTo0U5Pv+Z+efxWaTUPHXjPW21HbHf6/qYSG3mjDuzSZ3eXv3+WwkYbiu35SAScgc1qjCLRRGEjhYwxpIpPzFlOen1Ndj4P+H+m+NNOk1vVL6aS6up3dreNljLHdySW6c56ZqTUPBOl6O0txaQxoLdgBHKfNbcDjk5x19AK/YacVTioPofOyd3c5i7t2fwqjMZRst04cfLwAODn61p6NbFNNtXWc7jEvyQnn7o681R8RTyXwi05E23M3O5mwFTOSefofyNa9vY20MaxifcEUKOMZx71p0JGyXBVxm2TI7yrlj9elYniyQt4csxnAYQtt7dJ/8a6eNLhiI4I92SAAh3k+lZniTwlqc+pafojyxPeXW1kjxt8uMFvnc9wNz9PQ+nM9UUnuSNp8XlSL54f5SML8uePU1U8MtKmhW22MFAzkMy7v429elepQ/DfTFZPNvp2+X5lRRtLezEZx/wABrlZPhf4k0RZE0a4sb60LEpEzFZFGc7RnGfzo5kSc/dabLqENzHJIywzIw28DBJQ5yc5GY14rO8K2fhuMGLW9W1HRrjo8UUZCOc9nAYj67ce9bl8uu6PCJdY8P3UEZO3zFUOMj1I6D8atQ614KWNBeXF7qU7Ef6JaW+Oe6/PjJ/KmBoaR8OdK1pXWz8SXepQHrDb3aOQM5+ZcEjp3A6V0Fh8HfD0MbfaNOe4DMGMtxcOjfgQRn8jXHXHgS88Zqi6P4Xt/DdtGcx3F5K6SSZI5K+v1Ujrg16x4N8Nar4c0VbTUNRfUpFct5k/zBBgYUZycDH6mpk/MCXTtF0nSbeK1tEaC3jHEcY+Uc56kZP1xV+NHX/j2MS5/uH5v15/KqGueJtA8OxltTvbe2fG7bv2sR7Jyx/AVxWofG+2uHeHwxo93qbqcNMyeVGoxw27lsfXbUWbA9JEdw2DOFI6ZmH+TWfrHiDQPDsYfUb+G077S+Cfop+Y/lXn+g6F8V/isM6ULiKzk6HSI8Rf7X+kMyx5A52+bnkcc16b4K/YPuLh0ufFOrQwFjueO3JuZjznO4hUVvUFZRz1quXuM841b46WXmNb+G9MuNYmClvMEZRV9+hbj6CoNDtfiz8Uty6RBNDZTHbu06EOoU8cTsdgI/wCuikc+nH014H/Z/wDCfwfvNb1XxVqOl6jpTTrJph1dI447JV3sTtOIw5DKCyqP9WDgZNS+Jv2xvh9oU0Om6Cb3xbqUhWKGz0W1JBYj5VDNgHsMJuOTjHXFWXRAeTeEv2E9WvrkXfibWLa3ZvmfJa8mYg4weUVcj1MnYV7dpX7OPwz8B6JK+rW8d9Zxq3m3Gu3KiBVPcxjZCCOzbAR69KboPw0/az/aKmsLjw34Nh+Emgq6zLf+IZfLlfIZcMjoXdMNuAEAGQDnpXtvgn/gkXo2r3kOqfGP4k+IPiFfgMTZ20jWtrGWP3QzF3Kjn7uwcjgAYNWb3A+fPG37X3wx8JWsmmWFw/iWVU8hbLR4N0OMbQu84Qrjj5S30q34L8LftS/Ha3tbXwD8Mofhn4YxHFDq3iRfs4ihK/I6LKoZ49uDmKF8cc+v6Y/Cf9mP4VfA3DeB/AmjaDdAsRfR2/m3nIwR9okLS4xnjdjk8cmvT6rlQH5yeCP+CRb+KLqDVPjb8VNZ8X3nys2l6MxhtkYfw+bKGZlxn7scZ5PNfZ3wY/Zp+GP7PdpLD4A8Haf4fkmTy57yMNLdzLkHa88haRlyM7S2M9q9NoqhBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHin7a3/Jo/xe/wCxZvv/AEU1ea6n/wAoqU/7I/D/AOmha9K/bW/5NH+L3/Ys33/opq811P8A5RUp/wBkfh/9NC0Afn1qn/JLvg5/16ad/wCi7ev0b/Yh/wCTUfhX/wBgK3/lX5y6n/yS74N/9emnf+i7ev0b/Yh/5NQ+Fn/YCt/5V5mD/hP1Z6GN/iL0R7tRRRXceeczcf8AJSbD/sE3H/o6Cumrmbj/AJKTYf8AYJuP/R0FdNQBV1X/AJBd5/1xf/0E1wX7N3/Juvwt/wCxV0v/ANJIq7zVv+QXef8AXF//AEE1wH7N7Z/Z3+Fvp/wiulf+kkVAHJfsvnP7S37Tx/6jOi/+muOvp+vl/wDZd/5OV/ad/wCwzov/AKa46+oK0WwBRRXkX7XWqarof7L3xT1HRL+40vVLTw5ezwXlpIY5oSsTMWRwQVbAOGByOo5pgeu1866f+2HZfEi1nl+E/hm48a2ccpgOt6jdrpemhw21lyyvckjGeLfBGMNyDX5W/D34j/E/R9H0vWdC+LXjLSdRuoI7i48zVZLyCaRhuZnimLKSWZic9yaytG8SfErwRNcXGjapYxXcjyOdQ0tjp946OQTCcK0bRggFUdSI8YTaCRXFHGUW2m7M19nLc+mP2ttW8U618crW58WXelT3p8NARQ6PayQwwR5vvkJkkdpGzkl/lHIG0YyfPfA9rb3llcy6hYf2iklzaRwQxHbKyRyhyitglSXjfoDxivKfAPj/AFP4heJtWvNWurq8vLe0e3llvXR5t4juSwZlwGxkc7R3616d4Q+JkHwnv/Beq3j2CFHubpU1C/8Assb5N5GgLiNwBiYHp1C+5H6Plc1DLKlRPZP9X+h83io82KjH0PcvAfhH4nzSFvDY1LQNLkwVF9clIlU9CFYZYdTkLWH4i8F+I/DetG/8d6Tq2tWgX5rmG935APBaXD4Xrwdp56ir7ft6adHdSW39mac0qqWEq6zvgYZ5YOsBJAyOQprK1b9vaNtJvL+ztvDd1b24bf8AZL/UbtxgEncBpyIMAHrJj39fhOZLdn0Fmd1pGt/A3xNpv9n6j4YsbI9FOrWgmdec/JOdzKR1zuXHauTe48L/AAh+IXh3wt4b8Qx6to/iYXckVj9ojuZbOaJEZT5qne0bKJBmTcdyj5u1eA+Pv2hV+Ih1O4h0SdmswGubjQ9Mi04RuzFIxJPJLcM4aRSu7yEx6DIdfFvhvqvizVpLjWtG11PDMMxkgZ7OLzbl8kFi0kmWLEAfNuJ4wMDIryswp0cRh5wna/5Pp3N6MpQmmj6m+Pl9b/8ADSf7NUd5dxWdjF4riubm4nkEaRRpdWZZ2Y8ABQ5yeldx/wAFTvAl7qPxh+GvxW0022peErrRrnQDqNnMsii5RLydFJHBDK8m0gnmJ84wM/HmqeCtMitb/VtTlutf1RYJHa+1a4a4kJCk9WP86+ltb0s6b/wSv+AgkH7y48WX07c5yGg1rb/44FrTIoxowp0Yu/K1r6u5GLblzS7r9DyLxJqxt9Lv44pPsn2nxBDp9zdq8SGOJ7W6frKyp0D4DMoOTyOtcH8VvDr6dp/he7t9ZlnWTVoBGb7RpbYIcN+8Mod4JFBHRHzz6ZNfR/7EEcWvftNaZb3S+ZFH46f5Se8eh6sy/hkDirf/AAV4+H/hvw78XPhpHomiaf4f/tazvLi/k0mziga6kR02vJtUeYwHALZOOK+gzyUsViV71lTutvRfocGBgqVPb4rHlXibw34P8L6PZG28SaT4lawiSOG6s03iNkUAZuh+6hbHPzSKfSvn74mfEj/hLdQeWTWdSu7u3j8iGS+1CXUDsAkAjDSsQiDzpThGYDexHWsqDwn4y+J2oS3Udtq3jCdUzNdBpLh7eMEDdI4LLEoyOZGAwRW7o3wdttSvl0288Qpc3bFG/sPwbbnX7zOCqkNCRbYYnBP2jcO6nivnMLg5UV7023/X9bHpTqKWysbfgv40s3hWDwnrni28m8P2zPJFpV/Ncpp6tJI8kuIIvMjYlnbDMgznkgV718O9W+HWvRpEIde1GaJC7RaVBHcW6KBnLtAX8pfeQx457AmuV0X9l7U/DelrqF54Y8O+AdLUEnX/AImavHdS7gcfJaxBYQT1Ec6yezdM7djo3gLxEYtPFz43/aEubVmWPTdHtzo/hy3PUAKm1IsHByjFTwMU8Rl8MQ7ym16MUazhsjyTxt4V0O5+JOq3GheIPKF8ksdr4d023Gs6kTIzSPF/o7NCAWYgHzi6hgCvBx0dn4N8beHm1zxJ430U+GbHUfC+s2tnHqEyxs0kkLOV8rcXjG5ujYPzADNfSnh3wL8UZdNNlpcHhH4I6BKAsll4Xsku9RZQP+Wk5AQvgAbxk8k9cV5R8StJ8DfC34iaHp3ibSNd+Kev6hH9r/tLxJqRlgtwXIYiLGzb8uSCpAVV5xmvTpz+r0XSi/ddr/LzOeUVOSk91+p5tpujR/FD41W/wvn+I9xr/g541mJ8OwR6dp0kscJkcR2sYEIYFQvmBW4X6bfqPw18Efhl8I7OS+tND0+2Nspd9T1MiaRB3bzJCdv/AAHFeAyeJtHuf2xfh5f6Dax6fp76T5QsViWD7PuiuV2FE+UcMrDGVYMrKSpBP2t+zDD4d+JHx18U2uviWe/8GLZXmk6XPFttpGlUt9uP/PV43GxM4WNgWwX2NH8nmFGvjMbHD06jUHG71839/Q9GjKNOm5ta3OC1H4Q+LP2il0220jwLLeaDZajFdy33ixH03TrpQjjagdGmlHz53LCyHH3ule2+Gf2PfFS2MdvqHjbTPC1mvyrp3g/RI1EQwBxLcF1J44/cqADjB619XLiQZFSrHX0GEwlPB0vZU9vM46lR1JczPn+1/Y28OOoGreMPGutf3t+rJZ7vX/j0ihx+GK3bf9kD4TxxbLjwxJqfQl9V1W9vXJHfdNMxz/jXs6p0FPWOu0zPGP8Ahjz4MmRXPw+0lnXIVmEhIz1wS3FSH9j34MMpA+HOiIf70cJRh9CDkV7LsFLS5U90M8LvP2L/AIY3H/HpZ69o5/6hvibUYV+uzzyp/Ef1rlvEn7BfhvXJNMmtvHPjKxuNLvE1CyWa8gvIknQMFZllhLMBubjeOv0x9O0Vj7Clzc3Ir+iHzSta58o6v8A/i34eUnT9R8L+NrdSTtmWbSLnbzx/y3jZv++B9OteZa54j1DwzqyaT4x0K+8F6pKcW6aoYzb3XX/U3EbNG54Pybg4xkrjmvvus7xF4b0nxfot1pGu6ZZ6xpV0hjnsr6BZoZVPUMjAgitrEn5dfFj4zadpvh+7tvD2uW8+tyTQW0UloguVgMk8cbMSAYwyq5YKx6gZBHFeKw/GLxj4HhuLbW7uHVpbhmkGtTWnO0YyBFGVUAAnqcrtY7WVd1aP7QXg7R/BP7Q/iTw74fu1uPD2n6ypsFgcywwI0LStbq2SMxSLLHt7BAOucR/bo7JtOnlXcE1Ky2/LkhjcxBSB7EivHxWKnQqpR1XY6KdNSi7nDeMPiXea7bym/bUNQWQbVV5AbbYcZ3QoFR/+BhvrXm/ii5m1bRS95cRw6bCR5cDKyAf7igbR+HrXS/Ce8EPhC1d7SCZ2klbzGGW++e3QdPSq/wAQo4tauIobjeYFTIMzBgpyeA3GB7CvT6nOedXutax4gtwr3ms6vABsDXdy7RDpxycY4HHHQVhahpslnGkkixpuONsZP9a6f+xbCxLSQav9mYfwxThf5kH+dY+oy3WpSQWZvIb0l8h1X5h7kgdPx7VcUo6RQ9xL60gh0HQZkVEnmMxlZWIY4cAZ7DjIBx619a/s5/tHad4J+FujaJfeKfFunS2rTARaPf6IkcatM7AJFeLuOc7iWPJPoa+Wb63WFvD0GSER5EyeuBNjNT6xptrDqGmJGylWmwQi+XxkHr9a4MVhKeNp+zqbXv8AmbQqOlK8T9AbX9rbTuPJ8c+PmHY3Wn+HZx/5AZefp/KsD41ftBr46+D3irR38W6tdrcafIfst14USPeVG4KZopyqcj72CAPevie78OxScpb7FHXHz57ct979RVW38LrHc27PHtt2kRXGRtYFscKRknk87sjt0xXjRyHD05qpHRp32XT5HR9anJWfX1Lvi7xlYeIB4W0izsZ4tN0rTYYnQlTJcXTRKZZAAOF3fKo5OFz1YgYN9eTWbR3Ftb/YpYHG2SSTzJEPVTg529M5GP1Gb+safBb+IrCztfKgTyXDEx5B+aUHcRy2QMc1Dr2km109XDiQK4UMGHA9P72PrX0dOMYxUVsccnrqdJ4Y+LHiLwbIssH2OV0YysyxPZ3OccgzWzRykccZYjknjmvetG/b58ceHNN+zaje6tZySBxHJMlrqMcf7sMoUMkUucsuTJNIQD6ivn2a1ZbSUSQRIoQ/eXZ29sVj+O8OtoF+Zy7YA94oa4a+X4XEtKrTTNYVZxTcWdtofijU10e9e/1OFbTUr6TVJIbm7do5JJAAXaBXWPcQBy+76VZh1jw34isV07U9SFxbhtwVrv7LGnpiOPEQx67M1wFnZ6PJp1s8jWwkCDeN5Vs98jNWbK+0SNlAit3jDBm822ZgBkDJyucc12qjCLukY8zZ7Ro9n4eWzgTT7rzLJUxH5HMfHbfjJ9/lrRisjDJ5lhDapJ2kgwZfzb5h+GK8Z0vXvsPiWG58PaZdPazsouNPjjYxMO7IxJK/jwPXHA92Ta2BayrAT28sq3/fXJ/WiSsScb4g+G1v4m1IajfGW1uSoRpQwjLgdyMZJ9/YelQS/Cnw+0gKahrEQxgpFcDZnsRlc13sdlfRbgZCFHXc28flz/Khmt+jQea/95R5Y/IUczA83tfhHc2swk0/xVdRuDlS4IYH1BLDnntXU+FfAUvh27ur+7u5tT1C4ASS7v8ADkKOy5yQOB37D0rp42STAh3W3sq5/wDHutSx2csb8SgE8n5iD+XWk5NgRbLbjMe5u/l5Ufr/APWqVdnSFhEemNuD+fNZHiDxxoPhfcmq6hCkwGfKPMnPQ7Vy341wmp/HY3ULjw9ok0iDKm8u2EUKkdz6jHqy0KLYHqi2s6kjcQvfnIP4Vg634q8MeFpJH1C5s4LrqyqAJT/wFcsfyrzuTw78TvGFhFqD22uS6dO4Ecfh/TpSr5BIxIAAy8YLBnA717F4J/YZtpoXn1XxFZtNHKUZbFftuyRWw4LyBUPIwVMWRjrVcvcDyzVPjxFdRyL4b0e6uWjx5lxMoSKNf7xIOcfUrS+H/BHxc+KkytaC8s7V/wDlrYJ5MI5znziVVh/uuxx2NfWul+Dfhb8JLBrzUtPsdE+ySNHDeeIJkklcL1eDezbVJPCoFz/d6VzmtftkeF7zUzoXgvRNc8e65MWit7XSLZ1EzY6KcGQ891Q9M+maXkhnz58L/wBn3SvGHj6HTLrUvtlozXCXeqW2ZyLqM5eFWlUK5KZfd5bAbkILZr6s0/4NfC34U6bHfanaaciQ4A1DxDOsiqw6FRIfLRvTYq/qc858J/2Lf2i/HMltc+HvBHh74F6M67U1DVSZdTELABkw/mzKflHBWLovPGa+mPhz/wAEifh/aX0WsfFPxZ4g+KWt7VEgu7l7W2ODnGFZpiB0/wBaB1454vlbA+YvFX7aXgnTbwad4ZtdR8a6vISkVvpkDLG7/wB3cwyfqitVnw9+z/8AtcftB+MIvEGneHV+EmkmyksIn8RXBg8pGZZHJgZWm8xtqLvEKj5QMjBNfqr8Ofgz4E+EVitn4L8I6P4ahCspOnWaRyOGILbnA3Nkqv3ifuj0FdnTUUgPz5+H/wDwSA8KTX0esfF3x/4g+I+rZV2t4pDZ2vT542Ys8rjPRlePgfdHb7G+Ff7P/wAOPgjZi28C+C9H8N/J5b3FnbL9plX0knbMkn/AmNegUVQgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDwj9uua4i/ZD+Kgtdnmy6NJAfM6bZGVH+h2s2D64r8tf+G1/jfon7P+qfCS/0DQte8LP4c/4Ru2uooHW7gtvs5t1wUcB2VNvJj52+pr9T/wBuBo0/ZP8AiU86yNbx6Zvl8pC7CMSIXbABOAoJJ7AE1+R81xoGtXVtdeAvF2h6tsYMbDVrg2ly7BgQFVwm4EAjtgkVyVq0qbVloddGlGondnX+IrG40v4d/CSyvIXtru2gsIZoZF2tG6rAGUjsQQRX6KfsQ/8AJqPwr/7AVv8Ayr8tta8Y+OvEnxGht/EthDY6XbX0CwW8XlkQSCSMEB1Zi+4h+p42ds4r9Sv2If8Ak1D4V/8AYCt/5VjhIuNKz79C8ZJSqadup7tRRRXYcJzNx/yUmw/7BNx/6Ogrpq5m4/5KTYf9gm4/9HQV01AFTVv+QVe/9cX/APQTXnv7N5/4x3+Fv/Yq6V/6SRV6Hqv/ACC7z/ri/wD6Ca88/Zw/5N3+Fv8A2Kul/wDpJFQByn7Lv/Jyn7Tv/YZ0X/01x19QV+NXx/8A2nPiB+z1+2P8Yh4J8Sy6MmoXmnNPa/YoLiK5ZbCDaD5sZCtjIGGU4Jr7f/YH/ac+Kn7S+j67qvjbwlpOm+HbXbDp+uab5kBubhTiWJ4JHc5AwS6kKOgBzxotgPravNv2mNLXWv2cfipYMCRdeFdUh+VdxBa0lAIHqD0r0msXxpoZ8UeDde0YYzqNhcWgzjH7yNk7/WmB+Cfw1vmuvA+kOcDEPljB/usV/pXSySfLXC6bo/iTTdNtvCJ8DaloeseCzcQeILqziu/tU8pnlfM5IeBI0jaJRlEPGd5DV12n6beXGkT351m2S2hKqZprZr235OMtdWQkjTPPUdu1fLYqj7Ko23ud1OXMjjvgeyw+NvHhJwqyTfkI7qvSta+DPiz40eAdNvvC9j/aSaP4QudZ1BGnSLbCl7dRkKXyGJEOQuMnnpgV5p8LMp4t+IBV7edvKlYPZTedE3+j3Ryr4GR+A9MV3Ft8SNb8F/DrwM2k+I7zw9Hq3hCWyu2t76O2jnifUL7ckgk+VxgtgbWYc4Ga+/eJdDKqa6Sv/l+p4ns1UxUn2t/X4Hkvgf4d3fxA8daH4d0Gzt5tY1O8FtawzFVidzKoVSG+XH14+nWvYvjJ8I/i78J/B+rReMfh/qGmWBsZo2vktGa2hGwgbprdp4QeeAZFzjjpXgHhP4lan4F8aadr+g65FY3umzfa7O+8ne8MgbK8NGQWyM58sqMdDXukHxKtfi9qiX3jjxbdeJ7rK7bu+vjqLKQDjy7aVo3TA/55xActnGefksRyRip1It2PWjdu0WeUWvii503TfEVvaNctp+qTW6vPDEWgfyrx5cF8Y6YIwe9b/wAHV8nwLZn+/JI3/j5H9K9k8eeDfB/jL4W3knhfWNU1e/ZVmg1E2DW+nQkbhi4nm8uKFWIbl5BjbnBCmvB9PbTfCGn2ui6h45guLiImNdM8E2J1K4dySSr3MhSAA54eBpsEjjrjnpqWLpSai43fVNbL0Kk/Zy1dzrfHGoR2fhHWGkkSMvayxpuYDLFCAB6mvpD4ofEbwldf8E9fgV4X0vWYtV1XR7qO+1SPT43uY7ANYagpE8sYZIn8y4jXY7BvmztwDj500fwPqqQxa7N4CTwR4cjeMXfi3xrjXNQt43cIG+zzmKF1BIORbhgCSGJwD3um6R4K8XTQNpugeOv2gNRhGIb/AFm4fTdDhOeBEGKhFHTYQy4LY9vSy9Qo+9CSlZ628uhhWvNWasc5+z18V9f8GXlx438M2txqviGPxkjW1vp1gb6aQyaPqUTlId67sK7HcSQuNxDgbT6t8RrX4kfFfWrfxZ8U7rwt4PjhjaOz1T4i3sF/d28RYHNvYxiO0U5xlHjyflBLclnWHwG8ca1qw1K71nRfhjZCaO5g0jwRZhWhkSGaEMJSFCsUuJQdoIO4d+R1mn/Bn4S+Db5b/XPsut6z946h4t1AXc7dRkiU7epJ4Xqc+mPQqVPaTlN9XcxjHlioroeWafa/D7xI0NlY2njj9oi+spdtvborab4bs5gMYVRsigVjuPAZTyec5Pqvhfw38VvEGmvZade+GPgr4bjkMY0vwpp6XV7xw0csrgRhhknzIxnPr1pPi14+8M6h4c0rQ7fxXY6dY3mo2ttO2m6mkEkVurhiEdGBQfIoJGOCR3rHj0HwBHxZfFnWbNdxkKw+NXYE9Tw8jf5615GKzGnhJKE4t37K5006Mqiumd1ov7MngLT9QGq67b3vjvXMYOp+LLttQkPtsb93gdvlyK9NjMNjbpBawx20EYwkcSBVUegA4FeK6X8O4tU/5BPxe8WzFl4EWrWtyMevzQsex5zWR8WtJ8afCv4f6l4k074m6xqH2OW3Js9SsbKRXDzxoRuWFWHDdiO9cdPOsJUqKmm027aruXLDVIps9v1C+bY3zcYr5A/aiuDb/F74cXuSPMju7cnsQAvH/kSvqO8umaFq+U/2uBMmq/D68iiMzw6m0SopALM+zC5J4zt+nrXs1I80JR7o54uzTOD1SSG18c4hU2EmnaTNrNnfxYaWCWF3kkWMMGAUx+aSmNpZ92Mg59O8KyasPEVt478FeI5rC9gT7PPr2ra2EluY8bo0SKPzGU5yTG8IjbcSUJGR5Fdahb6t460T7O433Wm6xp80cp2SRObORNjg8o4Z+h5zWbrHgPUZ1h1PTfEl/rtw6LltS0W7kdSF+UC5WNsdAPvDFePSjOK91qLtu993ovuOmVuuqP0c+En7f11Gn9m+N9LgnvI5BGl3b3ltYy3Gd23EVzKkUhwuSY5cnP8Aq06H6G0n9rD4dzRwHV9Zk8JNIoYHxPaS6bDnONq3EqiCQ5/55yNntX4u6Xe/ELSbeSW70fVBZxJ+88qVbgnA+9sm3Oe/AYVn6T4+8SeD7ea/8N+IdQ0OaR5p2k0u78pHbzZ+SEdUccD1GAMA9D6VGtKWkrPzT/r8zGUOx/QHofi7R/EUPnaVqllqceA26zuElGD0OVJ45Fa63ANfkr8I/wBj3wl8dvhT4f8AGniXxB4qOv6zG93dTW9/EF80yMGZFaJgu7HOOeTzXo+j/sMjw6Yz4e+MvxI0Mqcg2usbMHGONirjoPyrxqnEWApTlTm2mm1t2OhYOrJJrqfpL5wpBOpr8svjl8EfiZ8Jfhf4g8ZWn7SPxK1H+yYBMLG51m6USkuqgF1n4GWzwPbjrXjnhn9qjxrq2loZWtXu1hhYG98TeJJJZg0YO95Dq6LuJ7BcDsAMV6uDzDD4+DqYeV0nbZr8zCpRnSdpo/bHzRXK+I/i74G8HK58QeMvD+hBMbjqWqQW+3IyM73GMivxj8bfHLxle6TeXN9omgzLHC0gbULG41dGK5YEnULi6DYxjnI2kjvWNoXxt8eL4EfVE1dvDzi3mljufD9nZ6KFwxb5BbQx5O5Qfl54rv5kYn6/+Iv2rPBGj2Ml1pqat4lhQ4NzptiY7LOcf8f1wYrQdVPMwwrKxwp3V8i/Hb9v7xB40kuvCfw7tb6bU7u3Pl6b4Xsn1K9kR1IUyXsbeVCmDuLWq3ORgCaM5x8Inx9cL4nfUfEd1e+Iro206R3WpXL3dyh2xnKvKWY8bsjOcZxnpX3F/wAE5tPNr4u+N7bdkdvq9ppMaDhUS1E8SKo6ABdo4PQD2rwczzSWAoTrRheyVtd7tL8LnZRoKpNRbPHPBH7EPxn8fzWF/q1tp3gGJZBO9zqVwLq6bKFQI4IwVjAViuxyMc855byS+18aLfeOtA1HWbXUbnw5qt3bW9x5f2drpLUuUl2bjgsYc4BOCQOeM/sw9fg/4j120vNQ8aJN5N5datq149rZW6s8scjSLh87Suw7mxg7j5Z4AIJ+byXH186qVXiLJRtay21fz6dzrxNKOGjHk6jdM0vWbbwLbxWqTQW15bhhNErEDLbvvDoT7djXM2+jQQyLba7azW92y+Yk9xKUEqEnkE8Edf1+le+eFLW503w3pdnCYEmjtY45BCcOWCjd97nrnpVrUtHj1eELq1lbXMYPH26ME/h/F+Vfe8x5B4C1n4ZtST5iuMdAXb/H+VPt9f0yxYx6egDOQNtvCdzenUZr3C38J+F7VlMWj2yt3McK4/DIzWj9jihhYWEcETY+WOOMRsTjpk/40cwHz1Mk+uanZv8AYpLeG3bzGkuF8vOTngd8kfWp/EEdvHrGkIpZh5xz6HBHSvVdW8JX15GBa6Z9hSMFpTMVO4gcAbSfevH11OzXxDc3GpboZLdjFFBtb5cZBJAHB/z6VadwOn2sMiAxr/u8N+ZqOaOfMJkAI86PmQDP316Z5qvH4m0yXiO7EX+9Gy/ritjRZNHuJme/1m0t7RU3N++G5jnG0LyT+VJjOT1La3ji03g7djAgH/rrVrxNGP7IlaLaoVlO3Yd3X159fWuv+H/hOy1zVL3XbjTwNL5g0+E/u96huZWxgk8Y/EjoBXpDeH9MuLR7RLJYIZBtZIlB3D0JGGP4mpuo6A9Xc8ehhmaMMHzGRkHO5Tnv3rN1TQ7W7spIoIY4JywZZo0CYYeoHXv+dejXnwL0vzC+n38+lSHn93KSB7YPP61l3fw18T6LcRy2d1aa3An/ACy1CMxg/wDfJyf++qfMhHN6X4j1vTV8j/hHNM1APt8xrOELLLjuTgknj0rqNL+ImlaLdi21DTrrwzcsPmEtuQORnHyjcf8AvmrdppfjzUgtsi6X4atujvp8eZGB/Fsn8RWja/BnSFuPtWr311rFznJa8kIA/AHOPYnFJtdQOrhuILi3jmVRdxzIHSXaFDKRkEEckEd81OjLJhI0eDjH7rBz/X9a57VviR4X8IRrbyalCxjUKtvbnzABjgbUyF49SK4zUvjlqN/BjQ9A8uKQ4ju9Qfy0Y5xgKCAx+jE89KnlbA9U/s3aw/fKp6/McH8qxfEHxA0DwmXi1DUUknUcwf61x6fKuSPxIrmdA+B/xV+KhVr0ahBYScZcfYbXa3IJ3gOy/wC0scnH1GfZPA/7C+jaaIptf1ISyAZNvp8QOD0w0sobcPdY4yCevFPlXUZ4VqHx0u9QhZPD+gv5ZbYt9duIoQx6bucc+7irmg/Bz4s/Fba8wvbWwk5Hy/ZIBg9CzbSw/wBpFkH9Prt9P+FHwHijurptI0O6jQKlzfS+desvorOWlYew49q4i4/bAh8Wax/Yfwv8E6/8QtaZSUisrSQA84zsVWkIxzyo7c9cUvJAc94G/YT0rTfKl8QaoJ2By1vZoHzx0Mkgwee6xqevPPHqGl+G/hB8JdPh1gyaJZBXZIdT1K7WeYyRsVcRPIzMGDKwKx45XGOONjw3+yj+1t8c18zXNR0b4M6BNnMKuJb8xt0IEZdlYd8yRHk8dh7r8Lv+CSfwh8KXw1bxxe6z8UNeZxLNPrFy0Nu74+95UZ3Nk9pJHHQfWuV9QPknUP2wtM1rWG0b4c+Ete+I2rEDZHpdpIFYk4wAEaQ84/gwcjBrqvCP7Mv7XPxwt1LWei/BXw5MzSgXLeVdMpcliI0EkqyElm+bys4J4yM/qV4L+Hvhf4caSmmeFfDul+HNPVQottLs47dDjOMhAMnk8n1PrXQVXKgPg74Z/wDBIP4YaLfLqvxI8Ra/8U9YJbzTeTtZWkmfukpG5m3A5PMxB7j1+xfh58JvBfwl0s6d4M8K6R4Ys2ADx6XZpAZcDALsoy592JPvXWUVQgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxT9tb/AJNH+L3/AGLN9/6Kavnnxh8Bvhz4m/4Jp6X4m1LwRoVz4j0/4V2+oWur/YY1u47hdKRlk81QGJ3KDySDjmvob9tb/k0f4vf9izff+imrzXU/+UVKf9kfh/8ATQtAH5q+H9Fm0v4afDue4iaOW8uLWdS3JaMrb7T+PJ/Gv1A/Yh/5NR+Ff/YCt/5V+cmqf8ku+Dn/AF6ad/6Lt6/Rv9iH/k1H4V/9gK3/AJV52ElzU233Z3Yxcs0l2R7vRRRXYcJzNx/yUmw/7BNx/wCjoK6auZuP+Sk2H/YJuP8A0dBXTUAVNW/5BV5/1xf/ANBNed/s5N/xjv8AC0f9Srpf/pJFXoWsH/iVXn/XF/8A0E15x+zm3/GPHwuz/wBCtpf/AKSRUAfnB+0N4NtPFP7YPxhluZXjEF5p64iADNnT4O57cV96f8E4bOLTv2fb21hBEUPiK/RQTk4BSvij4xN/xlt8a/8Ar+03/wBN8Nfbv/BO05+BOp/9jJqH/oSVotgPqGiiqGua9pnhnTJtR1jUbTSdPhGZbu+nWGJB6s7EAfiaYF+vP/HH7P8A8NfiVP8AaPE3gbQdXvgnlrfzWMYu419EnUCRf+AsK81+IX7dXw58G6XPeaXJc+KIoxgXtuY7PTt2Pl/026eKFwf+mTSHkYBJAPzDrX/BRH4kfFS8lsvhnocl6cuuzwjpj3/lnGNsupXqR28LA87ltp0JPVgBvAPzg+GHiK8jsPE+sXt5c39/dqgluLhzJI5KTKSzMckkHvW/438F6n4x8A/CL7BHCsNr4YkM91eXEFtbQhtQuwN8szqi5wcAnJwcCvWtZ/ZV0zwPp8DePvE/hX4MaYVDtYJqs2ra3eRLkkSIXELsC2MwRAD0/vW/hz4XTxVH4dXQ/g3ffEaz0LTDp2map4pY6fpoH266mE+1/luAY5YcrszkMMevVOrGVCnRX2b/AI2/yMYxaqSn3t+B4H4P+Cen+INUaC0vNU8ealHtaTTfAumSXEUWcDEt3OqpGM/xKki9OfT2i1+A7/DW3W58Rz+B/g1b9BNq066/rnX5WVWPkg4B+aJUI5OOBj6Gj+FvxO8QaXDZeJPHtr4I0GJdsfhz4d2gs44lJ+6LlhvHfIUYySa8j+MWleHP2c5/DUvhHwTpmu63rV3JbSalr8j3U+8hQuHduGYt2IGFI71ycySNjxbxvbeE/Hvxk+G2mW/iLxd418P6lcwWdzqXiRpI1kLzorJaZC7I9u1doHygjB6Y+3tH8F+Bfg/o89xpOi6X4etLaItNeLEA+0d3lOXb8SetfIPxy+Is3ij4ifCfVZ7WS1utN1hkmuIlPksVuICNmTlWwMmNgGAZSCysjt9pfC/xHodx+1l4W8PeK7dZbCXSJdQ0L7RIogbVYplwWT+J0j+aPdwrHIG8Ky/I5nRlj8TRownaMk/w8u56FCSpQlJrVF6T4B/EX43aLLZRaLD4O0K5eM/2l4m3C5ZVdX3pYKN5GVxtmeFvbGCfYNK/Y5huowfE/j7xDqh+XFtowj0q2XBB48sNN6jBmIxjjI3H6Lh2vU6rX0WEwdHBQ9nRWhx1KkqjvI8Usf2OvhJb4Nz4Wk1g4ALa1ql5qGceonmcdefrzXZaH8CPht4ajCaT8P8Awvpi4A/0TRraPOBgZ2oM8V3ap+FP2j0rtMzm4/h74Xiz5fhvSEz122EQ/wDZak/4Qbw7sKf2BpYRuq/Yo8H/AMdroab5YoA881v9nf4XeKFZdV+HXha+3HJabR7ctn1zszn3rkNa/Yf+Ceu2kltN4Ht7SCQgmPTby5s0yDlflikVeDyOODXunSik0nuB8u65+xA1vG3/AAifxG1mwGSVtPEFtFqkA56bh5U2Mccyse9fMX7TH7J3jqz8LtD4n06PWNHilW5i8ReE0kmksJF4Ek1qw3quCQSjSDBOSuNw/T+imB/OT4x0O3+HeoaZq3h7XX1z945TVraBo98p3cfMGR+n3lJBGQQDyfYdLjvfAM00y3Ooa3o0jbnW5maeeADbjBJ6BQ/oPug7Rl69A/4KNQeDpf2oI5fDElrNFfC2i1RLaPbEuopKY3KkHDNs8sNgYDIwJ3bq5PWL0WPhvV7kjIhs5pTn2QmvBzDSUY23Oqjs2Zuu/GCx0falxaNbzMWBguby2SWPacESRLI0kTdfldFbjpXj3jjxJomvXLXdkbW1Eu77RbwzyMZDtY7tphCqckkkNzk8E81zHxOjeXx74qunI+bWbqPYcbhiVsdPbj8Ko6giNofh1VSPzmSUn931/ekDJHJ6dMevrXRhsJCko1FuyZVHK6P1l/YxmaX9mfwNuOSLaZfwFxKB+gr3W3k7V+V3wV/aJ8P+B/AGl6LfW2o3V7D5g8y38baxpuN0jEKIYIjDgAgcE9znJ49Ks/2uvDsbYWXxFZFTz5Xj2eZl+guYOT7N/PNfnmNyTE1MRUnGLs5N9Or/AMX6Hr0sTBQSb/r7j6i/bSkP/DM/jRcnDW65Gevzqf5gflX5PahfXln/AGbNaSTwo1lboHDYQsIxn5D9/HtX1X8WP2j9F8cfDHxFo6+IvFbm4tHEdtca1o9zC8g5AcFFlK/7h3c8A8V8t+IPHg8UXWgWslhHDpWj6ZBZpawyM251hXzZ2Jz8zMCSAAAAB/CSfqeH8LVwdF05rq3+COHF1I1JXRYX4ja22nz6PDHGv2qFoGAtitxLuG3kj69sV6P8Pfh3rvjDw2mjrdaQ1v5LwSfZQLu6TIORhMbSM45Y4I5HY+L6rePFtMGy0dHGFtcgj+JWDD73brgjIroNH8beLNPjRoNRN/b2g3xRahBFqSRnB3Mnmqyo3J5BDAdD0z9HXjVlG1FpPzOOPKn7yPqab9i3WLvwbrl0+jand3kdjNJHPqBMbK/lnGyBACxyoIXax4Hrz6R+xv8AHbQfh3oPxT1m8sNWvZtW8XXdxHttktYfL2o4D3Fy0UCP+8JMRk3jjC/MAfmXTP2ufHngjT2066u9RghkSRVk0jWplbeRuyftIuFQAsPliWMY4BU8jz7wvrmkR6X52q6zDBfTSvcuUtRcOGbtlywVvdFVhk8mvm5ZbisZSnSxjum1a34/ktjs9tCnJSprU+1fjX/wUI8ZrHF/wh3/AAjulaHMPLl1i1NxqE0LMcArJLBHb71H3kAm5PGQMn5S+FsdhH4Vt7m4sfNvZpJHknB2FhuI9+OPaueXxN4S1a4D6pdNcS45uL5JriQ+25gW/XFek6Lrum6hpcbafs1C1UeUkjoECYA+XA5GBjgnpjivXwWX0Mvp8lGNr7vv6vqctWtKs7yZrQ3KzfJaym2z/AIsH/voZJqxDZX0EhHnbO5w5J/75HP6VFb3f2keXHFJDn+G16fiMZP507+y0R1Buo09Q/DD8Bn+dd5gSNcQplXh85/7zL5f6DrU0dwk2EiEkGf4YwGz/I/zozJbphY5LlcdZCGT8hn+dEN006+WIePSHK/n60DHrYskgxOik8/eIb8vWkuLG3k/4+bOO7P964iU/wBM/rT1tYlwTLs/2WG4/pVmNTD/AKn9577v6UhGY2i6ZeW5tn0u28kncY44V2k+pGOaot8OPDXmBzpOnq2f4rdcj8q6JZJnyhjyO64I/lTJVghjaSWRYFUZJLAgfX0p3YCxR/ZYVjiQtEo2qvGwD0wKVZGf5fL47iPK1x+vfFzwr4d+7qC6hPkgR2h8w5A7nhR+J/rXKXPxk8Ta9cJBoOgLEsvMb3wLPIuOqRjBOP8AZ3dKfK2B601vEoyz+X6hsH+Vcvr/AMUfDHhVSX1OO7m5Hk2j+a+R2IXgf8CIrG0P9m34p/FArJrRvLezfqNSk+wQgjn/AFW0yZx38kckc8HHrfw7/ZM8G2f9ptcajJruo6XIYbnTdOj+yMJNgbymeUmTLArtkR4gQcjg8VyrqB4Pe/G3XtY2x6FoKxwzsUhn1BtvmHGcKMqC3sCx9qu2vwJ+KnxAuNO/ta11U2l7OsXzobS3jUglnkDAMgAHXyiDwASTz9dXHiP4UfAm2MlzLo/hy/eMedGCJ79+M4crulf6kn61xdn+1Pr/AMUNVl0j4PfDLxB46vY9vmXC2zmKEE43OIw21ckDc7IOateSGUPAv7Dfh3Q/Lm13UH1CYdYrOPy19su+5s+6eX9K9MvJfhX8B4TcXcmi+HbjaZA8zCS9lAG0lc7ppODjjPU+tafhP9hr9qX40xrJ4/8AHOm/CnRps79P0gC4vVGc4/csBgjjm4PuvXP0L8KP+CVPwM+Hdwl/rem6h8QtZyZJLrxLc+ZE0h+8fIQKhBOeJN556mnyvqB8a2/7U978RNWk0X4SfDzxF8Q9SV9nnW9q6W65HDnaGYL1++E6Hmu+8O/sZ/tY/G5oZfFnifR/hFoM6o0lrYsZbxFYnOFiJJYLyVadeoHXO39QPD/hvSfCelw6Zoel2WjabCMRWen26QQoOmFRAAOg6CtKq5UhHxJ8Kv8Agkj8FvBU66h4ubWPiVrLANJLrV00Nt5gbO9YYipPGAVkeQHn8PsHwl4L8PeAdHTSfDGg6Z4c0pGLrY6TZx2sAY4yQkahcnA5x2raoqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPFP21v+TR/i9/2LN9/wCimrzXU/8AlFSn/ZH4f/TQtelftrf8mj/F7/sWb7/0U1ea6n/yipT/ALI/D/6aFoA/PrVP+SXfBz/r007/ANF29fe37F/gOyuP2ZfhhqNre6lpd7Nolu0slleuqSHaQN0bFoz/AN818E6p/wAku+Dn/Xpp3/ou3r9G/wBiH/k1H4V/9gK3/lXmYP8AhP1Z6GN/iL0R6j/Z/inT/wDj31ay1ZP7moWxhk/7+RfL/wCQ6b/wlmqWHGqeGL2MZx52myJeR/XA2yf+OV0+4Utdx55wEXjLRr74jWLLfLAf7Mni2XitbvvM0JC7ZApyQDxjtXf1yWqafa6l8QrKG7tobqFtIuMxzRh1P76Dsal/4Vzo9tk6b9s0Q8kDS7uSCPPr5QPlk/VTQBta1/yCbz/ri/8A6Ca80/Z1b/jHr4X/APYraX/6SRV0PiDS/FenaPdfYdetdTAibcur2YDkYOcPCUA/FDXl/wABNB8R6x8BvhwLrxCNM03/AIRrTlig0m3CTPH9lj2l5pN2GxjOxR7GgD4i+OepW2l/tWfGy4vLmG0t1vdOLSzuERf+JfD1J4r3n9mb9rfwt+z/APAWeLWdO1Ke4vNavry3mmWPT7KSFiNki3N08aTKSpGLfzn/ANivAfilovhDSP2n/i9e+J/izD8O7LT77ToYmh0yO/8AEN27WMJ32twVe4hwScvEOpXOAFx0nhD4Z2HiDUDf/Dn9n7VvF+oTOHbxz8aLwpGzbcLKLeTc8yHlsoqnJBxwMadAO+1j/goV8UfjPKbH4WeG768V3EZl8J6e0sMTHs+q38SxIDgjmzGMEh+K8g8caX4ph1CLVvjN8X/Dvw7vFxLHYRTS+JPEKNnJQGZnNuSDwbYBOQNvJr6Itv2a/iN45t0j+JPxZvLTSgoQeGfAEA0qyjjAA8rzsGWSPjGDjgdea9C+Hn7O3wy+Em2Twz4Q06zvhhjqM8f2i7Zs53GeQs+c89cZ+lHMgPjvwd4B0PVNU+3+CvgT4q+KWqsMjxd8WL7yLdwSdzCOUbZAGPQJu5Y54yfXvDvwq+KXxU8PWVx4w+KTeEdAlT5fDnw4sl05Y8E423b7pQM5BTGCAPU19OXV0vPPFefeBbwR+CNLGeiN/wChtU3YHKeC/wBm/wCGHwwuDe6L4Us5NWL+a2q6luvLtpP4pPNlLMrE5J24GT0rqtU1LGcGnalqQw3NctqWqD5uaQFfWNSZkbmvkz9sa4YeHfCl+eRZ+ILd2OcYUq56/VRX0jqmortbmvmT9sBjdfCuaVOtrfQTdPcr/wCzUNXVgOf8QaZFrXxG8D6TcIH0zX7p9HvYlUBpfM2+SQ2Mhkf5lI5B6dSDR0NPD3irR9MvdSvtP8FTzQxXB1HxFDNcX2oKwwwSOVds0TksR++P94AEEjGb4lWd54r+HzmaKHW9I8V6bNcQQv5i7d2/ehH3kOB7jODjPOdq3wbCz3x0W18R6fexTSwTS2t1bLA7LIynCPMr4JByBwPQCvnaEZ0U4SnyO27t3ffTsdsrS1SufX/wd/bC8bfDlYtMvNUt/Efh6MYt5taW4l+UbQF8+BZp4gRvPzJc4wBuAwK+m/BP7cXh7xJiG40O6ubsDLL4bvINVPTOBbBo74n2NqOo75A/JLRfhX8QdLdpIjpwReQpmNtK5Oepg6t/vEjnvzXO6v8Aabl79NVSSG+S6AmjuJCZIz5UQ+/g9OcMAQQMgHv6lDEOT5XJSt1RjKC3tY/dOP8Aar+FEcphvvG+m6HcKMvBr2/TJYx6ulyqFOozuAxmuq0L4xeA/FGf7G8a+HdXx/z46rbz/wDoLmvzN/YY/Zv+Gfxi+Cc2veMPDMOva6usXMD38lzOkm1VjKjKOvTdkHHevbrz/gnd8BLxtyeDZrU5yfJ1e8x+TSn9PSvBxHFGDwtedCpCV4u2iVvzOqGBqVIqaa1PuyS+ghiWV5Y0ib7rs4AOeeDUP9tWP/P5b/8Af1f8a/N/4jf8E4vg1o/gvxDq1hbaxZ3Njp1xcw/8TJmQOkTMpIZSSMj+dfFPw7+K2t6foem2lymgz2pgk8pn8H6JcTrtkK/PLPZyPIfdmz716+X5th8zjKVC/u913Oeth50dJH7s+IPit4M8JwvLrni7QdGiQEtJqGpwwKoHXJdh0rlv+GoPhjcf8gzxTD4kJ+6vhq2n1cv7KLSOQsfpnNfkLY/Fbxh9oX+xPFaaTPnKDSdFstJlBHTDWkCYI+oxXI+FfG3j7x9os994k8beINbSK4aJm1bV7q8GABwY2Zsj6jFevzI5j9c/HH7aXhvwmyRQ6JqEcs3EMviSaHQ0Yjg5guWW9I90tX/UGvmT4g/tp+O/jPqyeE/Adle6lf3sLzR6b4RlltIXjSUwsZtQuYI59nmqytthssbcC4JJx+eXh/xF/wAIxPo2qxQwqPKjZ49u1SCk+R8o4+uDj0NfaH7AsZ1H9pzxLqBXAt/BdmiYOQBc/ZbnqMg8nrXh5lj6mDozqwivdV9fW36o66NGNSSi3uZngv8A4Ju/EbxnfDUvHXirT/C0DSCRbewhF1eAA/IpwwjhKjpseQD35LeQ/FC10T4QfHvxv8OJfEV5d6DbC0trS61mRXO6WCFpvMkCrgBpX64AVevGT+wbV+Jn7WGsadN+0d8V7qaMz6h/bX2e2gFuXRljVo5Cz7wU5WM4CsTzyoHzfIZHmOKzjE1FiZe6o6JLZ3Wvc78TRhh4JwWtzxWZpvFGqyusjF7y6kuZl8s4jLNnOec8Gr95bm1vNCtxhfLaVBkbsYnarWhTXY06O0t9M1KeZdxP2eAkNkk84ptvo9xfapDPNBFp6xHeWMgZ3PYcf19a/SbbLseNcXXDC2paWrRCUeY28Fdgb7vGBV+40201BkVRJEVwEjCh1H0H/wBaodeyms6RH80xV3I8zkEDHb/69bCyGZfLEZA9IeM/Ud6BGPb+GYrXUbd3aF4zPGJEDFWcFwCCOmCD0xVHWrdG8RWVtHmKNIOArZAzvPAPA+nIP44roZreK3e3laZUVJ4mbd2AkUkkjgfjWO1x9q8YwSw7ZwsO0FPmHCsO34fnU/aL+yVdbsofscQSOQOZVBO/cO/O31/xrZutLxby4mQNsbCnhs49BR4ihuZtJkb7OzRQOskmxCNoz144796tWsljeIGhuUYkA7UYOQD646fjVEHN+NGW/Fs9sy3CmZk3RncNxVMLkdzg8e1SWN9pX2KKOaxUzwRgSbYMMCOCScEda6C/0uK+tjEjFW3BllVsMrA5BHvWzpevfEJcpCsWvQsclJ7XHTA3FlC+3Jb0pLRWG3d3OWsdUgjmV7TTr5mB48u0Dgj8+fyre0Wz8UWutRat4c0S4tElcrcwzOEilz3MWcjuc5x6d8783xPj0G8W08SaFcaXOVyGs50uFY/TPT/gRr0ayNpdWsNxaFXSVFkVpwQcEZHHT86lu3QQiTXMwMTQBxnlVUpj8sfrTjZ26r80hhf+6CJP5Va23r8HLqe3BX/CmXD2dnA017JDBGo5dW2gfUk4rMYyOGOMg25WRv7zuQfy4/rU4e8kJWRS4PJDIMVw2t/GXwpoqOtrO+p3S8CO3TeCc/3+F/nXO/8ACx/HHiq9+xaDo/2GRzhA0bzT4OArCIDJHPZCOR+NKLYj1x/s8MLPMVhVRklX4H1zx+tcfrnxg8JaErLFfDUbhcYhtVMpOfRh8n/j1Q2P7LvxE8cXVnN4puJbeO5mCoNQkKIGCn7sUSuVBCtywiHHJyRn3jwL+xj4S8MIjard3GrzLnK2y/Yom5yDlWM2R/11wcDj1fKluM+Ybz4reMfEF1HZ6Jon2F5gTEtyplnlAOMxxYy30VWNdPoP7K/xL+JUi3HiK4mtbViWzfy/Z0we6RBWcH/ZaOPp1r3C3+P/AMOPhL4y8R+Hv7MsPDGnaZGqtLa2+bi+uM9ljU7hj+Nmzn72O66F+0B8R/jhevYfBT4S6x4nHmiA6tfQlbSJyOBIwIjjzgnLyrwKteSATwL+xV4S8N+VNq1zNqlyoBMdqDbR7h1Ibc0o/CQD2HbuNU8bfCj4EwSQy32ieH5h/rLa0QPdvk4yyRgyNkjqR25PFb/hP/gnT+0J8X2ju/it8UoPA2myBWbRfDuZ5wOhRzGUjBIJ+bfKPbgV9LfCH/gmP8AfhIIJz4TPjHVIzn7f4ql+2Z5B/wBThYeo/wCeefenyvqB8J2vx+8Z/G6Y6X8Gfhf4k8Vuso3ao0Zgto2RwwDsuVCNjB3SRnBx3r1Pw5/wT2/aM+MAeb4i/EfTfhrplxJvk0nw7H58xBUbg5iZFPZfmlfoTyAM/p7p+n2uk2cNnY20NnaQrtjt7eMRxoPRVAwB9KsVfKkI+P8A4Qf8ErfgN8LmtrzUtDuvH2sRFJDdeJp/Oh3jO7/RkCxMpJ+7Ir8Acnkn6x0PQdM8L6TbaVo2nWmkaXarsgsrGBYYYlznCIoCqMk8Ad6v0UwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPCf26pLiP9kP4qrbMiTTaLJBmQZG2RlRv0Y89uvNflUn7Znx58OfAHU/hNqGnaF4n8KzaAfDsNwtoRdWlp9nMCCNo3Tcypj78bE4BJ61+rv7a9v8Aav2WfiHATgSWCpn6zRivznm+B9pZ31rc2mozGGOaMvDMgZmXcM4YYxxntXn4rFfV3FPqd+Gw31hPyOU8Tadc6P8AD/4TWF7C1veWsNjBPC/3kdVgVlPuCCK/RH9iD/k1L4Wf9gK3/lXwp8dv+Prwn/2EU/8ARkdfdf7D/wDyal8LP+wHb/yrLAPmoX82XmC5a1vJHu3H5Uu4etJsFHlivQPNObuGH/CybDn/AJhNx/6OgrpNw9a5m4Uf8LIsf+wTcf8Ao6GuioAqa4d2k3mP+eL/APoJry39nuTb+z38MP8AsVtL/wDSSKvT9cONIvP+uL/+gmvJPgFNt/Z9+GI/6lfS/wD0kioA14Ph14S0/wAXXviq38NaTD4nuzmfWls4/tknyBMGbG/G1QMZxgVq3EoXNNnuNpY+9Zd1eD1oALq8A4rHu9QC55qK9vwM881z97fdeaALd5qW7PzVwXhG+CeEdOXPRG/9CNal7fHnBrjfC9wT4bslB/hb/wBCNMDV1TUeoBrldQvS275qqeMPHOg+FZFTWNYtbKeT7lu8mZpP92MZZvwB6V5T4k+PFpDDK2laPdXQU7RcXrCCE844C75Mgc4KL2GRzhgd5fTs2QDXnfxAXQrjSJ9O8R3NtHZXymEwXEoRpc9kGcls9NvOQMV5fr3xi1zXA8UtzJDbuSGTTc2ny88b8tJnp8ysnToK4u6hnvp5n0u6Frd3P+saWFvMk9mlXc8n/As1PMgOY+Jng/R/Cehs/h1dUe2Fys7yal+7ZipwBF92TjdnLIQOoOev1hN+038K9S+Hmh6fdaDpVrcQ2SbJLXWlXynbJIzteb7+WIlTPJJyTk/I3iTRNd0XT5rq9uPMihPENvIHOT6qOn4ivNzqo1OMRLBp9kFbiXyVEnTpnGCK83GZfSx3K5trld9G0b060qV7dT6T8SfHzQbCPzNO1bR75XkIWOE37yImMgsJLOJSe3DV5h40+Kmm+Moo5J0WO5iYLDcRaaR3BKtIbjleBkFD9K881PSre30t7hJZpJuAWJBRskZ+n60/ft8BJFliZNRZgARjiPGDx71dLAUaDThe4OrKW5+of/BMbUreX4A6nAsyGZfEN0dmQCQYYCCAO3+Br6+r8UvhJ8WrH4S6Dd6fq3gzw5rn2i7Mpm8ReFY9TGNqqAHa5jKj5c7V4z3PNekwftV+HowT/wAK+8C26AZZ7Pw5cW6r9TFdsD/+r0r4DM+H62IxdStC9pO+3/BR6tHFRjTUX0P0y+MqmT4T+LkHVtLuB0z/AAGvxCurG7k8I6Jf/ZWSyheaD7VKDsMjSFgFKnOcfyPpX01/w1Z4X1ixudPk8OWCNcRNHstda1224II+4hfPsO1fMF/4w1fU9B8JaX5FuunaQJY7ZY4AnnSyzvI5lcj53w6qOcKoXGCWz7uQZfXy+M4TW7W+mlntZs5sVWjVs1/Ww6x8X65ptmlra6hMsZJPlh1k6dmJwQPrnGK9N+F/w5L6WZL7X20iBZgXeOHy1Rmx8puZP3fQdvrnFeT6xfTXmmgSOiqoBVYY9qE5AKsD0YevcfXh/hxr/SLiO602/vtLmK7TNYzPAxB7Fwc47fKD9D3+rrQnOFqcrM4I2T95H338Mf2JbbULGK9t7TSntdu1Lq7vFv2K4yAgUsg4OOq8H354/wDZx+KEv7N3xb+I1trem2z6hZWek6A5vNVht4Ee3tzCH+UPNIrGFSPJhkYK2WVThT8z2fxc8W+EUg1J7211KSZFDNLCYZ2DGThrmAxzNwpzl+c+1ZHh3x9bWN1faldz3S3V9KXkgtC6YxnAEocS9z/HznnNfOrK8RWVWnipqcZJLr3T3vfodjrwjyuCs0fX/wAeP26PiJfaao8O+I7fwqhy0sUGlLbmSPBG2Ka5kM02SQQ8cEWOOnU/Pfw4vNTv117WpFvNUfUr+Wb7XfSvNJN8xJkkySWYknLMTk5rktG8caWkk6yaNeKJTnNrArl2J/iycn6kk16D4X8S6NrGYdNVbe7hwPs2o/u5Rgdl+7j8TivWweAo4GnyUopedlf59zmq1ZVXeTNZ7i8vbOW3jtVZgpCiMGNVPqQOPzFc/eeDX1Habq5tdPdM4SFPM3HPcjoP84rsgdUkysgaVG5IdQU/wFHk2e0+eFV+wtiT/Pj9a7bmB88xmfSdcu5rvT7uS4VzHEyRkqqg445Gc/561s3OsT2cZa/sLy2i4LfaLZkAz0Oa9wRLRVHk7VfHJuFJ/LHH5iplt72bGG82M8YVgU/LoKvmA8T0PxN4U3yTandSKiJ8sEcbsXb8sAY9Wrqfh34PjvLq68QXtnBEbj5LKzuVI8mHPUg8ZPHX3P8AFx6Gum2avm4trdpB/wA84gGB+vA/nVuPyFUbU2N/eYb/APP5VLl2ArTWdxeQmGeJbiFusciK6fkeK5fU/hP4V1JSZbBbSTsdPdkwfXb9z9K7XyZnw6ybh0B3Y/nUd/fWujwGfUrqGCEdXmIUf99HFSm+gHmM/wAIZ7K4jl0TX5Ywgz5WqQrOpYfhjHttq9H4B8ZatH5Oo+KPIstuzyNLURgj04C4/I1Jq3xy8M6fL5NjDcapck4UWqZXPplsZ/AGsC38VfEf4g6g1loWlmykB2mKGFridDnoyhWKcdyqjqcjtp7wHYab8OfCvhG3a4u7e3l8tvMe6v2DEHHUscKP8ap6x8aPC2lSGCzM2qXe7aqWcfmDPb5jgEf7ua2vD/7GfjbxpJHdeLNVa2A5X+0pzO6bjyBDGxGO/wDrV7DHXHoUX7Ifh/wzq3h8Qa/cTCC4jk1Szjgx50RcbPliG5Iz5ciM0hYYdjuG0UWXVjPAP+E28feM9Q+w6Jpf9mzkBlhWN7m7C/3vKVWbHXny8DHWuksf2TfiJ4sC3/iMXjrmMAXlyhk+aQLlIgxyoBLEM0RAz3GK+j9W+Onwj+CNteWVpq9mS0plGk6DEkqxsFVSirEBHH93JDEEkmsvw78Uvjf8fmEXwb+D2pXGnzbhHr2sp5drwATiVykIYAg7fMYnI4PelfogLHgj9j3wV4RCzX7TarMmWIB+zQjjkfKfMZf9l5GFbusfGj4SfBew+wxappFgFwBp+ixrLJnGRuWIHBI5y2OvXmuu8F/8Eq/if8Rt118Zfi/JZWVxMbiXQPDJeYN5gJdS7hI42BOMLHIvXBx1+sPg9/wT1+A/wWEE2l+BrTW9ViA/4mniP/iYTlgchwsg8uNveNFquXuB8A+HfjF8W/jtIsPwX+D+ravaOV265raeVaDkggtuWMH3849D8vFeseG/+CaXxo+LCib4xfF1dE02VW36F4WTdwT8qO2I4+Oeok6Dk5JH6YwwpbxJFEixxIoVUQYCgcAAdhT6qyQj5d+Ev/BNT4AfCNknh8Fx+K9RViRe+KnF+cEYx5JAh45IPl5yevAx9OWlpBp9rDa2sMdtbQoscUMKBUjQDAVQOAAAAAKmopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVn+IPEGm+E9B1HWtYvYdN0nTreS7u7y4bbHDEilndj2AAJ/CtCvH/2w/8Ak1D4w/8AYpap/wCkslAH57ft0f8ABTLwp8bvhrqXw1+FMWume+u4ftGvzhLGCWCNhIVjDN5hDMqg7xHwD1Bwadj8RPAuouw0b4paloc0mGg074heG2YFPX7ZZYjQDgZcE+oPWvz2vtJs08PafczaBqumMyDdqWS9tcDHDAMowSSvRsDJ4PSr1ho/2WSNvD3jCBA6khbt2smJ4GMElT1PU44NctWnCr8cf69TroynT+CX3P8ATqfb3xcs9X1K18L6jA/h/wASaWl4JhqPhLWo9RiKKyMSyFUkU4H3drHJx2Nff/7Hmj33hn9mX4Z6bqtnNp2o2+iW6zWtyhSWJiudrKeVbBGQeR0Nfh1NqnjrSU+1Xmlx6vArhvtiQrMuRnB82E57nqa9T8Aft7/EPwTJCg8T+JIFiclkkvhqEZHICeXdK4RB2VNuMDkUqVONOPLTWn3hWc6suab181Y/dvzF9aXNflv4C/4Kw6vHJHFrdnoWsIQFG/ztLlDdy8n76PAz2UcD8a+kPA//AAUZ+H/iSFDqmn6to3ZriJI7+3PU5QwO0pGB1aJe+Ae+nMjD2cux9J3H/JSLH/sEXH/o6Guk8sV4X4P+P3gP4h/FLSZ9B8XaZfxT6PNDFB9oEUrSmeEhfKfa+4gHA254PpXuC3StVGZQ8QDbpF5/1xf/ANBNeM/AeTb+z/8ADP8A7FfTP/SSKvZfEUgbR7zB/wCWL/8AoJrxL4FMf+FA/DT/ALFjTP8A0kioA6m6uCC9YN9eEZrnPH3xo8F/D+WeHWvEFrDeRDc1hbhrm6AwOfJiDPjpztxyK8D8Y/tkRSyeV4Y8OmdeN1xq9wIiOudsMe4t24LL1PpygPf7q5Y55zXB+Nfid4Z8Esseua7Z2FzIpeOzaTfcyqOpjhXMj/8AAVNfJni745eO/FG+O/1m5s4Hxm20tTYRggnkMjGbB9DKRx0654OG3hk81ILZ7bzWLyi1Aw7E5LMMAsSc5JOaXMB9GeKv2ooF8yLw5oE98Rj/AErUpPIQgjIZYkDyEjuriM+4rxbWPi/4m1K3FkdRurezUBfs9mxtAPX5kPmcnPBcjnpXProyLIP9JjUe/wB4frj9at7ZYY9vlNOnZpiHX8B2/OpcmBlLEl4zrB51qZGLusSAhiepJXBPbk56UQ6A8M3y3kcZA/5Zud35VqqWuk8sw/L6QkqPxHSj+zIMjM2z1UruI/EVIGTqd3FpsObq2lmGM+dcxE49T8oz+O6qq69p99EyrP5EQUlltnCrgAkkrjngdz6108cLW6kW6mQepfP/AI6K43xV4LudYkZrWGPa6FJYQPKBHT+EDr701YDhPGXiTQJmg+zaws6Lncqxseex4yD371yUms6TdMwSze/cDqYdxHuB2re1D4e6l4PYTtYfbrGViWjt1E00H4Acj8frjuyykvry4WHT9A1CRyflaWIoPz+6PxNbK3QDj/7NGqHytPsrqAMR5jMSEx6nJOfzq14iht7HS0sonClbvcIy4LbfKUbuPfPPrXYnR/Gc5ZB4am68mWRdv5nH86yNQ8O6peTxx6nHBaQRPueOAMzMRxjJOMdeQfzoGVvFUSw6bGIhvHnr8xfOev8ADWnNbtdYWa1SYrzym0j8RjFUPFnk/Z7O3hH76adAof73ufTGSPzrf8u4bvuX8Cv+FHQRgahotmlnO5ZlZUJ8vcJc4HTJGQPo1HjxBNq2lxEZLXDg+nLoK1r+3R7G4UorSGNgFjHJOOnpWR4kuo9U1/S/JdiqzsRvjZeN6twCOehqPtItP3WR6xpz2+k3OIewJkZdx6j+I8/r3q/ZWtv9ig8wYby1x5RJ7Drniti48Jaxrul3Js7eWcFcBhwCfQZx6dqxNP1q0jhjt71vs91EuyWGaMxsjDggkgVZBk+I2WbRUiRJN0CxBt8bADDODzjB+8vQ961PDuk6/b6YkUGj311EgLiWCPfEwOWBB6dM/p3OK1GFre2rx7FaKQEFgQ2Qal0Xwb4m2RvoerX0FtEcxrM58he+BuIX09aSskNu5SjtfEEshX/hGZsg8Ev5Z/UAVbvvCPijxBdWk40+HTJ4nG28luAZlHTlk6j8CfTvm9ffErxF4LuY7XVbrSvERGN62sm6ReM7WO3C/gp616l4f1hNY0m2vjprWDXCB/Kc5dPzH4g4HBpNtaiFsbHU/sds010LmdY1V5o22KzYGSAcYBOauNH5LYu8SnuPL5/764qZrMzjeZW/7bDH61W1DUrHw3a/aNQ1GK2g/wBuUKp9uep9sVkA+OSAAhbfyjnIb7+PwNS/ZZJgJDMWA6GTK4/pXn2pfHnSI7kW+i6bca1dNwqwxlA30JG7P/Aax7G7+JnxSu2j0KyktoT/AAWMZmdcHlXkwQjf75jquVgesX+oW2h2ZuNRvYoLZf45mAT6ZbvXC6t8dNBtZmg0m0uNauznatqhVcjtuYfqqmj4Z/sv3nj3xlf6br19NC9iG826umM/mlH2SpGFYDKSZQtvZdwYc7TX054X/ZZ+Hngm2NxfWzasIwHdtTkVbZcD5iYkCxkH/bDcd+ua5UtxnyPa+IPiL8R757XRLL7GuRuisYWu7iNW6eZtDbO3zMEHI5rvvC/7E/izxPcJd+KtR+ydM/2jObmYeq+XE5GD2ImH0r2vxf8AtMfCLwJY22mWl3b6z9ldHttN8OwLLGjA5Uoy4iGD2DfhSeGda/aU/aCjRvhj8I7jQdGm5TXvEGIo2Tdt8xGm8tG56hBIeD1wcUk+iAt+Ef2VPh94Gsmmvon1Ty0/eyX0ixQbepDIm1XX/rrvI9apaj+1D8Mfhe2p6R/aVnP9ikP2ex8OWB8sLtGIwwPllwQcnKjkDqpr2Hwl/wAEmPFHj64ivvjp8YL/AFn5mLaN4YysI7qyzTKFHPVRbjpw3p9b/B79ib4KfAswT+FvAOmDVISGXVtSQ3t4HA+8ssxYxk/9M9o9qrl7gfnh4Y8W/tAfHzyR8Kvg9eWGkTkbPEPibMNu0ZH30LlEOD/daTp05xXqvhH/AIJS+NPiJc/2l8cPi5dXRnSNbjRfCsYjjYKSVDSsqpkbm6Qnljg+v6V0VVkhHgPwp/YN+BXwdihbRfh5pV9fxEsNR1uIahc7ic7g024IRgAbAvGfU59+oopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVmeJvDem+MfDmqaDrFpHf6TqdrJZ3drKMpLFIpV1I9CCRWnRQB+e3i7/gjp4Phkurr4cfEnxT4Fu5pN6xTMt5boBg7AFMTkcHlnbqOuOfnj4kf8Ex/j94ba5mttK8D/Fm1L5XywthfyLgAs7HyDnH/TZ+nHPFfshRQB/Or41+COt/Cq4Z/F/w58ffDaXB/wCJlaobq0UAnJXcqbgAD0n7A1g/Z4vEUccdl420DxG8kihbfxJbtY3IxyMyuNoznH+u/Ov6RmVZFZWUMrDBUjII9K8Z+JH7GfwS+LHmP4k+Gug3Fy6lWvLO2+x3BznkywlGJySeT1qXFMpSlHRM/AHWvCZsbiGPVPCVxaGdDNHcaDeC5hdd23cvMqsMkDhxyRWFa6VYtcA6V4ha0uAeI7yCSCTPoGj3jP1Ir9fPG3/BGn4c3F0NS8AeNfE3gfVoT5ls7yJeRQyAkqy/6uQEcc+ZnivEviJ/wTl/aO8MiWS0uvBvxl06Ib0h1eCNL6XGeC8yqwOPS470uXsyufuv6+R8EQeJ/GdrbxWxuF1y1ust9lkaK/WTb8x3KCxGAMkHGMc16H4F/bG8b/D9o4rG+1LSFhYAw6T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"GraphDocumentationURL": null, "ExtensionWorkspaceData": [ { "ExtensionGuid": "28992e1d-abb9-417f-8b1b-05e053bee670", "Name": "Properties", - "Version": "2.13", + "Version": "2.12", + "Data": {} + }, + { + "ExtensionGuid": "DFBD9CC0-DB40-457A-939E-8C8555555A9D", + "Name": "Generative Design", + "Version": "1.10", "Data": {} } ], - "Author": "None provided", + "Author": "Dynamo Team", "Linting": { "activeLinter": "None", "activeLinterId": "7b75fb44-43fd-4631-a878-29f4d5d8399a", @@ -509,7 +868,7 @@ { "NodeId": "357e7a53-361c-4c1e-81ae-83e16213a39a", "Binding": { - "ByPoints_InClassDecl-1_InFunctionScope-1_Instance0_357e7a53-361c-4c1e-81ae-83e16213a39a": 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By default, the result of the node will be the list with the index one (the second curve). Right-Click on the 'list' input and select 'Use Levels' at @L2. This will select the item with index 1 from each nested list (middle points from each curve)", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2228.567116160058, + "Top": 773.94255570084567, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "0f8930ebd6d74f19aea8881172e3bda8" + }, + { + "Id": "1f129b2675f1416c934804bba7aa646e", + "Title": "Similar to selecting the Mid point, use Levels to select the start and end points from each curve", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 3025.4353382999793, + "Top": 632.64124735746054, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "a83c786b71664775a8d7b1930ec02eba" + }, + { + "Id": "98936f7121ce44d6bb06ab86aa099c26", + "Title": "Flip the matrix and organize lists in sets of 3", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 3660.3185303503255, + "Top": 669.84269792983673, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "5f7f2f81268748619edcefa50d44d116" + }, + { + "Id": "e72f2c35a21f41e0a1eebc4eeff58cf0", + "Title": "Adaptive components can be positioned using sets of points equal to the number of Placement points of the Family.", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 4078.4950273967024, + "Top": 755.47094673224842, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "357e7a53361c4c1e81ae83e16213a39a" } ], - "X": -1004.5476668351605, - "Y": -362.82473220281071, - "Zoom": 0.74591737527756119 + "X": -147.45221332506566, + "Y": -706.74881565516148, + "Zoom": 0.97321111800471982 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_Color.dyn b/doc/distrib/Samples/en-US/Revit/Revit_Color.dyn index 2c2b744082f..6259332da12 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_Color.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_Color.dyn @@ -1,19 +1,36 @@ { "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", "IsCustomNode": false, - "Description": "", + "Description": "This graph evaluates the surface area of selected elements and applies Graphic Overrides to color the elements based on that value. ", "Name": "Revit_Color", "ElementResolver": { "ResolutionMap": {} }, - "Inputs": [], - "Outputs": [], + "Inputs": [ + { + "Id": "0c78494a8be54761b2321c4acea3b0b9", + "Name": "Select Model Elements", + "Type": "selection", + "Type2": "hostSelection", + "Value": "45ed4799-d124-4abc-8e2b-9d29089bad28-000b7d3c,45ed4799-d124-4abc-8e2b-9d29089bad28-000b7d59,45ed4799-d124-4abc-8e2b-9d29089bad28-000b7d87,8dd6f36e-c3c3-4f56-8d51-5f14900ffe7e-000cc535,8dd6f36e-c3c3-4f56-8d51-5f14900ffe7e-000cc5ca,8dd6f36e-c3c3-4f56-8d51-5f14900ffe7e-000cc732,8dd6f36e-c3c3-4f56-8d51-5f14900ffe7e-000cc761,8dd6f36e-c3c3-4f56-8d51-5f14900ffe7e-000cc78e,ee03061f-d7b4-4e6a-b397-fa44f24a42a7-000d8d2a,ee03061f-d7b4-4e6a-b397-fa44f24a42a7-000d8dc4,be7c41aa-3dbe-41ab-a35e-bc804583677c-001431f3,be7c41aa-3dbe-41ab-a35e-bc804583677c-001432d8,be7c41aa-3dbe-41ab-a35e-bc804583677c-001433fb,be7c41aa-3dbe-41ab-a35e-bc804583677c-0014355f,03907ce2-d6bf-41d6-b870-f44df8a9f0d9-00143791,cd385e70-9bdd-443f-864f-9b1e057a8a5c-0015a7ee,2a2a5167-04a0-4202-bdcf-0377e2f524eb-001687b4,addda3e8-7d30-4bf4-87a0-3c8bdf6639ff-001688dc,addda3e8-7d30-4bf4-87a0-3c8bdf6639ff-001689a4,1e43b841-b995-46db-b1d2-6664b7dfa367-00168a9b,1e43b841-b995-46db-b1d2-6664b7dfa367-00168aae,1e43b841-b995-46db-b1d2-6664b7dfa367-00168aeb,1e43b841-b995-46db-b1d2-6664b7dfa367-00168b0f,1e43b841-b995-46db-b1d2-6664b7dfa367-00168b41,1e43b841-b995-46db-b1d2-6664b7dfa367-00168b7e,ad2588d0-c655-4eef-965a-6d983a5e846c-00168c26,ad2588d0-c655-4eef-965a-6d983a5e846c-00168c78,ad2588d0-c655-4eef-965a-6d983a5e846c-001692ae,ad2588d0-c655-4eef-965a-6d983a5e846c-001692d7,ad2588d0-c655-4eef-965a-6d983a5e846c-0016930e,ad2588d0-c655-4eef-965a-6d983a5e846c-0016936d,ad2588d0-c655-4eef-965a-6d983a5e846c-00169386,ad2588d0-c655-4eef-965a-6d983a5e846c-00169397", + "Description": "Select multiple elements from the Revit document.", + "SelectedIndex": 0 + } + ], + "Outputs": [ + { + "Id": "86dd6263ba1c4e53ad5e803609041500", + "Name": "/", + "Type": "unknown", + "InitialValue": "", + "Description": "Returns division of x over y\n\n/ (x: var[]..[], y: var[]..[]): var[]..[]" + } + ], "Nodes": [ { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Element.OverrideColorInView@DSCore.Color", "Id": "ecb2936d6ee94b999ab124269ffedfc5", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "59e660d673754b578721904e617c9c58", @@ -45,14 +62,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.Element.OverrideColorInView@DSCore.Color", "Replication": "Longest", "Description": "Override the element's color in the active view.\n\nElement.OverrideColorInView (color: Color): Element" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.Color.ByARGB@int,int,int,int", "Id": "bcb655a95f3a46c0926d51616dbe998f", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "0d4c4a2fc54e4233bf0760a8f2046bc9", @@ -102,15 +119,15 @@ "KeepListStructure": false } ], + "FunctionSignature": "DSCore.Color.ByARGB@int,int,int,int", "Replication": "Longest", "Description": "Construct a color by alpha, red, green, and blue components.\n\nColor.ByARGB (alpha: int = 255, red: int = 0, green: int = 0, blue: int = 0): Color" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 255.0, "Id": "e773ba81f00245cba043ae4a66f7fa20", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { @@ -124,14 +141,14 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 255.0 }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 0.0, "Id": "e3736b6056f4466da7a28bb6417a1161", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { @@ -145,13 +162,13 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 0.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.Color.ByARGB@int,int,int,int", "Id": "16db4a52d49d4e8d97a210c82478fc02", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "1a649dfd397a4bb78d16b6386de72a03", @@ -201,15 +218,15 @@ "KeepListStructure": false } ], + "FunctionSignature": "DSCore.Color.ByARGB@int,int,int,int", "Replication": "Longest", "Description": "Construct a color by alpha, red, green, and blue components.\n\nColor.ByARGB (alpha: int = 255, red: int = 0, green: int = 0, blue: int = 0): Color" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 0.0, "Id": "7f963803c47b404885f61c045f2a3063", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { @@ -223,14 +240,14 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 0.0 }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 255.0, "Id": "ccfc2ceddf1642bfa6483d52f8b7d63b", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { @@ -244,53 +261,14 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.Formula, CoreNodeModels", - "Formula": "if(x>y,1,0)", - "NodeType": "FormulaNode", - "Id": "02c4a2fe813b488fa80f0a3c57e99548", - "Inputs": [ - { - "Id": "b45ab0c3618f4f18927249bcca035c89", - "Name": "x", - "Description": "variable", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "e24f885d70f34e24a58f4a7485feb3af", - "Name": "y", - "Description": "variable", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Outputs": [ - { - "Id": "47c6c7c9b34b4c09b774d2209b06e3c1", - "Name": "", - "Description": "Result of math computation", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Longest", - "Description": "Evaluates mathematical formulas. Uses NCalc: http://ncalc.codeplex.com/" + "Description": "Creates a number", + "InputValue": 255.0 }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 50.0, "Id": "56cc5b21d87946b9aa079ed0f15da53e", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { @@ -304,12 +282,13 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 100.0 }, { "ConcreteType": "CoreNodeModels.ColorRange, CoreNodeModels", - "NodeType": "ExtensionNode", "Id": "258e20b41ac74f0d918035f6a6851f1f", + "NodeType": "ExtensionNode", "Inputs": [ { "Id": "62aac27825ff4e35bf331fa8af34f33c", @@ -351,13 +330,12 @@ } ], "Replication": "Disabled", - "Description": "Get a color given a color range." + "Description": "Returns a color given a color range" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "/@var[]..[],var[]..[]", "Id": "86dd6263ba1c4e53ad5e803609041500", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "86cd5e920d9d4aba9989ddc6e60b64cd", @@ -389,14 +367,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "/@var[]..[],var[]..[]", "Replication": "Auto", "Description": "Returns division of x over y\n\n/ (x: var[]..[], y: var[]..[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.MaximumItem@var[]", "Id": "e503bedbd3b147b89219db21f2e23d89", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "5784fe1ed3f1411bb6025016d693046b", @@ -419,44 +397,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.MaximumItem@var[]", "Replication": "Auto", "Description": "Returns the maximum value from a list.\n\nList.MaximumItem (list: var[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Element.Geometry", - "Id": "6061ef50eae84647af8978e2eab6366b", - "Inputs": [ - { - "Id": "3ef4deda665241eeb79ac82018899e35", - "Name": "element", - "Description": "Revit.Elements.Element", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Outputs": [ - { - "Id": "91f8cd6790f04ce8918c9ca9b7caf93f", - "Name": "var[]", - "Description": "var[]", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Auto", - "Description": "Get all of the Geometry associated with this object\n\nElement.Geometry ( ): var[]" - }, - { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Solid.Area", "Id": "a64810c3f1334d92bae4b61f8c703cb4", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "8ee33ab4ae8143388e48f8b737971f0c", @@ -479,44 +427,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Solid.Area", "Replication": "Auto", "Description": "Returns the surface area -- sum of all the areas of all faces\n\nSolid.Area: double" }, - { - "ConcreteType": "Dynamo.Nodes.DSModelElementsSelection, DSRevitNodesUI", - "NodeType": "ExtensionNode", - "InstanceId": [ - "fe746f97-9f89-4685-8fa8-a4525719f180-00092721", - "fe746f97-9f89-4685-8fa8-a4525719f180-00092762", - "fe746f97-9f89-4685-8fa8-a4525719f180-0009278f", - "a03add59-4d19-48e3-b25b-2f947f402211-000b620d", - "a03add59-4d19-48e3-b25b-2f947f402211-000b62fb", - "a03add59-4d19-48e3-b25b-2f947f402211-000b645d", - "a03add59-4d19-48e3-b25b-2f947f402211-000b648a", - "a03add59-4d19-48e3-b25b-2f947f402211-000b650e", - "c82e0dd9-31e8-407e-a294-c30431c2fda3-000bae53", - "c82e0dd9-31e8-407e-a294-c30431c2fda3-000baeb4" - ], - "Id": "0c78494a8be54761b2321c4acea3b0b9", - "Inputs": [], - "Outputs": [ - { - "Id": "c2df81bd58d5472883cdd265c8ace75e", - "Name": "Elements", - "Description": "The selected elements.", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled" - }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", "Id": "b9f354e490504f34b9b27661dad88418", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "6d380f128a35461dac402551f9718ef5", @@ -548,14 +466,15 @@ "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", "Replication": "Auto", "Description": "Flattens a nested list of lists by a certain amount.\n\nList.Flatten (list: var[]..[], amount: int = -1): var[]..[]" }, { "ConcreteType": "CoreNodeModels.CreateList, CoreNodeModels", "VariableInputPorts": true, - "NodeType": "ExtensionNode", "Id": "83126e2bcf5643e184593b4b2f57c24e", + "NodeType": "ExtensionNode", "Inputs": [ { "Id": "35e17c176ef7478b9e331540a2793f54", @@ -588,13 +507,12 @@ } ], "Replication": "Disabled", - "Description": "Makes a new list out of the given inputs" + "Description": "Makes a new list from the given inputs" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "[0,1];", "Id": "0dfab8b474814a8fb582c90604bf25c7", + "NodeType": "CodeBlockNode", "Inputs": [], "Outputs": [ { @@ -608,62 +526,315 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" - } - ], - "Connectors": [ - { - "Start": "724c93b1e0e24b89a29c2a09e9a1b846", - "End": "35e17c176ef7478b9e331540a2793f54", - "Id": "42626feb2a2045e7a0723fb4387f91f3", - "IsHidden": "False" - }, - { - "Start": "7711a1a0e67b4e9fb33e06bf7c20f0f0", - "End": "08e88461fdf94d8aaf0c44c007f0bc52", - "Id": "23ca2d0119744d4b9e87ae28303ad914", - "IsHidden": "False" - }, - { - "Start": "2cea58a52976492db31b4bf838d85f24", - "End": "0d4c4a2fc54e4233bf0760a8f2046bc9", - "Id": "cbf2ab2eac394735be5e9b2bfbdd1058", - "IsHidden": "False" - }, - { - "Start": "2cea58a52976492db31b4bf838d85f24", - "End": "db9ae2bf99604763a3203a2c38cbc2f3", - "Id": "384d066ddb1f4d9c9cd2d746884e89f0", - "IsHidden": "False" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "[0,1];" }, { - "Start": "2cea58a52976492db31b4bf838d85f24", - "End": "2dbc754af1c3417ab8d505baa4f78ec6", - "Id": "cf242c3cd72e4f67bb56c77c800cffda", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "16a8696b91d64c1f91387e1f29d12bac", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "7489ccd7ea7f45be88165eab77ceede8", + "Name": "element", + "Description": "Revit.Elements.Element", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "a3efc8f9e6914e608d27056cbbcbdf8d", + "Name": "detailLevel", + "Description": "Detail level\n\nstring\nDefault value : \"Medium\"", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "ab07b53e5a464318ba113673e182c08e", + "Name": "var[]", + "Description": "List of geometry from the element", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Revit.Elements.Element.GetGeometry@string", + "Replication": "Auto", + "Description": "Returns all geometry associated with an element. Ignores transforms when used with linked elements.\n\nElement.GetGeometry (detailLevel: string = \"Medium\"): var[]" }, { - "Start": "e4aa7660c9ee4930890d161fe43a3925", - "End": "b18a854cb6bf43ebb69da85d25b614f1", - "Id": "c1fb29f824d04b23aca19f9c5091f3ac", - "IsHidden": "False" + "ConcreteType": "CoreNodeModels.Logic.RefactoredIf, CoreNodeModels", + "Id": "af434bbb5f9b4e5398854b599f52c95d", + "NodeType": "ExtensionNode", + "Inputs": [ + { + "Id": "66c325ff5d8e4b26ade677e6ac3e385d", + "Name": "test", + "Description": "Boolean test", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "7f43b8cdc1194785921fc82c6c4b45de", + "Name": "true", + "Description": "Returned if test is true", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "6e1a1feaa41e4af994371ea11971d473", + "Name": "false", + "Description": "Returned if test is false", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "f0ef4b0e1542465da370c91b9a7c27c0", + "Name": "result", + "Description": "Result block produced", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Auto", + "Description": "Returns the result of either True or False input depending on what boolean value is toggled in the test input. Supports recursion which requires that only a single branch be executed. It's critical that that both True and False branches are isolated and do not interact with each other!" }, { - "Start": "d6d0502d168344f486134e8bac053d3e", - "End": "1a649dfd397a4bb78d16b6386de72a03", - "Id": "5b7e0139c268407a83054a99c5b9e4b2", - "IsHidden": "False" + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "6467f818afba4f4c966f64e4a7c5773a", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "4db09c2994e94cf88f4e9b657c1c2fe1", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Creates a number", + "InputValue": 1.0 }, { - "Start": "d6d0502d168344f486134e8bac053d3e", - "End": "636f89a5240541559287d1c8dde38c6d", - "Id": "a89bae8ccde243ce98bbc3095f04585b", - "IsHidden": "False" + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "b7274d4b8e534538b39e78b420e6a397", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "581c0029a2cf4409b40e5bcb989bdac5", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Creates a number", + "InputValue": 0.0 }, { - "Start": "d6d0502d168344f486134e8bac053d3e", - "End": "6d721abbac8f44bebcd159b97508c0f8", - "Id": "e3cb849d87124a0596f3780b5a365a07", + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "a861fe74183344b4afaa6ec75fbcbe7d", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "71f0087895f4457ab6f7315962b815a3", + "Name": "x", + "Description": "Integer or double value\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "05c8a7b0c8b3473888281739f15bffb7", + "Name": "y", + "Description": 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"bcb655a95f3a46c0926d51616dbe998f" }, { - "Id": "6173a9eec7ff4f03a05a33f5b72bc7fd", - "Title": "Color Revit Elements based on some measurable criteria", + "Id": "82fd71e4e96f4347b0e0cd3a861d2661", + "Title": "color red", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 18.7578060147432, - "Top": 462.762341755763, + "Left": 2261.6092651385093, + "Top": 74.631416362601783, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, - "Background": "#FFC1D676" + "Background": "#FFC1D676", + "PinnedNode": "16db4a52d49d4e8d97a210c82478fc02" + }, + { + "Id": "dcc8e7298bcb414c9f85a4bc650cfc01", + "Title": "this result can be used as 'indices' input of the Color Range node", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2106.66466924694, + "Top": 841.93343396677483, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "cd929e10bef84a4f89273c0a01972721" + }, + { + "Id": "d02bbc53462e4017bcfede690bdda0b4", + "Title": "Get element's geometry ", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 505.15697739457516, + "Top": 310.77386941650775, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "16a8696b91d64c1f91387e1f29d12bac" + }, + { + "Id": "6721c9001b92484c9c2fca9f5634b516", + "Title": "Click 'Change' to choose elements from the Revit model", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 31.454480030000411, + "Top": 595.087479483822, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "0c78494a8be54761b2321c4acea3b0b9" + }, + { + "Id": "97547975312e443cbce10001398a87bd", + "Title": "This overrides the color of the element in the active view", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 3206.5943257232852, + "Top": 579.90930652703332, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "ecb2936d6ee94b999ab124269ffedfc5" + }, + { + "Id": "e8dc1940afa840ffac31c83e195544a5", + "Title": "Compare with a threshold value ", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 1515.792695220342, + "Top": 857.50101431244661, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "a861fe74183344b4afaa6ec75fbcbe7d" + }, + { + "Id": "c4a96cd12dcd468c933bf69b9b2fab35", + "Title": "Numbers will indicate the position on the color spectrum - from 0 to 1", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 1494.4870845130231, + "Top": 1088.3489248120809, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "6467f818afba4f4c966f64e4a7c5773a" } ], - "X": 18.104036537057937, - "Y": 107.764117273502, - "Zoom": 0.2150075062562557 + "X": 377.28763167274928, + "Y": 209.77370863293152, + "Zoom": 0.31369338397721658 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_Floors and Framing.dyn b/doc/distrib/Samples/en-US/Revit/Revit_Floors and Framing.dyn index b76c91ab665..35e1dfe65e4 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_Floors and Framing.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_Floors and Framing.dyn @@ -1,20 +1,174 @@ { "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", "IsCustomNode": false, - "Description": "", + "Description": "This graph creates an architectural folly by using a series of lines and their displacement to position Structural Framing and Floor elements in Revit.", "Name": "Revit_Floors and Framing", "ElementResolver": { "ResolutionMap": {} }, - "Inputs": [], + "Inputs": [ + { + "Id": "435bd3342d794536a50f92a8d775960d", + "Name": "Floor Types", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "Concrete Slab 6\"", + "Description": "All floor types available in the document.", + "SelectedIndex": 3 + }, + { + "Id": "4a0b9646ca964e108a389e24468c90b5", + "Name": "Levels", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "Green Roof Hardscape", + "Description": "Select a level in the active document", + "SelectedIndex": 3 + }, + { + "Id": "87c5d5ca75dd4cdc9bc51b6b3d41294b", + "Name": "Levels", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "Green Roof Hardscape", + "Description": "Select a level in the active document", + "SelectedIndex": 3 + }, + { + "Id": "9fff18f6ca014727b2c91e663a0e28fa", + "Name": "Structural Framing Types", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "W12X26", + "Description": "Select a structural framing type in the active document", + "SelectedIndex": 0 + }, + { + "Id": "1752f89750fa4653b5de1d2e252cd4a4", + "Name": "Top Floor Height", + "Type": "number", + "Type2": "number", + "Value": "38.4", + "MaximumValue": 50.0, + "MinimumValue": 15.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "19104b39941f484bb766e2b7be870b10", + "Name": "Maximum rotation (degrees)", + "Type": "number", + "Type2": "number", + "Value": "130", + "MaximumValue": 180.0, + "MinimumValue": 10.0, + "StepValue": 5.0, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "8f870a593a5c4322b78428570d2b7c87", + "Name": "X position", + "Type": "number", + "Type2": "number", + "Value": "30", + "MaximumValue": 40.0, + "MinimumValue": 25.0, + "StepValue": 1.0, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "8fb5c2574a744b599c59268f1e6ed375", + "Name": "Y position", + "Type": "number", + "Type2": "number", + "Value": "30", + "MaximumValue": 40.0, + "MinimumValue": 25.0, + "StepValue": 1.0, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "8604018a7ab841d0851e457e1ff4591a", + "Name": "Z position", + "Type": "number", + "Type2": "number", + "Value": "62", + "MaximumValue": 80.0, + "MinimumValue": 60.0, + "StepValue": 1.0, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "edb0ed3a63104163b2fd0459158ed8a3", + "Name": "Lower Floor Radius", + "Type": "number", + "Type2": "number", + "Value": "10", + "MaximumValue": 20.0, + "MinimumValue": 8.0, + "StepValue": 1.0, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "41385d9e7c9b4abc8a68c76178f55493", + "Name": "Nr Floors", + "Type": "number", + "Type2": "number", + "Value": "7", + "MaximumValue": 10.0, + "MinimumValue": 3.0, + "StepValue": 1.0, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "dd7ee32fa83d43469dd8ad221cb292e7", + "Name": "Radius Decrease", + "Type": "number", + "Type2": "number", + "Value": "-1.25", + "MaximumValue": -0.5, + "MinimumValue": -2.0, + "StepValue": 0.25, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "bffc90e5d05f4bcba04094fc76e80709", + "Name": "Number of Polygon Sides", + "Type": "number", + "Type2": "number", + "Value": "5", + "MaximumValue": 10.0, + "MinimumValue": 3.0, + "StepValue": 1.0, + "NumberType": "Integer", + "Description": "Produces integer values", + "SelectedIndex": 0 + } + ], "Outputs": [], "Nodes": [ { "ConcreteType": "DSRevitNodesUI.FloorTypes, DSRevitNodesUI", "SelectedIndex": 3, - "SelectedString": "Generic 300", - "NodeType": "ExtensionNode", + "SelectedString": "Concrete Slab 6\"", "Id": "435bd3342d794536a50f92a8d775960d", + "NodeType": "ExtensionNode", "Inputs": [], "Outputs": [ { @@ -32,9 +186,8 @@ }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Floor.ByOutlineTypeAndLevel@Autodesk.DesignScript.Geometry.PolyCurve,Revit.Elements.FloorType,Revit.Elements.Level", "Id": "4074e4e4c6ee44138cbbcc9af5b6127f", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "0ee04d437035463681c5705d64fa7f63", @@ -75,15 +228,16 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.Floor.ByOutlineTypeAndLevel@Autodesk.DesignScript.Geometry.PolyCurve,Revit.Elements.FloorType,Revit.Elements.Level", "Replication": "Auto", "Description": "Create a Revit Floor given its curve outline and Level\n\nFloor.ByOutlineTypeAndLevel (outline: PolyCurve, floorType: FloorType, level: Level): Floor" }, { "ConcreteType": "DSRevitNodesUI.Levels, DSRevitNodesUI", - "SelectedIndex": 1, - "SelectedString": "Foundation", - "NodeType": "ExtensionNode", + "SelectedIndex": 3, + "SelectedString": "Green Roof Hardscape", "Id": "4a0b9646ca964e108a389e24468c90b5", + "NodeType": "ExtensionNode", "Inputs": [], "Outputs": [ { @@ -101,9 +255,8 @@ }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Translate@Autodesk.DesignScript.Geometry.Vector", "Id": "26ddf7ae8f2f44ee843096f65cc990ad", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "1ecad0dc2a92491d9604ede744f61a48", @@ -135,14 +288,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Translate@Autodesk.DesignScript.Geometry.Vector", "Replication": "Auto", "Description": "Translate geometry in the given direction by the vector length\n\nGeometry.Translate (direction: Vector): Geometry" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Rotate@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Vector,double", "Id": "953339b64a944f2bb6cd06bfba01f3d9", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "a17c8a5aabaf49ab99a18a3de81d466a", @@ -192,14 +345,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Rotate@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Vector,double", "Replication": "Auto", "Description": "Rotates an object around an origin and an axis by a specified degree\n\nGeometry.Rotate (origin: Point, axis: Vector, degrees: double = 0): Geometry" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Vector.ByCoordinates@double,double,double", "Id": "23108ed936eb4d398040a578f4e2c3da", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "88bd940372c64295bd07ea0cac7b279f", @@ -240,19 +393,28 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Vector.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Vector by 3 Euclidean coordinates\n\nVector.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Vector" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "0..20..#x;", "Id": "353fbc7d58114dfeb7d2862850c5bdf6", + "NodeType": "CodeBlockNode", "Inputs": [ { - "Id": "7ef549c2d9334649a175fe45ce801ae9", - "Name": "x", - "Description": "x", + "Id": "ed6c84d916314e06bf526f7604921054", + "Name": "top_floor", + "Description": "top_floor", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "9fe198e05de64cea854203daa2da3b33", + "Name": "count", + "Description": "count", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -261,7 +423,7 @@ ], "Outputs": [ { - "Id": "ec3907650fbd47b1a5e4db7f16ae3e57", + "Id": "182977a36b45442f8697b940ca8ef4d3", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -271,13 +433,13 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0..top_floor..#count;" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Polygon.RegularPolygon@Autodesk.DesignScript.Geometry.Circle,int", "Id": "9fbe70d41a5a47e98f28b2c0fb64c851", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "484f0b080a8444a2a027f850bbc8ae5a", @@ -309,14 +471,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Polygon.RegularPolygon@Autodesk.DesignScript.Geometry.Circle,int", "Replication": "Auto", "Description": "Construct an inscribed Polygon Curve within a circle.\n\nPolygon.RegularPolygon (circle: Circle, numberSides: int = 5): Polygon" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Circle.ByCenterPointRadius@Autodesk.DesignScript.Geometry.Point,double", "Id": "5f0bb12c7f36434abaadc36b4fefe657", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "933f0756431049bf8a21f178525b4d0a", @@ -348,14 +510,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Circle.ByCenterPointRadius@Autodesk.DesignScript.Geometry.Point,double", "Replication": "Auto", "Description": "Creates a Circle with input center Point and radius in the world XY plane, with world Z as normal.\n\nCircle.ByCenterPointRadius (centerPoint: Point = Autodesk.DesignScript.Geometry.Point.ByCoordinates(0, 0, 0), radius: double = 1): Circle" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Vector.ZAxis", "Id": "4c2d40d4f7234536a16ff4286d997eb6", + "NodeType": "FunctionNode", "Inputs": [], "Outputs": [ { @@ -368,17 +530,26 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Vector.ZAxis", "Replication": "Auto", "Description": "Get the canonical Z axis Vector (0,0,1)\n\nVector.ZAxis ( ): Vector" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "0..45..#count;", "Id": "e6c8b1e7f3d34b27b68bf8ff7014148a", + "NodeType": "CodeBlockNode", "Inputs": [ { - "Id": "d7bd235598c444a091d85dc1a502cdf6", + "Id": "b362c918afee4e66a1487743340220b1", + "Name": "max_degrees", + "Description": "max_degrees", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "ec1757510e4f4534a6a805b437641aea", "Name": "count", "Description": "count", "UsingDefaultValue": false, @@ -389,7 +560,7 @@ ], "Outputs": [ { - "Id": "7a335e043bb64553a504c37334bf2c78", + "Id": "6688bc683bc842729d2269656769c9f3", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -399,13 +570,13 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0..max_degrees..#count;" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.Curves", "Id": "ac102c1bc74048afaa05b6f5f172680a", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "b7d1498d83c5474385451cbc4f8fe99e", @@ -428,14 +599,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.Curves", "Replication": "Auto", "Description": "Returns curves of the polycurve\n\nPolyCurve.Curves ( ): Curve[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.EndPoint", "Id": "536ffc77634e4242b098141e4bde2681", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "a1ddfb372e22445fa53cafe67792b61e", @@ -458,14 +629,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.EndPoint", "Replication": "Auto", "Description": "Get the end Point along the Curve\n\nCurve.EndPoint: Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.Transpose@var[]..[]", "Id": "0436d33e159542bc8dd1a9c18dff089b", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "9fb711acdb674fb789f285ebe46dcfd1", @@ -488,14 +659,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.Transpose@var[]..[]", "Replication": "Auto", "Description": "Swaps rows and columns in a list of lists. If there are some rows that are shorter than others, null values are inserted as place holders in the resultant array such that it is always rectangular.\n\nList.Transpose (lists: var[]..[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[],bool", "Id": "95856878d61a413fab6a432ac39a6c2b", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "5d19cbad5fd74a248d9b48af894b0a19", @@ -527,14 +698,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[],bool", "Replication": "Auto", "Description": "Make PolyCurve by connecting points. Set the 'connectLastToFirst' input to true to close the PolyCurve.\n\nPolyCurve.ByPoints (points: Point[], connectLastToFirst: bool = false): PolyCurve" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.Curves", "Id": "a128e6dab7444f7c8cb51e71dc192b67", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "9350eda36ab148768d23528533ccb7b9", @@ -557,15 +728,16 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.Curves", "Replication": "Auto", "Description": "Returns curves of the polycurve\n\nPolyCurve.Curves ( ): Curve[]" }, { "ConcreteType": "DSRevitNodesUI.Levels, DSRevitNodesUI", "SelectedIndex": 3, - "SelectedString": "Level 1 Living Rm.", - "NodeType": "ExtensionNode", + "SelectedString": "Green Roof Hardscape", "Id": "87c5d5ca75dd4cdc9bc51b6b3d41294b", + "NodeType": "ExtensionNode", "Inputs": [], "Outputs": [ { @@ -583,10 +755,10 @@ }, { "ConcreteType": "DSRevitNodesUI.StructuralFramingTypes, DSRevitNodesUI", - "SelectedIndex": 1, - "SelectedString": "HSS8-3/4X.375", - "NodeType": "ExtensionNode", + "SelectedIndex": 0, + "SelectedString": "W12X26", "Id": "9fff18f6ca014727b2c91e663a0e28fa", + "NodeType": "ExtensionNode", "Inputs": [], "Outputs": [ { @@ -604,9 +776,8 @@ }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Id": "e814dc3bb9334c2d97d5c3ae9b09b86b", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "2d394d329afe4fc5b60da769563a51a4", @@ -647,120 +818,84 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 15.0, - "Id": "206978d4c61c458082c4f24345e39f1f", - "Inputs": [], - "Outputs": [ + "ConcreteType": "CoreNodeModels.Sequence, CoreNodeModels", + "Id": "badd18b97824413bb932fe8033fab9d1", + "NodeType": "ExtensionNode", + "Inputs": [ { - "Id": "f7f4bd9cc41547bda5405dc37668b0ce", - "Name": "", - "Description": "Double", + "Id": "ba158c88f8a84bc197f68ddc82881246", + "Name": "start", + "Description": "Number or letter to start the sequence at\r\nDefault value: 0 (disabled)", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": -0.25, - "Id": "f8145cfa198b4b0a8fb330c52d900f6e", - "Inputs": [], - "Outputs": [ + }, { - "Id": "ead53d6ece5c49959c1e9ddf72e0078c", - "Name": "", - "Description": "Double", + "Id": "8d4fff913572459c87105b134d3cc91c", + "Name": "amount", + "Description": "Amount of numbers in the sequence\r\nDefault value: 10 (disabled)", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": -10.0, - "Id": "e52557c64cb8405b810a6c3be5f708eb", - "Inputs": [], - "Outputs": [ + }, { - "Id": "881d0d8f930948e7b2570bb7ee775f6c", - "Name": "", - "Description": "Double", + "Id": "ce02cbc9fcf146e4b088d9f4a3aa519c", + "Name": "step", + "Description": "Space between numbers or letters\r\nDefault value: 1 (disabled)", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 5.0, - "Id": "69aa34ca35b340beac452f0d05406723", - "Inputs": [], "Outputs": [ { - "Id": "9c501775b88f4424b40ff130d138f24a", - "Name": "", - "Description": "Double", + "Id": "9bc09be2f05a4c889abac4a3edbd0177", + "Name": "seq", + "Description": "New sequence", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "Creates a number." + "Replication": "Longest", + "Description": "Creates a sequence of numbers" }, { - "ConcreteType": "CoreNodeModels.Sequence, CoreNodeModels", - "NodeType": "ExtensionNode", - "Id": "badd18b97824413bb932fe8033fab9d1", + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "e779956e198b451896fbe95c79a15dbf", + "NodeType": "FunctionNode", "Inputs": [ { - "Id": "ba158c88f8a84bc197f68ddc82881246", - "Name": "start", - "Description": "Number or letter to start the sequence at\r\nDefault value: 0 (disabled)", + "Id": "894ad9d69aa84593bf5b702f22f004c3", + "Name": "curve", + "Description": "The curve which defines the center line of the beam.\n\nCurve", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "8d4fff913572459c87105b134d3cc91c", - "Name": "amount", - "Description": "Amount of numbers in the sequence\r\nDefault value: 10 (disabled)", + "Id": "bacdd12070104f5da215fa3b613dfeef", + "Name": "level", + "Description": "The level with which you'd like the beam to be associated.\n\nLevel", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "ce02cbc9fcf146e4b088d9f4a3aa519c", - "Name": "step", - "Description": "Space between numbers or letters\r\nDefault value: 1 (disabled)", + "Id": "677d8c497f834f25afba7602ab479e7e", + "Name": "structuralFramingType", + "Description": "The structural framing type representing the beam.\n\nFamilyType", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -769,28 +904,31 @@ ], "Outputs": [ { - "Id": "9bc09be2f05a4c889abac4a3edbd0177", - "Name": "seq", - "Description": "New sequence", + "Id": "7aad63bdee6f4c66bac4c576c4cd5051", + "Name": "StructuralFraming", + "Description": "StructuralFraming", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Longest", - "Description": "Creates a sequence of numbers." + "FunctionSignature": "Revit.Elements.StructuralFraming.BeamByCurve@Autodesk.DesignScript.Geometry.Curve,Revit.Elements.Level,Revit.Elements.FamilyType", + "Replication": "Auto", + "Description": "Create a beam.\n\nStructuralFraming.BeamByCurve (curve: Curve, level: Level, structuralFramingType: FamilyType): StructuralFraming" }, { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", "NumberType": "Double", - "InputValue": -0.75, - "Id": "4c65ab9cccea4dfc91eae072c79257e8", + "MaximumValue": 50.0, + "MinimumValue": 15.0, + "StepValue": 0.1, + "Id": "1752f89750fa4653b5de1d2e252cd4a4", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "7aa32c6a9d6a4f3d839e1e7d9e2a3855", + "Id": "15dd2d833b144c009c07c4259eeb8fad", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -800,18 +938,21 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Produces numeric values", + "InputValue": 38.4 }, { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", "NumberType": "Double", - "InputValue": 5.0, - "Id": "0b1f4c980774412bb0d59e95b578400e", + "MaximumValue": 180.0, + "MinimumValue": 10.0, + "StepValue": 5.0, + "Id": "19104b39941f484bb766e2b7be870b10", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "fa19d46241f84459a97a549be4358942", + "Id": "fb3c15b109214648be05acdc5f8f0b66", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -821,18 +962,21 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Produces numeric values", + "InputValue": 130.0 }, { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", "NumberType": "Double", - "InputValue": 0.0, - "Id": "492e3291503441839d52fe7d29c93149", + "MaximumValue": 40.0, + "MinimumValue": 25.0, + "StepValue": 1.0, + "Id": "8f870a593a5c4322b78428570d2b7c87", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "5bb376405a744e88a1c4b18fdc4af04c", + "Id": "6adc317c693341dc9e98c3d5b32707e7", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -842,55 +986,224 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Produces numeric values", + "InputValue": 30.0 }, { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.StructuralFraming.BeamByCurve@Autodesk.DesignScript.Geometry.Curve,Revit.Elements.Level,Revit.Elements.FamilyType", - "Id": "e779956e198b451896fbe95c79a15dbf", - "Inputs": [ - { - "Id": "894ad9d69aa84593bf5b702f22f004c3", - "Name": "curve", - "Description": "The curve which defines the center line of the beam.\n\nCurve", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 40.0, + "MinimumValue": 25.0, + "StepValue": 1.0, + "Id": "8fb5c2574a744b599c59268f1e6ed375", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ { - "Id": "bacdd12070104f5da215fa3b613dfeef", - "Name": "level", - "Description": "The level with which you'd like the beam to be associated.\n\nLevel", + "Id": "7456dd2bb586420a9c55312412e8d9c3", + "Name": "", + "Description": "Double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 30.0 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 80.0, + "MinimumValue": 60.0, + "StepValue": 1.0, + "Id": "8604018a7ab841d0851e457e1ff4591a", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ { - "Id": "677d8c497f834f25afba7602ab479e7e", - "Name": "structuralFramingType", - "Description": "The structural framing type representing the beam.\n\nFamilyType", + "Id": "5135e9721d664fa99fe22632cd6fd35c", + "Name": "", + "Description": "Double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Outputs": [ - { - "Id": "7aad63bdee6f4c66bac4c576c4cd5051", - "Name": "StructuralFraming", - "Description": "StructuralFraming", + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 62.0 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 20.0, + "MinimumValue": 8.0, + "StepValue": 1.0, + "Id": "edb0ed3a63104163b2fd0459158ed8a3", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "85f6051a79b649428090bfc792cdc5ef", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 10.0 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 10.0, + "MinimumValue": 3.0, + "StepValue": 1.0, + "Id": "41385d9e7c9b4abc8a68c76178f55493", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "8c49d51f7a764db79b26c1bb507ff278", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 7.0 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": -0.5, + "MinimumValue": -2.0, + "StepValue": 0.25, + "Id": "dd7ee32fa83d43469dd8ad221cb292e7", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "3acc92dd199e4ed5b34b01c1a960a5b8", + "Name": "", + "Description": "Double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": -1.25 + }, + { + "ConcreteType": "CoreNodeModels.Input.IntegerSlider, CoreNodeModels", + "NumberType": "Integer", + "MaximumValue": 10, + "MinimumValue": 3, + "StepValue": 1, + "Id": "bffc90e5d05f4bcba04094fc76e80709", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "9e2e5e31c5604f36bdc286764be76a88", + "Name": "", + "Description": "Int64", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces integer values", + "InputValue": 5 + }, + { + "ConcreteType": "PythonNodeModels.PythonNode, PythonNodeModels", + "Code": "# Load the Python Standard and DesignScript Libraries\r\nimport sys\r\nimport clr\r\nclr.AddReference('ProtoGeometry')\r\nfrom Autodesk.DesignScript.Geometry import *\r\nfrom Autodesk.Revit.DB import *\r\nfrom RevitServices.Transactions import TransactionManager\r\nfrom RevitServices.Persistence import DocumentManager \r\n\r\ndoc = DocumentManager.Instance.CurrentDBDocument\r\n\r\n# The inputs to this node will be stored as a list in the IN variables.\r\ndataEnteringNode = IN\r\n\r\n# Place your code below this line\r\nstructural_framing = UnwrapElement(IN[0])\r\n\r\nunjoined_elements = []\r\n# start a Transaction\r\nTransactionManager.Instance.EnsureInTransaction(doc)\r\n# iterate through each structural framing element\r\nfor sf in structural_framing:\r\n # check if the element passed in of Structural Framing Category\r\n sf_category = sf.Category # get the element's Category\r\n # use the Structural Framing's Category Id to check\r\n if sf_category.Id.IntegerValue == -2001320:\r\n # disallow joins at start and end of the structural framing element\r\n Structure.StructuralFramingUtils.DisallowJoinAtEnd(sf, 0)\r\n Structure.StructuralFramingUtils.DisallowJoinAtEnd(sf, 1)\r\n unjoined_elements.append(sf)\r\nTransactionManager.Instance.TransactionTaskDone()\r\n\r\n \r\n# Output the list of elements with Disallowed Join\r\nOUT = unjoined_elements", + "Engine": "CPython3", + "EngineName": "CPython3", + "VariableInputPorts": true, + "Id": "227b062531f24fb58a6e1590d8c2f44d", + "NodeType": "PythonScriptNode", + "Inputs": [ + { + "Id": "ef8ffdf9a6af42a3bee8bcbb02df5166", + "Name": "structuralFraming", + "Description": "Structural Framing Family Instance elements", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "db1b39c43f0b4af4bdf342c1b5ce8d0a", + "Name": "unjoinedElements", + "Description": "Result of the python script", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Runs an embedded Python script." + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "909460533ac74bca91649ac0613e4e80", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "f8e003fc8ddc475db6615773d8509410", + "Name": "list", + "Description": "List to flatten.\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "b59cb061c3ae4dcfb2718d1172d94d5f", + "Name": "amount", + "Description": "Layers of list nesting to remove (-1 will remove all list nestings)\n\nint\nDefault value : -1", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "aee0f8250db34fd5b9aa7b21e3a73439", + "Name": "list", + "Description": "Flattened list by amount", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", "Replication": "Auto", - "Description": "Create a beam.\n\nStructuralFraming.BeamByCurve (curve: Curve, level: Level, structuralFramingType: FamilyType): StructuralFraming" + "Description": "Flattens a nested list of lists by a certain amount.\n\nList.Flatten (list: var[]..[], amount: int = -1): var[]..[]" } ], "Connectors": [ @@ -925,9 +1238,9 @@ "IsHidden": "False" }, { - "Start": "ec3907650fbd47b1a5e4db7f16ae3e57", + "Start": "182977a36b45442f8697b940ca8ef4d3", "End": "27713d377f624d70b9095dbdfc44dc79", - "Id": "08d7d2ca341a4183b0b3d1e05724f37c", + "Id": "79ba88f994124470b7b1896118f5e20a", "IsHidden": "False" }, { @@ -949,9 +1262,9 @@ "IsHidden": "False" }, { - "Start": "7a335e043bb64553a504c37334bf2c78", + "Start": "6688bc683bc842729d2269656769c9f3", "End": "9fe3144218d94826a999bd44c10c75a8", - "Id": "48b4b5d017ea4b52b0dff6d2406757c8", + "Id": "d8e00c501ecf4d148c4555988d762950", "IsHidden": "False" }, { @@ -987,7 +1300,7 @@ { "Start": "b6051e133b32462f80df223c78ba3827", "End": "894ad9d69aa84593bf5b702f22f004c3", - "Id": "e93e7ac4f1334ddca7ac199306190459", + "Id": "a3fbd8fca3d846eeae033ce8d86c38c3", "IsHidden": "False" }, { @@ -1015,81 +1328,93 @@ "IsHidden": "False" }, { - "Start": 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To read the Python code, right-click on the node and click Edit…", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 4060.8580012988568, + "Top": 216.746946484585, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "227b062531f24fb58a6e1590d8c2f44d" + }, + { + "Id": "dd7cea9b785e42e1a1ef0d21ff5465ad", + "Title": "Flip the matrix and get lists of End Points aligned vertically", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2096.7219189512316, + "Top": 233.21720062655231, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "0436d33e159542bc8dd1a9c18dff089b" + }, + { + "Id": "44596e08da534887baf0543a2acce31c", + "Title": "Get End Points of each Polygon curve", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 1846.9479901352433, + "Top": 245.37819798580153, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "536ffc77634e4242b098141e4bde2681" + }, + { + "Id": "5e5594e2a7254afa946d33a466641801", + "Title": "Deconstruct polycurves and obtain lists of curves to serve as input for Structural Framing elements", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2767.3373897968672, + "Top": 237.28767390208031, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "a128e6dab7444f7c8cb51e71dc192b67" + }, + { + "Id": "08dfd3ff8b6b4fa88b6dba0594d708cb", + "Title": "Prepare the list", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 3790.6040420505165, + "Top": 267.05851815063971, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "909460533ac74bca91649ac0613e4e80" + }, + { + "Id": "caf1cb689a8544c2b394b707c7f66cf8", + "Title": "Select the Floor Type for created Floors from the types existing in the project using the dropdown", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -1167.0010791133257, + "Top": 1211.6502130445667, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "435bd3342d794536a50f92a8d775960d" + }, + { + "Id": "4e9e7ecb287b449d8261310cfe389de2", + "Title": "Select the Structural Framing Type from the types loaded in the project using the dropdown", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -1163.1799667751334, + "Top": 1873.1326590297167, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "9fff18f6ca014727b2c91e663a0e28fa" } ], - "X": -748.1472986803783, - "Y": 312.14744887188147, - "Zoom": 0.74474240977973538 + "X": 1926.872737940362, + "Y": 1091.5671902533741, + "Zoom": 1.1017818921911129 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Curves.dyn b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Curves.dyn index 128fc85f277..6e8321ec683 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Curves.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Curves.dyn @@ -1,7 +1,7 @@ { "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", "IsCustomNode": false, - "Description": "", + "Description": "This graph showcases several methods of creating Curves in Dynamo and using them to create Revit elements (Model Lines)", "Name": "Revit_GeometryCreation_Curves", "ElementResolver": { "ResolutionMap": {} @@ -11,9 +11,8 @@ "Nodes": [ { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Id": "918f7dc4e6d04d6b9b51c329d02db2b2", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "7e4ecb613da44ca096e01392bc76cb9a", @@ -54,14 +53,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Id": "fb265a3222b04d2ab4f726b28bc90c10", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "792a8e92696d4784ba634c5c58445feb", @@ -102,14 +101,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Id": "e594468a412344b4870884b31915b703", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "bc23b06d3147480693728d866bfd3102", @@ -150,14 +149,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Id": "64155f51080847f8be8d0fb57485b1e3", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "c919e25fda2943c7bd5c704caa87cc90", @@ -198,173 +197,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 10.0, - "Id": "4f378cbb3c5d4496b11be74d16300d48", - "Inputs": [], - "Outputs": [ - { - "Id": "66423edb3392482abf506fb0b1a42da6", - "Name": "", - "Description": "Double", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 15.0, - "Id": "e8e066b331a048adbf0fd5e0e27a1c20", - "Inputs": [], - "Outputs": [ - { - "Id": "2b4d785d54914443a0a4b0c7d29375f7", - "Name": "", - "Description": "Double", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 5.0, - "Id": "bc1ea09916454e28b57419385b4d812b", - "Inputs": [], - "Outputs": [ - { - "Id": "9968220c1c844b169e48ccf6eac42f34", - "Name": "", - "Description": "Double", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "CoreNodeModels.CreateList, CoreNodeModels", - "VariableInputPorts": true, - "NodeType": "ExtensionNode", - "Id": "fc159a46e230462d91e7ac387a527d64", - "Inputs": [ - { - "Id": "c8862e8999b6408e9fb83b49aee89c81", - "Name": "item0", - "Description": "Item Index #0", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "b936454956f84afcb7867ffb8c2a802a", - "Name": "item1", - "Description": "Item Index #1", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "4a7cadcb642846ec90e5182218e07f60", - "Name": "item2", - "Description": "Item Index #2", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "b96b38b8a5cb4044b9a8c57b0d4249b0", - "Name": "item3", - "Description": "Item Index #3", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Outputs": [ - { - "Id": "a1ad401e993b43cb8fa2496e74270a8f", - "Name": "list", - "Description": "A list", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Makes a new list out of the given inputs" - }, - { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Line.ByStartPointEndPoint@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "7979f6ce63b64cfb98729d05812a111c", - "Inputs": [ - { - "Id": "4c0b08d86c4d4da588f9f239b69c99c7", - "Name": "startPoint", - "Description": "Line start point\n\nPoint", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "342125800dc54022ae6a8424e7dee0d2", - "Name": "endPoint", - "Description": "Line end point\n\nPoint", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Outputs": [ - { - "Id": "bef7f3aa735746e2b0ef4c466c72bfd1", - "Name": "Line", - "Description": "Line from start and end point", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Auto", - "Description": "Creates a straight Line between two input Points.\n\nLine.ByStartPointEndPoint (startPoint: Point, endPoint: Point): Line" - }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.NurbsCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[]", "Id": "d200379e5c8c4f8b968d2f0887223d68", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "609698e1619f46078fbb750b1d926960", @@ -387,14 +227,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.NurbsCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[]", "Replication": "Auto", "Description": "Create a BSplineCurve by interpolating between points.\n\nNurbsCurve.ByPoints (points: Point[]): NurbsCurve" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[],bool", "Id": "835b1ec252ca4b639a1f2a0dde80b497", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "048ff454c3374fcab7b871d07c3e04ff", @@ -426,44 +266,14 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.ByPoints@Autodesk.DesignScript.Geometry.Point[],bool", "Replication": "Auto", "Description": "Make PolyCurve by connecting points. Set the 'connectLastToFirst' input to true to close the PolyCurve.\n\nPolyCurve.ByPoints (points: Point[], connectLastToFirst: bool = false): PolyCurve" }, - { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.Length", - "Id": "eaae1aa1418848978ae4a743ac654a51", - "Inputs": [ - { - "Id": "81c2397aa6ea4052b24fa213262493a5", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Outputs": [ - { - "Id": "32b7029742eb4a77a324c63f1eb788c8", - "Name": "double", - "Description": "double", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Auto", - "Description": "Returns the total arc length of the curve\n\nCurve.Length: double" - }, { "ConcreteType": "CoreNodeModels.Input.BoolSelector, CoreNodeModels", - "NodeType": "BooleanInputNode", - "InputValue": true, "Id": "6e4f5b2b2389451b95459dea13431b8b", + "NodeType": "BooleanInputNode", "Inputs": [], "Outputs": [ { @@ -477,13 +287,13 @@ } ], "Replication": "Disabled", - "Description": "Selection between a true and false." + "Description": "Enables selection between True and False", + "InputValue": false }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.NurbsCurve.ByControlPoints@Autodesk.DesignScript.Geometry.Point[],int,bool", "Id": "8ba3309a6ded4059a074fa0c2b291919", + "NodeType": "FunctionNode", "Inputs": [ { "Id": "bf9fb50678ac44aebbb9bd32cafa6887", @@ -524,59 +334,72 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.NurbsCurve.ByControlPoints@Autodesk.DesignScript.Geometry.Point[],int,bool", "Replication": "Auto", "Description": "Create a BSplineCurve by using explicit control points. NOTE 1: BSplineCurves with deg=1 have G1 discontinuities, which cause problems for extrusion, sweep, and other operations. They should be avoided. Use a PolyCurve instead. NOTE 2: If the curve is periodic (closed), then the first and last points MUST be the same.\n\nNurbsCurve.ByControlPoints (points: Point[], degree: int = 3, closeCurve: bool = false): NurbsCurve" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "f4ef10a11aed49d5847439cdbdf5fea6", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "2c8d0d140440438cb81cdcdeefc1b77e", "Inputs": [ { - "Id": "136d1188d65f450689f307ac78c13b9c", + "Id": "1bdd3a63c00f4233a6d2499ee275950c", "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Description": "Curve", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, + } + ], + "Outputs": [ { - "Id": "7cbf19c2ba694767a68367f3999e2fef", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0", - "UsingDefaultValue": true, + "Id": "30b0aa4fee394e21a04f6e2ff7351ad8", + "Name": "ModelCurve", + "Description": "ModelCurve", + "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.ModelCurve.ByCurve@Autodesk.DesignScript.Geometry.Curve", + "Replication": "Auto", + "Description": "Construct a Revit ModelCurve element from a Curve\n\nModelCurve.ByCurve (curve: Curve): ModelCurve" + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "e21f9bb6cb724a3cb7ea68caf7ace5f3", + "NodeType": "NumberInputNode", + "Inputs": [], "Outputs": [ { - "Id": "a275bbeb26bb407185a91f46d0d3af6b", - "Name": "Point", - "Description": "Point", + "Id": "061cbf0da0034a44aa950c40c1c2a166", + "Name": "", + "Description": "Double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Auto", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" + "Replication": "Disabled", + "Description": "Creates a number", + "InputValue": -35.0 }, { - "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "0..1..#20;", - "Id": "7820af5f481d4af79b359e608a64b96d", + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "0c469019fb6d423bb4119230f11458f1", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "6fdede1d9c484cc68c374e6587b19347", + "Id": "0402107e20824d23b1a6a3c95cb3dad6", "Name": "", - "Description": "Value of expression at line 1", + "Description": "Double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -584,152 +407,453 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Creates a number", + "InputValue": -55.0 }, { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.ModelCurve.ByCurve@Autodesk.DesignScript.Geometry.Curve", - "Id": "f4ef10a11aed49d5847439cdbdf5fea6", - "Inputs": [ + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "a0fbeaadfce64458bb914b09cdce4c57", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ { - "Id": "1bdd3a63c00f4233a6d2499ee275950c", - "Name": "curve", - "Description": "Curve", + "Id": "95e19d6de2ba436383b68df02a631e36", + "Name": "", + "Description": "Double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "Replication": "Disabled", + "Description": "Creates a number", + "InputValue": -40.0 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "58815d96f9b34ab3a996598d317495f6", + "NodeType": "NumberInputNode", + 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"GraphDocumentationURL": null, "ExtensionWorkspaceData": [ { @@ -737,9 +861,15 @@ "Name": "Properties", "Version": "2.13", "Data": {} + }, + { + "ExtensionGuid": "DFBD9CC0-DB40-457A-939E-8C8555555A9D", + "Name": "Generative Design", + "Version": "7.0", + "Data": {} } ], - "Author": "None provided", + "Author": "Dynamo Team", "Linting": { "activeLinter": "None", "activeLinterId": "7b75fb44-43fd-4631-a878-29f4d5d8399a", @@ -750,7 +880,25 @@ { "NodeId": "f4ef10a1-1aed-49d5-8474-39cdbdf5fea6", "Binding": { - "ByCurve_InClassDecl-1_InFunctionScope-1_Instance0_f4ef10a1-1aed-49d5-8474-39cdbdf5fea6": 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+ } + }, + { + "NodeId": "21fbd443-af1b-4b1c-9865-95f890530407", + "Binding": { + "ByCurve_InClassDecl-1_InFunctionScope-1_Instance0_21fbd443-af1b-4b1c-9865-95f890530407": 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" 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"Id": "3c428901ff2c42fdb360b8a00cb98750", + "Title": "Create a NURBS curve from a list of points", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -23919.9443991488, + "Top": -19589.1004371845, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "d200379e5c8c4f8b968d2f0887223d68" } ], - "X": 16502.259384473706, - "Y": 13850.073918995129, - "Zoom": 0.68793184622315484 + "X": 15127.170610565821, + "Y": 12225.605439747691, + "Zoom": 0.58571107332816141 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Points.dyn b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Points.dyn index f461160d16b..6ef1d9eb78d 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Points.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Points.dyn @@ -1,65 +1,61 @@ { - "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", + "Uuid": "adfb96bf-c673-4a19-8026-70e80871a954", "IsCustomNode": false, - "Description": "", + "Description": "This graph creates a Model Line and a Reference Point when in Conceptual Mass Family environment.", "Name": "Revit_GeometryCreation_Points", "ElementResolver": { "ResolutionMap": {} }, "Inputs": [ { - "Id": "a8d28be45b934b68a1826e7d09b6147e", - "Name": "Number", + "Id": "434e51b97d504ad485ec8873844cb5b9", + "Name": "Point Z value", "Type": "number", - "Value": "2", + "Type2": "number", + "Value": "25", + "MaximumValue": 50.0, + "MinimumValue": 5.0, + "StepValue": 5.0, "NumberType": "Double", - "Description": "Creates a number.", + "Description": "Produces numeric values", "SelectedIndex": 0 }, { - "Id": "07b702282be848b2a8f7f7d66eb0ed16", - "Name": "Number Slider", + "Id": "5ac6a2ecccc04bdbb240d93d993aec7b", + "Name": "Point Y value", "Type": "number", - "Value": "4.43", - "MaximumValue": 10.0, - "MinimumValue": 0.0, - "StepValue": 0.1, + "Type2": "number", + "Value": "25", + "MaximumValue": 50.0, + "MinimumValue": 5.0, + "StepValue": 5.0, "NumberType": "Double", - "Description": "A slider that produces numeric values.", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "77a8a99bf71c47e2a984fc1d4f97e4c7", + "Name": "Point X value", + "Type": "number", + "Type2": "number", + "Value": "50", + "MaximumValue": 50.0, + "MinimumValue": 5.0, + "StepValue": 5.0, + "NumberType": "Double", + "Description": "Produces numeric values", "SelectedIndex": 0 } ], "Outputs": [], "Nodes": [ - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 2.0, - "Id": "a8d28be45b934b68a1826e7d09b6147e", - "Inputs": [], - "Outputs": [ - { - "Id": "6c7b08d863dd4613bbb08bf12ccae37b", - "Name": "", - "Description": "Double", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "2a0405887d4d4166a10168b37f352fc7", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "adfb6a7d3ae84747a50d6446b0575438", "Inputs": [ { - "Id": "41c1b67f4cae42c1870e8067222198ec", + "Id": "88e426d68c2a49f6ad18b7385bd79215", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -68,7 +64,7 @@ "KeepListStructure": false }, { - "Id": "6cbfc4f53c594e3198398a1eacc2c904", + "Id": "988f10e7269a495a8475000981883a75", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -77,7 +73,7 @@ "KeepListStructure": false }, { - "Id": "2838b00ffa0e463bbe0eacaf548f6687", + "Id": "bc05db6a0acf4e2bba2d0ed19582dfa4", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -88,7 +84,7 @@ ], "Outputs": [ { - "Id": "c28c4e4b0ff14ea6875ab92a2c5a7430", + "Id": "114ef9fe83fd44cfb1e89faa0a154fbf", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -97,22 +93,22 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "MaximumValue": 10.0, - "MinimumValue": 0.0, - "StepValue": 0.1, - "InputValue": 4.43, - "Id": "07b702282be848b2a8f7f7d66eb0ed16", + "MaximumValue": 50.0, + "MinimumValue": 5.0, + "StepValue": 5.0, + "Id": "434e51b97d504ad485ec8873844cb5b9", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "89353ce28afb42858938fa6b02ec8c3b", + "Id": "b06ab1a5b52144d2bec1c2766f6196d0", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -122,15 +118,18 @@ } ], "Replication": "Disabled", - "Description": "A slider that produces numeric values." + "Description": "Produces numeric values", + "InputValue": 25.0 }, { "ConcreteType": "CoreNodeModels.Watch, CoreNodeModels", + "WatchWidth": 328.0, + "WatchHeight": 38.0, + "Id": "14e9c97906e24d4f9efc89922056c5f8", "NodeType": "ExtensionNode", - "Id": "e444c8932cb6489389b09a3ed1900d69", "Inputs": [ { - "Id": "debf79aebc1e4347bb91586ea619e5fd", + "Id": "ca7eddc03860468686247430e560ec91", "Name": "", "Description": "Node to evaluate.", "UsingDefaultValue": false, @@ -141,7 +140,7 @@ ], "Outputs": [ { - "Id": "0f723b58ceb04f309f2237a3ee62ecf5", + "Id": "d03694df96a447d582cd65922b3a7d3d", "Name": "", "Description": "Watch contents.", "UsingDefaultValue": false, @@ -151,7 +150,7 @@ } ], "Replication": "Disabled", - "Description": "Visualize the node's output" + "Description": "Visualizes a node's output" }, { "ConcreteType": "Watch3DNodeModels.Watch3D, Watch3DNodeModels", @@ -159,22 +158,23 @@ "WatchHeight": 200.0, "WasExecuted": true, "Camera": { - "Name": "751b37a0-8c55-46b3-90a9-f6b644af185b Preview", - "EyeX": -17.0, - "EyeY": 24.0, - "EyeZ": 50.0, - "LookX": 12.0, - "LookY": -13.0, - "LookZ": -58.0, - "UpX": 0.0, - "UpY": 1.0, - "UpZ": 0.0 + "Name": "05fc900e-3b57-41e0-8c5c-811feb8ee30f Preview", + "EyeX": -59.810522825354404, + "EyeY": -7.443073319112866, + "EyeZ": -48.432236726769084, + "LookX": 59.810522825354404, + "LookY": 7.443073319112866, + "LookZ": 48.432236726769084, + "UpX": -0.23890918493270874, + "UpY": 0.95157557725906372, + "UpZ": -0.19345931708812714 }, + "VariableInputPorts": true, + "Id": "05fc900e3b5741e08c5c811feb8ee30f", "NodeType": "ExtensionNode", - "Id": "751b37a08c5546b390a9f6b644af185b", "Inputs": [ { - "Id": "0562171b3ea441739fd8bcbb8b1ce264", + "Id": "7ec7bc2685db46bd9c9eb7329a674646", "Name": "", "Description": "Incoming geometry objects.", "UsingDefaultValue": false, @@ -185,7 +185,7 @@ ], "Outputs": [ { - "Id": "995b3cc9453a46cd9c1f2415df95d8a2", + "Id": "93f0d3d49e80440988c9189f8ae3fcb5", "Name": "", "Description": "Incoming geometry objects.", "UsingDefaultValue": false, @@ -195,16 +195,15 @@ } ], "Replication": "Disabled", - "Description": "Shows a dynamic preview of geometry." + "Description": "Shows a dynamic preview of geometry" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "ac19514ca0f94af7a1de3f7098066c0f", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "b8d01157d3a347b18c2c440b20da9d54", "Inputs": [ { - "Id": "b20a4566cb77456b99433ca54bdee33e", + "Id": "0a25001c46b9438494ef74a10d8d8cea", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -213,7 +212,7 @@ "KeepListStructure": false }, { - "Id": "651a5cb660d0480d8adbaaabeb2fb137", + "Id": "8daf688bb7034ee9bb2d321142607334", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -222,7 +221,7 @@ "KeepListStructure": false }, { - "Id": "e148b06564cd45eba7b392e7d044e9e7", + "Id": "611cc3ae597242e7851bab7a112ae8b4", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -233,7 +232,7 @@ ], "Outputs": [ { - "Id": "801cc949e08f47abb8050552a053d445", + "Id": "84218ad31df04a5ebb804072db41f04c", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -242,17 +241,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "764cb6ce6ecb4ca59ee8e9b25f85de2d", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Line.ByStartPointEndPoint@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "d060080d17f141e4897d79c511029919", "Inputs": [ { - "Id": "ca7dcb578ad642088e0b5b4c383f9d46", + "Id": "4d601a5f1b1b47fea6958522e7be9531", "Name": "startPoint", "Description": "Line start point\n\nPoint", "UsingDefaultValue": false, @@ -261,7 +260,7 @@ "KeepListStructure": false }, { - "Id": "b587d6b05d3a41e28ebc7e7ec92f91cc", + "Id": "790a32ec609d4a26bc22c80c8130a2db", "Name": "endPoint", "Description": "Line end point\n\nPoint", "UsingDefaultValue": false, @@ -272,7 +271,7 @@ ], "Outputs": [ { - "Id": "e7dd2b37cda04f239b3dcd22561316e1", + "Id": "2359b00a6a2841a08d665a02d28c477f", "Name": "Line", "Description": "Line from start and end point", "UsingDefaultValue": false, @@ -281,17 +280,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Line.ByStartPointEndPoint@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", "Replication": "Auto", "Description": "Creates a straight Line between two input Points.\n\nLine.ByStartPointEndPoint (startPoint: Point, endPoint: Point): Line" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "32a21b61d9f24239989f97ca0a4a4189", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.ModelCurve.ByCurve@Autodesk.DesignScript.Geometry.Curve", - "Id": "859b30aef9f042268e0896b5066e31c7", "Inputs": [ { - "Id": "dd28d907f0234c2db53439cbb991420a", + "Id": "14203baacb874bc19f8e922b2b164b47", "Name": "curve", "Description": "Curve", "UsingDefaultValue": false, @@ -302,7 +301,7 @@ ], "Outputs": [ { - "Id": "61186977c639405eaaa6e16d18dc20e1", + "Id": "016cf7eb9ed749ff8d497882bfcf492d", "Name": "ModelCurve", "Description": "ModelCurve", "UsingDefaultValue": false, @@ -311,17 +310,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.ModelCurve.ByCurve@Autodesk.DesignScript.Geometry.Curve", "Replication": "Auto", "Description": "Construct a Revit ModelCurve element from a Curve\n\nModelCurve.ByCurve (curve: Curve): ModelCurve" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "62bde2021eb04e88b6aabe6e7379a978", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.ReferencePoint.ByPoint@Autodesk.DesignScript.Geometry.Point", - "Id": "66c0540b9aa84a589a8eacd89b7a8c37", "Inputs": [ { - "Id": "ce6eaf70fa194d02b72a2cae6ffa10ed", + "Id": "c08cd794c2ee4c279311637ac89b1cf6", "Name": "pt", "Description": "Point", "UsingDefaultValue": false, @@ -332,7 +331,7 @@ ], "Outputs": [ { - "Id": "78abc094085e4297ba90b923fe0bbbe4", + "Id": "630dd924addb4cd9966763dddab7503e", "Name": "ReferencePoint", "Description": "ReferencePoint", "UsingDefaultValue": false, @@ -341,63 +340,118 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.ReferencePoint.ByPoint@Autodesk.DesignScript.Geometry.Point", "Replication": "Auto", "Description": "Create a Reference Point from a point.\n\nReferencePoint.ByPoint (pt: Point): ReferencePoint" + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 50.0, + "MinimumValue": 5.0, + "StepValue": 5.0, + "Id": "5ac6a2ecccc04bdbb240d93d993aec7b", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "ff4c7df612b94c2580fa5f9287eca57c", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": 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"aaa8e3691c1e45e19ec7e1d950a69849", + "Title": "Point coordinates", + "DescriptionText": "", + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [ + "434e51b97d504ad485ec8873844cb5b9", + "5ac6a2ecccc04bdbb240d93d993aec7b", + "77a8a99bf71c47e2a984fc1d4f97e4c7" + ], + "HasNestedGroups": false, + "Left": 2686.26604972724, + "Top": 768.53424632313, + "Width": 368.0, + "Height": 482.36784865724007, + "FontSize": 36.0, + "GroupStyleId": "883066aa-1fe2-44a4-9bd1-c3df86bfe9f6", + "InitialTop": 841.53424632313, + "InitialHeight": 422.36784865724007, + "TextblockHeight": 63.0, + "Background": "#FFFFB8D8" + }, + { + "Id": "d1b73e4922504caba997fd43ac6fdbbe", "Title": "Geometric Data can be visualized as either textual information or in 3d space", "DescriptionText": null, "IsExpanded": true, @@ -546,57 +670,165 @@ "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 3506.47639668914, - "Top": 1061.24282336897, + "Left": 3601.9380167078157, + "Top": 967.85690618532249, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "14e9c97906e24d4f9efc89922056c5f8" + }, + { + "Id": "467cffc5116f411f84fcd2e970ef1b87", + "Title": "You can toggle between 3D Background navigation and Graph View navigation with the butttons in the upper right corner of the screen (Ctrl + B shortcut). Background Preview can also be turned on and off in the View Menu, for Dynamo and Revit. ", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2694.6170038387027, + "Top": 598.49509357279953, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, "Background": "#FFC1D676" }, { - "Id": "0509d30fc04240b590de0da5b395bb04", - "Title": "You can toggle between 3d navigation and node navigation with the Geom/Node Butttons in the lower right of the screen. Background Preview can also be turned on and off in the View Menu", + "Id": "d4a7602dd9aa49bc8f2ecc88f885a1eb", + "Title": "Dynamo can only create and modify elements that are appropriate to the file that Dynamo is associated with. For instance, Reference Points can only be made in certain Family environments (such as Generic Model Adaptive), while Model Lines can be created almost anywhere.", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 2906.12249671052, - "Top": 741.787811444411, + "Left": 3555.680497128028, + "Top": 1216.6724393196419, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "62bde2021eb04e88b6aabe6e7379a978" + }, + { + "Id": "d0f6481a303e4728a927331432a70bed", + "Title": "Run this graph in a Conceptual Mass or Generic Model Adaptive family environment. \n\nTo create a new family, go to File > New Family > and select the template located in the folder: \n\nC:\\ProgramData\\Autodesk\\RVT 2025\\Family Templates\\English-Imperial\\Generic Model Adaptive.rft ", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2695.6691718720854, + "Top": 361.85869896646881, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, "Background": "#FFC1D676" }, { - "Id": "201c6ba8057b456e94ed7a3c5211403e", - "Title": "Dynamo interacts with Revit with special Revit nodes. \r\n\r\nDynamo can only create and modify elements that are appropriate to the file that Dynamo is associated with. For instance, Reference Points can only be made in certain Family environments, while Model Lines can be created almost anywhere. Pass any curve element to Revit Elements that are driven by Lines or other Curves to create them.", + "Id": "d2ca38c2dcee4ec98891dd6c9da939de", + "Title": "This graph creates a Model Line and a Reference Point in Family environment", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 4227.2898831632529, - "Top": 842.0087651548198, + "Left": 2696.5408234984125, + "Top": 530.6813225625001, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, "Background": "#FFC1D676" + }, + { + "Id": "5063c42eb34b44eba6bff276a3425a89", + "Title": "Create a model curve by connecting two points", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 4008.7079253354186, + "Top": 662.62418292299276, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "32a21b61d9f24239989f97ca0a4a4189" + }, + { + "Id": "73b7676b54c946efbdf41d825fb27821", + "Title": "Preview the geometry ", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 4117.9437707323677, + "Top": 912.84850546071448, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "05fc900e3b5741e08c5c811feb8ee30f" + }, + { + "Id": "679dc2339ead4144863f0d6b03849301", + "Title": "Manipulate the position of the point in the Dynamo environment : Select the Point.ByCoordinates node and swicth to Background preview to pull the point along its three axes.", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 3175.5006716801058, + "Top": 864.64744567581829, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "2a0405887d4d4166a10168b37f352fc7" } ], - "X": -4660.3198243495235, - "Y": -817.330533815553, - "Zoom": 1.1996829446574735 + "X": -1826.7106472542491, + "Y": -203.18281306665585, + "Zoom": 0.81485104695507693 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Solids.dyn b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Solids.dyn index b07ab74ab70..efc2fbb2ec2 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Solids.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Solids.dyn @@ -1,7 +1,7 @@ { "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", "IsCustomNode": false, - "Description": "", + "Description": "This graph presents several methods of creating Solid geometry in Dynamo and integrating it in Revit - some methods may be used in a project environment, others - only in certain Family environments (Conceptual Mass). ", "Name": "Revit_GeometryCreation_Solids", "ElementResolver": { "ResolutionMap": { @@ -1269,7 +1269,7 @@ "Inputs": [], "Outputs": [ { - "Id": "07c9a98e9df144aca361522e0f7283d1", + "Id": "16ff85808a6e4259965f79c18b05eef3", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -1282,26 +1282,6 @@ "Description": "Allows for DesignScript code to be authored directly", "Code": "Point.ByCoordinates(0,0,5);" }, - { - "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "Id": "cadf5d2a239747efa01158a999c9aca1", - "NodeType": "CodeBlockNode", - "Inputs": [], - "Outputs": [ - { - "Id": "240d9a7d40db4caea68a84186ee09ced", - "Name": "", - "Description": "Value of expression at line 1", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly", - "Code": "Point.ByCoordinates(10,10,10);" - }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", "Id": "e0e441ca08a448b78f6496e65e320376", @@ -1544,6 +1524,165 @@ "FunctionSignature": "Autodesk.DesignScript.Geometry.PolyCurve.ByJoinedCurves@Autodesk.DesignScript.Geometry.Curve[],double,bool,double", "Replication": "Auto", "Description": "Make PolyCurve by joining curves. 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double = 0, y: double = 0, z: double = 0): Point" + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", + "NumberType": "Double", + "Id": "ef05ceca57cb41e0894c06b078a24e5a", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "5f5be1382b3746728761389ab788e1d2", + "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": "13b0361aca2a40de972e6c1c9b290c4c", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "dae95f96a589423ab323cbc06699bd1f", + "Name": "x", + "Description": "X coordinate\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "bdd8fb4a1eac4c869162d2dce0cf3874", + "Name": "y", 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"GraphDocumentationURL": null, "ExtensionWorkspaceData": [ { @@ -1864,9 +2021,15 @@ "Name": "Properties", "Version": "2.13", "Data": {} + }, + { + "ExtensionGuid": "DFBD9CC0-DB40-457A-939E-8C8555555A9D", + "Name": "Generative Design", + "Version": "7.0", + "Data": {} } ], - "Author": "None provided", + "Author": "Dynamo Team", "Linting": { "activeLinter": "None", "activeLinterId": "7b75fb44-43fd-4631-a878-29f4d5d8399a", @@ -1877,7 +2040,19 @@ { "NodeId": "e0e441ca-08a4-48b7-8f64-96e65e320376", "Binding": { - "ByGeometries_InClassDecl-1_InFunctionScope-1_Instance0_e0e441ca-08a4-48b7-8f64-96e65e320376": 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of the trim to keep (the side closest to the point will be discarded). ", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -21015.159532770474, + "Top": -19081.58600934939, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "f61492d4865e43109d9573187e44b019" + }, + { + "Id": "4bca3bd9b3064d0486ed499f45763a96", + "Title": "This graph uses several methods to create Solid geometry in Revit - some methods can be used in a Project environment, others - only in certain Family environments. \n\nUse a Conceptual Mass family template to view all methods. \n\nTo open a Conceptual Mass family by going to File > New > Family > and select the Mass.rft template\\Conceptual Mass\\Mass.rft", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -25572.476576150933, + "Top": -20788.50480737273, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, @@ -2437,8 +3174,8 @@ "Background": "#FFC1D676" } ], - "X": 6914.3018575970664, - "Y": 5712.86591022021, - "Zoom": 0.27517586383060266 + "X": 14799.206520340684, + "Y": 12851.106735501062, + "Zoom": 0.6434302565521951 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Surfaces.dyn b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Surfaces.dyn index a7be45eb9d0..b371a8ec49b 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Surfaces.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_GeometryCreation_Surfaces.dyn @@ -1,7 +1,7 @@ { - "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", + "Uuid": "c9e9c242-5ada-4606-9641-a5424410938d", "IsCustomNode": false, - "Description": "", + "Description": "This graph presents several methods of creating Surfaces in Dynamo and two methods of converting geometry into Revit Geometry. ", "Name": "Revit_GeometryCreation_Surfaces", "ElementResolver": { "ResolutionMap": {} @@ -11,12 +11,11 @@ "Nodes": [ { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "59b093f878ad4e1dadc72629f4fb074c", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "918f7dc4e6d04d6b9b51c329d02db2b2", "Inputs": [ { - "Id": "38164badfeac4a00b37992ce48c9b94b", + "Id": "7a7457b9ac8044019a4f2634ae546676", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -25,7 +24,7 @@ "KeepListStructure": false }, { - "Id": "234060568bab4ed18e6e785c5aed8dc2", + "Id": "ff8e7c51811e4b0d8b8e1742d7a1da84", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -34,7 +33,7 @@ "KeepListStructure": false }, { - "Id": "7721e50f27af4caaafa1f1f42b6e4ab3", + "Id": "b6de99d524f54f9a8580632c29ec62d1", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -45,7 +44,7 @@ ], "Outputs": [ { - "Id": "1bbd4aba24934948a95fb28a5919ebeb", + "Id": "07aa884531034c2d8788c008742874ad", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -54,17 +53,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "7e843897e1fa495787380bc197f2dba1", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "fb265a3222b04d2ab4f726b28bc90c10", "Inputs": [ { - "Id": "08edf5a93bab4ff2a77e4c3ed861375a", + "Id": "da7bc7b80b474c978d9cb8dbef37a03e", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -73,7 +72,7 @@ "KeepListStructure": false }, { - "Id": "4719c97b1932494892dfefe03a7796cf", + "Id": "9e01375fb68a46a8a2075bdfe7963c08", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -82,7 +81,7 @@ "KeepListStructure": false }, { - "Id": "42e70bfdd91246e4b57bccb85cf33de8", + "Id": "84fa891f57bd464896272794b7545dbe", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -93,7 +92,7 @@ ], "Outputs": [ { - "Id": "aef6eaa7e1984fb98265607bf012615d", + "Id": "41b6d8d238254f25b0dc81a67abe523c", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -102,17 +101,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "48f00773a99e479fb7572b769f0c4b22", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "e594468a412344b4870884b31915b703", "Inputs": [ { - "Id": "127428911b814f12b63682ab414c3e5e", + "Id": "1f8383ba1d6c45c89fd6f58a6fdcdfd6", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -121,7 +120,7 @@ "KeepListStructure": false }, { - "Id": "ea5c6ded0abd47fabdc57f0c8e114751", + "Id": "a17abcbefed84e86baa7f91bc3572ada", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -130,7 +129,7 @@ "KeepListStructure": false }, { - "Id": "0cb7c202a9ef43b3b53ecd487a267b88", + "Id": "e4ff666defe043fd8739c73b3555a3e2", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -141,7 +140,7 @@ ], "Outputs": [ { - "Id": "6467add41a094c519eb2e111815b68a6", + "Id": "47a9ce76f7b4425badfdfb31cfbb471a", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -150,19 +149,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 10.0, - "Id": "4f378cbb3c5d4496b11be74d16300d48", + "Id": "f970d6b806d742138f0179bfe4cb91c4", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "37fc837d889646269b9e235be1a40e90", + "Id": "e2fccc8059564b09a5f76a7078bafa05", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -172,18 +171,18 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 10.0 }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 5.0, - "Id": "bc1ea09916454e28b57419385b4d812b", + "Id": "f2e03cee6db54451afe6c7be0f50a7bc", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "38953ef23da44d888929d6637fb25512", + "Id": "1ad87acbe55b44ce8d6bbb149262b200", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -193,16 +192,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 5.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "500780edf30d4424a37bdc8d279b41db", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "f17077267a2b4cc29768fd8e8c31a44a", "Inputs": [ { - "Id": "c60c574ac65c49d2a9f00f2b539dad43", + "Id": "fc4916fbac6947bdb083acf55cadf6ab", "Name": "firstPoint", "Description": "1st point of arc\n\nPoint", "UsingDefaultValue": false, @@ -211,7 +210,7 @@ "KeepListStructure": false }, { - "Id": "3717b4e1226647efbde27ea7375f4254", + "Id": "e75f91f3187f493f8e47a40c1faad4e5", "Name": "secondPoint", "Description": "2nd point of arc\n\nPoint", "UsingDefaultValue": false, @@ -220,7 +219,7 @@ "KeepListStructure": false }, { - "Id": "953fae8999294f12b7e2d5f41229e83d", + "Id": "4f649926de3941f2a557c52149302375", "Name": "thirdPoint", "Description": "3rd point of arc\n\nPoint", "UsingDefaultValue": false, @@ -231,7 +230,7 @@ ], "Outputs": [ { - "Id": "f2195a6b254b4258803f2ddd7f8da0e0", + "Id": "406c000c44264f80973169cdac284ddb", "Name": "Arc", "Description": "Arc created from three points", "UsingDefaultValue": false, @@ -240,17 +239,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", "Replication": "Auto", "Description": "Create an arc by providing three sequential points along its circumference.\n\nArc.ByThreePoints (firstPoint: Point, secondPoint: Point, thirdPoint: Point): Arc" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "9ccc54cc765c467997ac565d7a1c4162", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.NurbsSurface.ByControlPoints@Autodesk.DesignScript.Geometry.Point[][],int,int", - "Id": "4859e415f1374590b107c528167769c0", "Inputs": [ { - "Id": "6e6191a1257d49f9a794c86613b831b4", + "Id": "1a200ea7d7a54c1eba7339153cd270ea", "Name": "controlVertices", "Description": "Grid of control points for nurbs surface\n\nPoint[][]", "UsingDefaultValue": false, @@ -259,7 +258,7 @@ "KeepListStructure": false }, { - "Id": "fc3f6b4befe344f2a20715a489a30680", + "Id": "70afbc8d75064f579421c5f41283331a", "Name": "uDegree", "Description": "Degree in u direction\n\nint\nDefault value : 3", "UsingDefaultValue": true, @@ -268,7 +267,7 @@ "KeepListStructure": false }, { - "Id": "4aa81e8635644783b06d3f9d819a14f0", + "Id": "2b197c1961554e47b9e26233219b5ce3", "Name": "vDegree", "Description": "Degree in v direction\n\nint\nDefault value : 3", "UsingDefaultValue": true, @@ -279,7 +278,7 @@ ], "Outputs": [ { - "Id": "f3c71042517f4f008e4e8c2971c012f7", + "Id": "8469da5fedbe4d97a40e6362afd2f681", "Name": "NurbsSurface", "Description": "Nurbs surface created by control points", "UsingDefaultValue": false, @@ -288,17 +287,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.NurbsSurface.ByControlPoints@Autodesk.DesignScript.Geometry.Point[][],int,int", "Replication": "Auto", "Description": "Create a NurbsSurface by using explicit control Points, with specified U and V degrees.\n\nNurbsSurface.ByControlPoints (controlVertices: Point[][], uDegree: int = 3, vDegree: int = 3): NurbsSurface" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "4969601b341f4d9c96b4a3886375566c", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.ImportInstance.ByGeometries@Autodesk.DesignScript.Geometry.Geometry[]", - "Id": "c1e10fd1974e4374b6ec0766615d3df4", "Inputs": [ { - "Id": "67e7e07ad4ed4504860d2ea77383bc55", + "Id": "dcf1d34577784017a17f86ff2b03585e", "Name": "geometries", "Description": "A collection of Geometry\n\nGeometry[]", "UsingDefaultValue": false, @@ -309,7 +308,7 @@ ], "Outputs": [ { - "Id": "eeb65b0302d74ebaa880c09ad5ac60a3", + "Id": "a11ce7f9776c49ef946da51ca7922f20", "Name": "ImportInstance", "Description": "ImportInstance", "UsingDefaultValue": false, @@ -318,17 +317,18 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.ImportInstance.ByGeometries@Autodesk.DesignScript.Geometry.Geometry[]", "Replication": "Auto", "Description": "Import a collection of Geometry (Solid, Curve, Surface, etc) into Revit as an ImportInstance. This variant is much faster than ImportInstance.ByGeometry as it uses a batch method.\n\nImportInstance.ByGeometries (geometries: Geometry[]): ImportInstance" }, { "ConcreteType": "CoreNodeModels.CreateList, CoreNodeModels", "VariableInputPorts": true, + "Id": "0bb60ad011cc41ff809222ee52f6c350", "NodeType": "ExtensionNode", - "Id": "c8658b1166f54b96ad0f6b482220aed8", "Inputs": [ { - "Id": "a431cdcf129c40798c6f987afbddc794", + "Id": "a6217be4e3b4405a941165fe79b27132", "Name": "item0", "Description": "Item Index #0", "UsingDefaultValue": false, @@ -337,7 +337,7 @@ "KeepListStructure": false }, { - "Id": "d24a4a5dd4554545b8dd5f8ba2ce831f", + "Id": "d936c0df79d54e3f9bedbe79fbf74fdb", "Name": "item1", "Description": "Item Index #1", "UsingDefaultValue": false, @@ -348,7 +348,7 @@ ], "Outputs": [ { - "Id": "b60dd6cbbf2a4d07a339d004cc4f0e99", + "Id": "c3c16412fd0b4b8889d5fbf7c2b0b31c", "Name": "list", "Description": "A list", "UsingDefaultValue": false, @@ -358,16 +358,15 @@ } ], "Replication": "Disabled", - "Description": "Makes a new list out of the given inputs" + "Description": "Makes a new list from the given inputs" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "70ee282c6cc14e56ab7596161ba65440", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", - "Id": "ceadf6946ef64eb797650f1d795506aa", "Inputs": [ { - "Id": "89ffa253dd62486eab0d0d31927794fa", + "Id": "5cbf8bea77224db7920cf5f0b58fbb69", "Name": "surface", "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, @@ -378,7 +377,7 @@ ], "Outputs": [ { - "Id": "07778759d60445fe99b4295b34539c1b", + "Id": "aee664ecd6d4487d8c93bf3dc5f34c03", "Name": "double", "Description": "double", "UsingDefaultValue": false, @@ -387,17 +386,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", "Replication": "Auto", "Description": "Returns the total surface area.\n\nSurface.Area: double" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "d9450c858ca84e94b48968bf7da97fbe", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", - "Id": "f063f504b2a3435e93bedb8b448f8afd", "Inputs": [ { - "Id": "bface0f6691946af9944f7e9fc7c8b6c", + "Id": "516bc26b1e6343aa99498a7f802cf17e", "Name": "surface", "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, @@ -406,7 +405,7 @@ "KeepListStructure": false }, { - "Id": "7fe7bf608ec74e6489e8e8ddd854ffb8", + "Id": "16edbe30dc444ee2abc41d1efdc6605a", "Name": "u", "Description": "double\nDefault value : 0", "UsingDefaultValue": true, @@ -415,7 +414,7 @@ "KeepListStructure": false }, { - "Id": "ad7a7d94bfe04c0c94587e5ab8d33684", + "Id": "5c44b7e8c65c4c08947717ba518cfb34", "Name": "v", "Description": "double\nDefault value : 0", "UsingDefaultValue": true, @@ -426,7 +425,7 @@ ], "Outputs": [ { - "Id": "d7af59054b3b4676821e930af412857a", + "Id": "073c001f365a4bb7992fd4fb5d428565", "Name": "Point", "Description": "Point", "UsingDefaultValue": false, @@ -435,18 +434,18 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", "Replication": "CrossProduct", "Description": "Return the Point at specified U and V parameters.\n\nSurface.PointAtParameter (u: double = 0, v: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "99b240a3e41c440088a63eb750f75269", "NodeType": "CodeBlockNode", - "Code": "0..1..0.1;", - "Id": "cc0a41cb8ccc445481f183efad0eadb1", "Inputs": [], "Outputs": [ { - "Id": "2b35b3cacd3e40ad8ae826a0be6313a1", + "Id": "569a58df91f5487ead80e1d84f8c7ec6", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -456,16 +455,17 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0..1..0.1;" }, { "ConcreteType": "CoreNodeModels.CreateList, CoreNodeModels", "VariableInputPorts": true, + "Id": "2d58ffbc31234d95bb42605ce98b6505", "NodeType": "ExtensionNode", - "Id": "e99a534aa8cd4a2fbf1e838cc69f2064", "Inputs": [ { - "Id": "bc5126f993324dfe84ecd74dee923cbc", + "Id": "f5ee2995c3924d38a8cc08f68d4ba015", "Name": "item0", "Description": "Item Index #0", "UsingDefaultValue": false, @@ -474,7 +474,7 @@ "KeepListStructure": false }, { - "Id": "7a761fa3ead848d2a3af43fee7cb2e3d", + "Id": "874def3c1f574c0d81aed1266f14b46d", "Name": "item1", "Description": "Item Index #1", "UsingDefaultValue": false, @@ -485,7 +485,7 @@ ], "Outputs": [ { - "Id": "92e5b85c501947fe92f40290aab4e04b", + "Id": "4efe9fd6f44a4c60a5f805d9024235e8", "Name": "list", "Description": "A list", "UsingDefaultValue": false, @@ -495,16 +495,15 @@ } ], "Replication": "Disabled", - "Description": "Makes a new list out of the given inputs" + "Description": "Makes a new list from the given inputs" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "f55b2ea7617b4194a6b887058a66f9c6", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.PolySurface.ByJoinedSurfaces@Autodesk.DesignScript.Geometry.Surface[]", - "Id": "b6aa70b0dedd475e97266aeb62fbb70f", "Inputs": [ { - "Id": "fd07036c38b249ff9578258de4c59caf", + "Id": "eb68582fd8d542de8edb838f5a336db6", "Name": "surfaces", "Description": "Surfaces to join into polysurface\n\nSurface[]", "UsingDefaultValue": false, @@ -515,7 +514,7 @@ ], "Outputs": [ { - "Id": "4c73b769a0094c45954aa389a1aa7edd", + "Id": "ed33d0124eb5405d8a32a0fc02d12638", "Name": "PolySurface", "Description": "PolySurface", "UsingDefaultValue": false, @@ -524,17 +523,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.PolySurface.ByJoinedSurfaces@Autodesk.DesignScript.Geometry.Surface[]", "Replication": "Auto", "Description": "Make Polysurface by joining surfaces.\n\nPolySurface.ByJoinedSurfaces (surfaces: Surface[]): PolySurface" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "54412a4b23e245b089ee570b98840838", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", - "Id": "43d2acf71aa14bf3a6284bb413e989ef", "Inputs": [ { - "Id": "3335d9c2ec6f4cf8bc02122b6e09d10b", + "Id": "ef3167ea7fb24dffb63ce530ae8cc0aa", "Name": "surface", "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, @@ -545,7 +544,7 @@ ], "Outputs": [ { - "Id": "95904cde4f4a4d4dbe84764e6720fe8a", + "Id": "55a77c1420294a7583e37bc1fa09ef3c", "Name": "double", "Description": "double", "UsingDefaultValue": false, @@ -554,17 +553,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", "Replication": "Auto", "Description": "Returns the total surface area.\n\nSurface.Area: double" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "496999d1755040dcbeacb3817b8970d0", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", - "Id": "74aa06879e0d42fc9ff52430687c61d1", "Inputs": [ { - "Id": "b8cdf7229b1440789979f99513a2f682", + "Id": "2f425f80568149c6915fbaf4c78ee692", "Name": "surface", "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, @@ -575,7 +574,7 @@ ], "Outputs": [ { - "Id": "9b566af24ff44388af0f0f0b8bb1f807", + "Id": "face4b3c271e4ab0926e9f5eb5e1cc5a", "Name": "double", "Description": "double", "UsingDefaultValue": false, @@ -584,16 +583,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", "Replication": "Auto", "Description": "Returns the total surface area.\n\nSurface.Area: double" }, { "ConcreteType": "CoreNodeModels.Watch, CoreNodeModels", + "WatchWidth": 140.0, + "WatchHeight": 38.0, + "Id": "6d24a4fce79f444091061aa0e15184f7", "NodeType": "ExtensionNode", - "Id": "b12d7c07d64c41dca83e19b14b06982b", "Inputs": [ { - "Id": "a8be6a1cb3324444a15517a2c1135e3b", + "Id": "24d83f34454e4318a4fd2b4314e259e0", "Name": "", "Description": "Node to evaluate.", "UsingDefaultValue": false, @@ -604,7 +606,7 @@ ], "Outputs": [ { - "Id": "9b40435de116412ab17b86953b06d0f6", + "Id": "f05c31af779e430a865774a4f50809fc", "Name": "", "Description": "Watch contents.", "UsingDefaultValue": false, @@ -614,15 +616,17 @@ } ], "Replication": "Disabled", - "Description": "Visualize the node's output" + "Description": "Visualizes a node's output" }, { "ConcreteType": "CoreNodeModels.Watch, CoreNodeModels", + "WatchWidth": 132.0, + "WatchHeight": 38.0, + "Id": "6867de7e064c4d3c856f8753c2b00317", "NodeType": "ExtensionNode", - "Id": "6bc911c00a094a3597332140d6c898cc", "Inputs": [ { - "Id": "e09b814f871447f497b61bdbdcfbddd3", + "Id": "3839954b56b34ab683b6591073dd71bd", "Name": "", "Description": "Node to evaluate.", "UsingDefaultValue": false, @@ -633,7 +637,7 @@ ], "Outputs": [ { - "Id": "1ea3ab4165ad4fec945adab231f65e7c", + "Id": "c8defe6f53c34c3482c4ecea0b33ff65", "Name": "", "Description": "Watch contents.", "UsingDefaultValue": false, @@ -643,15 +647,17 @@ } ], "Replication": "Disabled", - "Description": "Visualize the node's output" + "Description": "Visualizes a node's output" }, { "ConcreteType": "CoreNodeModels.Watch, CoreNodeModels", + "WatchWidth": 140.0, + "WatchHeight": 38.0, + "Id": "f46be42d8c644be1ada30c1081ae6db1", "NodeType": "ExtensionNode", - "Id": "b2f1f55ecf2842758cd44f48088f26ef", "Inputs": [ { - "Id": "fbc9a295d4ac48ea997fd5e935202205", + "Id": "9a68805d44b64baf9a90650bab59315b", "Name": "", "Description": "Node to evaluate.", "UsingDefaultValue": false, @@ -662,7 +668,7 @@ ], "Outputs": [ { - "Id": "42abea7cc585497b8d03cfc811f071ff", + "Id": "8220c93f88e74e20a8fa5cf011525adf", "Name": "", "Description": "Watch contents.", "UsingDefaultValue": false, @@ -672,16 +678,15 @@ } ], "Replication": "Disabled", - "Description": "Visualize the node's output" + "Description": "Visualizes a node's output" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "2c5b33f4ecee4206ae73b3e7ad18de14", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.BySweep2Rails@Autodesk.DesignScript.Geometry.Curve,Autodesk.DesignScript.Geometry.Curve,Autodesk.DesignScript.Geometry.Curve", - "Id": "b3654f9d298b41568dcac1684b017930", "Inputs": [ { - "Id": "7f2c5265741f463cacc1b825365e6725", + "Id": "530c072cf1a44f19aef3381e5a84f6a3", "Name": "path", "Description": "The input path to sweep along.\n\nCurve", "UsingDefaultValue": false, @@ -690,7 +695,7 @@ "KeepListStructure": false }, { - "Id": "2d9538bf09be498f92873f2c0dc5d391", + "Id": "88f5a2b8cd654b6bb63ba4c25f061bc5", "Name": "guideRail", "Description": "A rail to guide the orientation of the sweep.\n\nCurve", "UsingDefaultValue": false, @@ -699,7 +704,7 @@ "KeepListStructure": false }, { - "Id": "8c9a4811fc7c4bba8c932def304ce5b9", + "Id": "0fe1c2b54ba1414bbaea618b9a30297f", "Name": "profile", "Description": "The profile curve to sweep along the path.\n\nCurve", "UsingDefaultValue": false, @@ -710,7 +715,7 @@ ], "Outputs": [ { - "Id": "aeb7d8a8392b41cc9a4eeefd7bb24a35", + "Id": "fdff9ad255ed4c14a8462dee197ec03c", "Name": "Surface", "Description": "Surface created by sweeping two rails", "UsingDefaultValue": false, @@ -719,6 +724,7 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.BySweep2Rails@Autodesk.DesignScript.Geometry.Curve,Autodesk.DesignScript.Geometry.Curve,Autodesk.DesignScript.Geometry.Curve", "Replication": "Auto", "Description": "Sweep the cross section curve along a path guided by a two rails\n\nSurface.BySweep2Rails (path: Curve, guideRail: Curve, profile: Curve): Surface" }, @@ -728,22 +734,23 @@ "WatchHeight": 200.0, "WasExecuted": true, "Camera": { - "Name": "a6ea80d1-292f-4754-af60-4f40882d0c98 Preview", - "EyeX": -17.0, - "EyeY": 24.0, - "EyeZ": 50.0, - "LookX": 12.0, - "LookY": -13.0, - "LookZ": -58.0, - "UpX": 0.0, - "UpY": 1.0, - "UpZ": 0.0 + "Name": "32c07314-e030-4f22-8ec4-1ffe9951bab9 Preview", + "EyeX": -7.6077475547790527, + "EyeY": 14.243323802947998, + "EyeZ": 14.301671981811523, + "LookX": 10.997196197509766, + "LookY": -9.113865852355957, + "LookZ": -14.936027526855469, + "UpX": 0.1413138210773468, + "UpY": 0.97118186950683594, + "UpZ": -0.19192777574062347 }, + "VariableInputPorts": true, + "Id": "32c07314e0304f228ec41ffe9951bab9", "NodeType": "ExtensionNode", - "Id": "a6ea80d1292f4754af604f40882d0c98", "Inputs": [ { - "Id": "7a6383d4b253403f8d7eb01b9cbece39", + "Id": "7ce216b719f4476fbefc4ec4d69a4ae9", "Name": "", "Description": "Incoming geometry objects.", "UsingDefaultValue": false, @@ -754,7 +761,7 @@ ], "Outputs": [ { - "Id": "da901a31c41c43fe83c047a288278521", + "Id": "d727b77c741e4760bc8ed411c5d241f5", "Name": "", "Description": "Incoming geometry objects.", "UsingDefaultValue": false, @@ -764,16 +771,15 @@ } ], "Replication": "Disabled", - "Description": "Shows a dynamic preview of geometry." + "Description": "Shows a dynamic preview of geometry" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "9c756731ed8049058605e748c04d47f5", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "0eb196569e2044a5a335aad9d9085363", "Inputs": [ { - "Id": "b87152331b34461eac5b8d248ff94a74", + "Id": "7ce25611ba8b4e66a5ba7a82aaa461ab", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -782,7 +788,7 @@ "KeepListStructure": false }, { - "Id": "3db0657e803f4c4b84f2da2365910bfe", + "Id": "ce957d3ec3804c279019ae8950288882", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -791,7 +797,7 @@ "KeepListStructure": false }, { - "Id": "8eb1a6c6ccfc4213b88c38049d146cc3", + "Id": "4ab303dcc17640e59f75f3191fed4448", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -802,7 +808,7 @@ ], "Outputs": [ { - "Id": "307ec73cc9934dcd971c6c027a9d13e2", + "Id": "c59ffcdd5f7649a6b1dd6527452ba929", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -811,19 +817,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": -5.0, - "Id": "409caf42170f4a5dad697428efb89449", + "Id": "4a85666260c34a4ab7d552be818ad5cc", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "015fd19150f54becbbd479e1664e2955", + "Id": "75649545a29f4a4988f325b03fc469f0", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -833,16 +839,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": -5.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "4ba813e7dd3d424281f42f249a61747e", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "a73ee6eaa09e42b8b3879cee68f2d0d7", "Inputs": [ { - "Id": "16e97c4f38aa428690885d2067a33c46", + "Id": "8f371e4e4ba54f4ea07ccb5aa0c6bed5", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -851,7 +857,7 @@ "KeepListStructure": false }, { - "Id": "26cce09b9c1b42eeb991fb4e360a2e1b", + "Id": "36d8cd14f55e473db42fd2ff04c6a61f", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -860,7 +866,7 @@ "KeepListStructure": false }, { - "Id": "b8b28e33b4fc4eebb6bb8909c5aed117", + "Id": "82126067dc8c4cbbae9c0bcaa566a287", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -871,7 +877,7 @@ ], "Outputs": [ { - "Id": "cc52357512f44917b36068d0ba36d357", + "Id": "4201ffcf4a674337880e00dd0f90afe6", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -880,17 +886,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "c1b8767c208f463b80ced9d9404431fb", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "81798992a49545ec9a156e31c58dee79", "Inputs": [ { - "Id": "c27809e51bae42d795645e45051d6159", + "Id": "18e8b57fb0874cdcadf34a3c587e0469", "Name": "firstPoint", "Description": "1st point of arc\n\nPoint", "UsingDefaultValue": false, @@ -899,7 +905,7 @@ "KeepListStructure": false }, { - "Id": "27cffbf1060c425381b1b2d0a8457214", + "Id": "b7a4ab33b2274309a856ab1c5bef4a09", "Name": "secondPoint", "Description": "2nd point of arc\n\nPoint", "UsingDefaultValue": false, @@ -908,7 +914,7 @@ "KeepListStructure": false }, { - "Id": "e83b57bdebee43218623525e8eac5007", + "Id": "a7ff924adcab41d283e77eee2af157fb", "Name": "thirdPoint", "Description": "3rd point of arc\n\nPoint", "UsingDefaultValue": false, @@ -919,7 +925,7 @@ ], "Outputs": [ { - "Id": "83ea58b2af084ef3b22f8d77deb34c4d", + "Id": "c43ed472697e4aaaabf728570802b24e", "Name": "Arc", "Description": "Arc created from three points", "UsingDefaultValue": false, @@ -928,17 +934,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", "Replication": "Auto", "Description": "Create an arc by providing three sequential points along its circumference.\n\nArc.ByThreePoints (firstPoint: Point, secondPoint: Point, thirdPoint: Point): Arc" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "a2d5904619bf4ba68b1222a44df4992a", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.ByLoft@Autodesk.DesignScript.Geometry.Curve[]", - "Id": "4b1e3b96afc843f49dcb0157f4bc7f29", "Inputs": [ { - "Id": "b3a9ac379a59411380aab6353252edfc", + "Id": "42950ee0f9b94c5983d71fc2fd9a284f", "Name": "crossSections", "Description": "Curves to loft through\n\nCurve[]", "UsingDefaultValue": false, @@ -949,7 +955,7 @@ ], "Outputs": [ { - "Id": "39b8f4ed15354750aa4d5e57c2e85f88", + "Id": "0fe5ba479cf240f798da6a3532ca99a6", "Name": "Surface", "Description": "Surface created by loft", "UsingDefaultValue": false, @@ -958,19 +964,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.ByLoft@Autodesk.DesignScript.Geometry.Curve[]", "Replication": "Auto", "Description": "Create a Surface by lofting between input cross section Curves.\n\nSurface.ByLoft (crossSections: Curve[]): Surface" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 5.0, - "Id": "2cd90c1faed3402a95895c94e3f30ad8", + "Id": "d6b9366a1966496bb37c46d2a250184c", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "d3e3a2e977af4d8ea2069e88d4ffa84d", + "Id": "2f7f487c374145c18c6aaeb701060b82", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -980,16 +986,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 5.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "568d6b54482243c7a2a580241bd5e849", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.Extrude@double", - "Id": "660a5c8ec82845ff849e2d65e04c7206", "Inputs": [ { - "Id": "3b4270266bbb4da785f52924ee6f80f9", + "Id": "079bc6fb21434cd3a25fb8204a8d70d1", "Name": "curve", "Description": "Autodesk.DesignScript.Geometry.Curve", "UsingDefaultValue": false, @@ -998,7 +1004,7 @@ "KeepListStructure": false }, { - "Id": "581bdb3f82e243728bd4db7a69991857", + "Id": "f3f6882e68c144a6986f4ecc88bfe865", "Name": "distance", "Description": "The distance to extrude the curve\n\ndouble\nDefault value : 1", "UsingDefaultValue": true, @@ -1009,7 +1015,7 @@ ], "Outputs": [ { - "Id": "949c3048dd204a9abdae15591d8ddaca", + "Id": "508f40d1251547c5a1a38a4eb6b0d783", "Name": "Surface", "Description": "The extruded Surface", "UsingDefaultValue": false, @@ -1018,18 +1024,18 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.Extrude@double", "Replication": "Auto", "Description": "Extrudes a Curve in the normal Vector direction\n\nCurve.Extrude (distance: double = 1): Surface" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "5ef44287ec184237be57995052a2cec5", "NodeType": "CodeBlockNode", - "Code": "10;", - "Id": "3a3f07a68c804a83a47fefc0d476644d", "Inputs": [], "Outputs": [ { - "Id": "09e41ceb42354a5ca3f505b4b8ad724a", + "Id": "4655c62188fd4b7a9f41b5069e35494b", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -1039,16 +1045,16 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "10;" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "c9fd08661b6f4a1680ab38d8e9566de0", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "1981a0822ade440f9ea76ab988fcf810", "Inputs": [ { - "Id": "8fe3040390dd42448feabd2d5c8dc824", + "Id": "66599e28cd4b4bf39402259e9d6cbf23", "Name": "firstPoint", "Description": "1st point of arc\n\nPoint", "UsingDefaultValue": false, @@ -1057,7 +1063,7 @@ "KeepListStructure": false }, { - "Id": "677c1ee4d34d4ee190f3e556c6188adc", + "Id": "9d68568f6fbf44be86297698e2ab5352", "Name": "secondPoint", "Description": "2nd point of arc\n\nPoint", "UsingDefaultValue": false, @@ -1066,7 +1072,7 @@ "KeepListStructure": false }, { - "Id": "ae121b23a7cf493a8bbdc7653020e3fa", + "Id": "caf8055a83b24a9d90f51b5a4bda2767", "Name": "thirdPoint", "Description": "3rd point of arc\n\nPoint", "UsingDefaultValue": false, @@ -1077,7 +1083,7 @@ ], "Outputs": [ { - "Id": "4514e981418e4a3ab83ca452c609c1a0", + "Id": "19803302a9194f7ba0d19bba12397774", "Name": "Arc", "Description": "Arc created from three points", "UsingDefaultValue": false, @@ -1086,17 +1092,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", "Replication": "Auto", "Description": "Create an arc by providing three sequential points along its circumference.\n\nArc.ByThreePoints (firstPoint: Point, secondPoint: Point, thirdPoint: Point): Arc" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "f8278233a6a8468abb5782834ac1d9aa", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "116a1d2d3ca94ae585fed101a18f2eac", "Inputs": [ { - "Id": "a478007887f84e28bee64451396b556c", + "Id": "3c23c4e8db6b42d7bc70b956c60b55a2", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1105,7 +1111,7 @@ "KeepListStructure": false }, { - "Id": "2f053e28c72948afb80dc44cf6cf8dc8", + "Id": "27f1d638fcbb4054a7ed06192a948adf", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1114,7 +1120,7 @@ "KeepListStructure": false }, { - "Id": "08874e2d23124fa5ab2e1665fcd1c3d7", + "Id": "d1cd41d15ae943a4a51550c4917ac2a0", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1125,7 +1131,7 @@ ], "Outputs": [ { - "Id": "690a600b03324f64bcb86fa5200f83bd", + "Id": "ae18d2c411894112a17cf1cc0ef43b42", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -1134,19 +1140,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 5.0, - "Id": "1dd46e987f4c40dfa8155456c8608647", + "Id": "8cbfdece3323422dafba90db70df0695", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "b3aacfc6c7014ea797a04022a6e5432e", + "Id": "2f887727752c4dc8bc8877bd8e61f312", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -1156,18 +1162,18 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 5.0 }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 10.0, - "Id": "65c95e395de245a28a5e20dc073fe158", + "Id": "2e6abb3204ce41adb43f20d88c4479e8", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "babd95e627964205b4b27b303cf2b36e", + "Id": "ce02e98941ee465c99cebf3a4c0740f4", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -1177,18 +1183,18 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 10.0 }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 15.0, - "Id": "d03279335a8a4f7e9e7cbfbcf111f662", + "Id": "9e6e4684d8574084863d414352237f65", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "8c19662c8e324893a6756ac32437400a", + "Id": "47177532c0b2415ba80c8022bf7a7f26", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -1198,16 +1204,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 15.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "4b184e78e40341efb1fe35ba16f9d655", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "a99d0d448b5c47cd94e805248cbe85cc", "Inputs": [ { - "Id": "bf4c3fb20b8b46668a1ef08739f14245", + "Id": "5e893cf4595042598b0493ae8285252e", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1216,7 +1222,7 @@ "KeepListStructure": false }, { - "Id": "a52456212acc406485e7a402e830fa87", + "Id": "9f5db69aeafb40cb80b338f0d2840ed2", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1225,7 +1231,7 @@ "KeepListStructure": false }, { - "Id": "e6241f007a054d99ac456b618b383490", + "Id": "f42f293325f24e108f2161f7a3dae285", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1236,7 +1242,7 @@ ], "Outputs": [ { - "Id": "2757d1051f424e55bd52a507f30aea32", + "Id": "141a7cc2a6a240cdb2aec1c305c751b8", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -1245,17 +1251,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "5f0e0fa2f6284983a59519070766f5ad", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "87920b6b93124720beeb2b5326f55805", "Inputs": [ { - "Id": "f40bf67c57c8439cbf60cf760a804c2e", + "Id": "c991c7cb156844f681e7700e770f3f92", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1264,7 +1270,7 @@ "KeepListStructure": false }, { - "Id": "6a1e9e2e40e8483ca0740f467f72ed83", + "Id": "3e8feb1d58334b8e8d8c5e8141903ca4", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1273,7 +1279,7 @@ "KeepListStructure": false }, { - "Id": "3138bf93e1bd49e38e403b26300f36de", + "Id": "efedb3d957fe46638d502f60a9a47ebc", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1284,7 +1290,7 @@ ], "Outputs": [ { - "Id": "f6d1656097fa45aaaf45b2fcb128a1e9", + "Id": "a048d4c970d649b493aab1d7910ad809", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -1293,19 +1299,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": -10.0, - "Id": "5f44177683ed4b959a2e0c00564ad859", + "Id": "dca8aca2cd474178ad5850a7e48e47fe", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "6cd0f343b6804dafad7d7f9b2fb011e5", + "Id": "491c13c50dd946a5aec1a4cbe8666be6", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -1315,16 +1321,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": -10.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "9e86484919e54209b9fa0c42ca4c8f03", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", - "Id": "4562ee056aa24a6689ac1cf5319ece2e", "Inputs": [ { - "Id": "83a6cea386424af5ae5431c641ac6f98", + "Id": "5204ccdf265a4ddb9f0c7b095fbc1b0f", "Name": "x", "Description": "X coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1333,7 +1339,7 @@ "KeepListStructure": false }, { - "Id": "768edc6e60d34cadaa901c498238f749", + "Id": "0f9ea3c643c34adc8abccea2701942af", "Name": "y", "Description": "Y coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1342,7 +1348,7 @@ "KeepListStructure": false }, { - "Id": "b297f5ce25fa44bda8b29a6aa99b8bdd", + "Id": "b790f2c9368c4e358bd89fb2e756a574", "Name": "z", "Description": "Z coordinate\n\ndouble\nDefault value : 0", "UsingDefaultValue": true, @@ -1353,7 +1359,7 @@ ], "Outputs": [ { - "Id": "f8ac966bd3a140b08ce2fff56fa9c04c", + "Id": "4b03da9ab93a4d4081e77eb557638c14", "Name": "Point", "Description": "Point created by coordinates", "UsingDefaultValue": false, @@ -1362,17 +1368,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double,double", "Replication": "Auto", "Description": "Form a Point given 3 cartesian coordinates\n\nPoint.ByCoordinates (x: double = 0, y: double = 0, z: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "4074c04f1f984a749cd99dd369091293", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Line.ByStartPointEndPoint@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "36f5b14fe48d43d69ccd0a066e56fc2e", "Inputs": [ { - "Id": "c5ce7e45d8d449bb97b03d7d4693284d", + "Id": "b854a8c31b1a401db0bd0bb71c821428", "Name": "startPoint", "Description": "Line start point\n\nPoint", "UsingDefaultValue": false, @@ -1381,7 +1387,7 @@ "KeepListStructure": false }, { - "Id": "99b48f814630451bb8a61956a505367b", + "Id": "49aef8b334514ddf8d79d1e183ede75a", "Name": "endPoint", "Description": "Line end point\n\nPoint", "UsingDefaultValue": false, @@ -1392,7 +1398,7 @@ ], "Outputs": [ { - "Id": "b33e32b9e7434189a2c636a26f1b3df4", + "Id": "7a7dba5a5b4b4344b293744f1d0b3ced", "Name": "Line", "Description": "Line from start and end point", "UsingDefaultValue": false, @@ -1401,19 +1407,19 @@ "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Line.ByStartPointEndPoint@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", "Replication": "Auto", "Description": "Creates a straight Line between two input Points.\n\nLine.ByStartPointEndPoint (startPoint: Point, endPoint: Point): Line" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 10.0, - "Id": "d60bbc4ca6df437bbdf7887ce70173b3", + "Id": "ca7aba9a161e4a1cbd2032a914afe396", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "e6553ea5f0964a6199f637c530cb2a53", + "Id": "05baa0a8d55d4233bdd8d1eca92a699c", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -1423,16 +1429,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 10.0 }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "7780a4bc844f4f2e8639f5c78aa8191d", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Form.ByLoftCrossSections@Revit.GeometryReferences.ElementCurveReference[][],bool", - "Id": "ae4bfdfe524a4a5cbd6475fd56be89af", "Inputs": [ { - "Id": "79f855eee1334f3e9abe8d5631706280", + "Id": 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"GraphDocumentationURL": null, "ExtensionWorkspaceData": [ { @@ -1801,9 +1808,15 @@ "Name": "Properties", "Version": "2.13", "Data": {} + }, + { + "ExtensionGuid": "DFBD9CC0-DB40-457A-939E-8C8555555A9D", + "Name": "Generative Design", + "Version": "7.0", + "Data": {} } ], - "Author": "None provided", + "Author": "Dynamo Team", "Linting": { "activeLinter": "None", "activeLinterId": "7b75fb44-43fd-4631-a878-29f4d5d8399a", @@ -1812,9 +1825,21 @@ }, "Bindings": [ { - "NodeId": "c1e10fd1-974e-4374-b6ec-0766615d3df4", + "NodeId": "4969601b-341f-4d9c-96b4-a3886375566c", + "Binding": { + "ByGeometries_InClassDecl-1_InFunctionScope-1_Instance0_4969601b-341f-4d9c-96b4-a3886375566c": 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"HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": -23796.3802771348, - "Top": -19714.316527622, + "Left": -22884.239165665003, + "Top": -19599.19463757495, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, - "Background": "#FFC1D676" + "Background": "#FFC1D676", + "PinnedNode": "f55b2ea7617b4194a6b887058a66f9c6" }, { - "Id": "1489336e40ab479baf26b60ff24b17db", - "Title": "Tip: Uncheck \"Preview Upstream\" in Right Click Menu to isolate Geometry in the node", + "Id": "998ce71788634d3f88ef99c38e5130d9", + "Title": "Use Import Instance to create Revit Imports from Surfaces and Solids - these will be visible in any Revit Environment.", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": -22419.3947083877, - "Top": -19256.2494145129, + "Left": -23134.067283492037, + "Top": -20126.786155173835, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, - "Background": "#FFC1D676" + "Background": "#FFC1D676", + "PinnedNode": "4969601b341f4d9c96b4a3886375566c" }, { - "Id": "cf263e4415014ac998550a75af5c7406", - "Title": "Surfaces Joined as Polysurfaces can be evalued as a single entity", + "Id": "d5a6b8f114fc44cd9130f6bb2a37945e", + "Title": "Edges, Points and other features can be derived from Surfaces using \"Actions\" appropriate to those geometries. \n", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": -22858.069373244, - "Top": -19993.9113627357, + "Left": -22869.905405420846, + "Top": -19238.388364962495, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "d9450c858ca84e94b48968bf7da97fbe" + }, + { + "Id": "265dcfa170924c6fa1c9303de316cddf", + "Title": "This graph uses several methods to create Surface geometry in Revit - some methods can be used in a project environment, others - only in certain Family environments. \n\nUse a Conceptual Mass family template to view all methods. \n\nCreate a Conceptual Mass family by going to File > New > Family and select the Mass.rft template in the Conceptual Mass folder.", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -25154.021111883205, + "Top": -20902.609708711087, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, "Background": "#FFC1D676" }, { - "Id": "690220821a204984bcfb78583354d477", - "Title": "Geometry is not the same as a Revit Element:\r\nUse Import Instance To create Revit Imports from Surfaces and Solids in any Revit Environment, use Points and Curves to place Family Instances, or create Form in Mass and Generic Model By Point (Adaptive Component) Families", + "Id": "853fb1de3eb7419b8fec25fee791a10b", + "Title": "Multiple creation methods exist for most Surfaces. Surfaces, Polysurfaces (collections of Surfaces), and NURBS Surfaces can be created by Points, Curves, and derived from other surfaces and solids by various operations. ", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": -22889.9191441972, - "Top": -20411.205823341, + "Left": -25154.021111883205, + "Top": -20716.454380568783, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, "Background": "#FFC1D676" }, { - "Id": "283a0dbdc0684cbdbcac0503752aca10", - "Title": "Edges, Points and other features can be derived from Surfaces using \"Actions\" appropriate to those geometries", + "Id": "3b9c025b4c064461b802a90e5d684c2f", + "Title": "Use Watch 3D node to preview the geometry in isolation", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -22008.963294658966, + "Top": -19203.807950817973, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "32c07314e0304f228ec41ffe9951bab9" + }, + { + "Id": "c461c76094ec416e8bea59167c2cf169", + "Title": "In order to integrate geometry into the Revit environment, it first needs to be converted into a Revit Element. \r\nSurfaces and Solids can be transformed into an Import Instance that will be visible both Project and model Family environments. \r\nThe Surface geometry can also be converted into a Form element that is only available for Conceptual Mass and Adaptive Component Family environments. ", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": -22841.8217572991, - "Top": -19269.2985681732, + "Left": -25154.754040202617, + "Top": -20618.610214335517, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, "Background": "#FFC1D676" + }, + { + "Id": "ed3a363412f64f7da7b891b30c4a5ecb", + "Title": "Reconstruct the surface as a NURBS surface from Control Points", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": -22446.258942989149, + "Top": -19205.366126473295, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "9ccc54cc765c467997ac565d7a1c4162" } ], - "X": 11370.475576651608, - "Y": 9258.8939269095827, - "Zoom": 0.44773099330677668 + "X": 25530.086019682079, + "Y": 21667.010477749656, + "Zoom": 1.0697669596723862 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_ImportSolid.dyn b/doc/distrib/Samples/en-US/Revit/Revit_ImportSolid.dyn index 37e5032cc2c..83e0b3dca9d 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_ImportSolid.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_ImportSolid.dyn @@ -1,10 +1,15 @@ { "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", "IsCustomNode": false, - "Description": "", + "Description": "This graph demonstrates a method of creating Dynamo Solid geometry and using it to create a Revit Import Instance element. Construct a new roof shape by creating a series of arc profiles and using them to create a loft surface.", "Name": "Revit_ImportSolid", "ElementResolver": { - "ResolutionMap": {} + "ResolutionMap": { + "Point": { + "Key": "Autodesk.DesignScript.Geometry.Point", + "Value": "ProtoGeometry.dll" + } + } }, "Inputs": [], "Outputs": [], @@ -13,13 +18,13 @@ "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", "NodeType": "ExtensionNode", "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f490a" + "a8f030e3-a453-4b12-a066-5c73499dae33-001d3e82" ], - "Id": "eed8d3895ad24ac0a2707d737f487ad0", + "Id": "d0700dab25ac46eabcfcacd2bc28f17e", "Inputs": [], "Outputs": [ { - "Id": "ba875c5844064f988760b984b9273533", + "Id": "7a4cdd931adc4c7e88ec57dcad2d4569", "Name": "Element", "Description": "The selected elements.", "UsingDefaultValue": false, @@ -28,60 +33,57 @@ "KeepListStructure": false } ], - "Replication": "Disabled" + "Replication": "Disabled", + "Description": "Select a model element from the document." }, { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", - "NodeType": "ExtensionNode", - "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f484f" - ], - "Id": "f46e385f3b0a446cadeb8d419a480cba", - "Inputs": [], - "Outputs": [ + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "9f5acda800a14950b2eecf07c179663f", + "NodeType": "FunctionNode", + "Inputs": [ { - "Id": "0e670948a58845449910e7c8cabc1b7e", - "Name": "Element", - "Description": "The selected elements.", + "Id": "dfc6dd5ab4cd4bf2a3a5fab086b464b4", + "Name": "element", + "Description": "Revit.Elements.Element", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false + }, + { + "Id": "8e65997edca545c58e90d319d8540499", + "Name": "detailLevel", + "Description": "Detail level\n\nstring\nDefault value : \"Medium\"", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false } ], - "Replication": "Disabled" - }, - { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", - "NodeType": "ExtensionNode", - "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f4954" - ], - "Id": "fe4c569fa1b446da8e76d1b1bd5b6ef4", - "Inputs": [], "Outputs": [ { - "Id": "2dbd35addb8548ce8609faa1f6e72284", - "Name": "Element", - "Description": "The selected elements.", + "Id": "fca8b14c91384a07b4b489da4a77473b", + "Name": "var[]", + "Description": "List of geometry from the element", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled" + "FunctionSignature": "Revit.Elements.Element.GetGeometry@string", + "Replication": "Auto", + "Description": "Returns all geometry associated with an element. Ignores transforms when used with linked elements.\n\nElement.GetGeometry (detailLevel: string = \"Medium\"): var[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "b42ee48354214d29a0b79431981f7736", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.ByLoft@Autodesk.DesignScript.Geometry.Curve[]", - "Id": "5265ed61345d4279a79c856b4ca58452", "Inputs": [ { - "Id": "251f29db159749899ae3a3975effafd1", - "Name": "crossSections", - "Description": "Curves to loft through\n\nCurve[]", + "Id": "daf68611f5a944138625a97a11bcdf48", + "Name": "geometry", + "Description": "Autodesk.DesignScript.Geometry.Geometry", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -90,38 +92,38 @@ ], "Outputs": [ { - "Id": "286336646072471a93c77f1e996c0c17", - "Name": "Surface", - "Description": "Surface created by loft", + "Id": "cb320e7136144108bec54af59cbf928e", + "Name": "Geometry[]", + "Description": "Geometry[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Explode", "Replication": "Auto", - "Description": "Create a Surface by lofting between input cross section Curves.\n\nSurface.ByLoft (crossSections: Curve[]): Surface" + "Description": "Separates compound or non-separated elements into their component parts.\n\nGeometry.Explode ( ): Geometry[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "590edf1701584a5a94d939febb23d2d2", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Thicken@double", - "Id": "0358f2f7c51047c48798df94694f259b", "Inputs": [ { - "Id": "f2e5e4a0e6d4449b8659817e14904b6b", - "Name": "surface", - "Description": "Autodesk.DesignScript.Geometry.Surface", + "Id": "d335f2b271674163b15ed9e0c0a5b451", + "Name": "list", + "Description": "list to be sorted\n\nvar[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "f780841ae6da4c2ab4acebc80add1bab", - "Name": "thickness", - "Description": "Amount to thicken\n\ndouble\nDefault value : 1", - "UsingDefaultValue": true, + "Id": "e6dc56170f2e461da147af9d840d06d2", + "Name": "keys", + "Description": "list of keys, keys have to be sortable (e.g. numbers,strings)\n\nvar[]..[]", + "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -129,157 +131,115 @@ ], "Outputs": [ { - "Id": "d44d4c21aa7241a99f1da447945edb49", - "Name": "Solid", - "Description": "Thickened surface as solid", + "Id": "de965d89cc4d4f5bb1fc1aaca7387220", + "Name": "sortedList", + "Description": "type: var[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - } - ], - "Replication": "Auto", - "Description": "Thicken Surface into a Solid, extruding in the direction of Surface normals on both sides of the Surface.\n\nSurface.Thicken (thickness: double = 1): Solid" - }, - { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 0.5, - "Id": "115c2ecaa0d84d88badca6746e940543", - "Inputs": [], - "Outputs": [ + }, { - "Id": "a823cfd2a46445f1be574b86872f1a49", - "Name": "", - "Description": "Double", + "Id": "beb205c7873a4b04a10dd3f9e1dee1be", + "Name": "sortedKeys", + "Description": "type: var[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "Creates a number." + "FunctionSignature": "DSCore.List.SortByKey@var[]..[],var[]..[]", + "Replication": "Auto", + "Description": "Sort list based on its keys\n\nList.SortByKey (list: var[]..[], keys: var[]..[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "612482557f5e48a2915f5d154a3d30b9", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.ExtendEnd@double", - "Id": "b1450930c74b4dcdb56a1eae6abd9852", "Inputs": [ { - "Id": "4979a185d98f45cc83b065495ff1e261", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Id": "c721ed551c864c1288699a3c71b2b39f", + "Name": "list", + "Description": "List to get the last item of\n\nvar[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, - { - "Id": "198dd499b896417dba3d314e4b89b8b1", - "Name": "distance", - "Description": "Distance to extend\n\ndouble\nDefault value : 1", - "UsingDefaultValue": true, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false } ], "Outputs": [ { - "Id": "684f94f7bed4452c9b74d8c60aee2e65", - "Name": "Curve", - "Description": "The extended Curve", + "Id": "9674519557e14eb28dd46f8c922ed8e4", + "Name": "item", + "Description": "Last item in the list", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.LastItem@var[]..[]", "Replication": "Auto", - "Description": "Extend a Curve by a given distance on its end. Closed curves like Circles and Ellipses cannot be extended.\n\nCurve.ExtendEnd (distance: double = 1): Curve" + "Description": "Retrieves the last item in a list.\n\nList.LastItem (list: var[]..[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "4b9902445594473a86a5990598e60990", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.ExtendStart@double", - "Id": "c430fc10069048ff96574f7a1f7a93b3", "Inputs": [ { - "Id": "d51580ee6935481195170ee48daecb53", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Id": "1ddf11b251aa445193b41e637d65aa4b", + "Name": "surface", + "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, - { - "Id": "b99973a8dc554d78bc05c2e73bce3214", - "Name": "distance", - "Description": "Distance to extend\n\ndouble\nDefault value : 1", - "UsingDefaultValue": true, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false } ], "Outputs": [ { - "Id": "87f38c379057477e8ca01eb8cfdf6389", - "Name": "Curve", - "Description": "The extended Curve", + "Id": "82ff5b6c59e8430db95f9dc4834f0cc9", + "Name": "double", + "Description": "double", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.Area", "Replication": "Auto", - "Description": "Extend a Curve by a given distance on its start side. Closed curves like Circles and Ellipses cannot be extended.\n\nCurve.ExtendStart (distance: double = 1): Curve" + "Description": "Returns the total surface area.\n\nSurface.Area: double" }, { - "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Double", - "InputValue": 1.0, - "Id": "e345479373fc44caa941cfd893ff3a45", - "Inputs": [], - "Outputs": [ + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "129ced5cca9f458eb0bca183bf05ca3b", + "NodeType": "FunctionNode", + "Inputs": [ { - "Id": "7754037e0aed481e9c69007945085fd7", - "Name": "", - "Description": "Double", + "Id": "c33a2fef2e92488abf9ec3f568fbbea4", + "Name": "surface", + "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Creates a number." - }, - { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "9db2c362f31049718d4dcf3242df5d26", - "Inputs": [ + }, { - "Id": "388ddafc95da47d894e43a9f52cb451f", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", - "UsingDefaultValue": false, + "Id": "9e1b902690724df4a9369581db616c6e", + "Name": "u", + "Description": "double\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "94e99d7751fd4c929eefbd758001db29", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0", + "Id": "5533b838e6da4d9aa336236508bb111b", + "Name": "v", + "Description": "double\nDefault value : 0", "UsingDefaultValue": true, "Level": 2, "UseLevels": false, @@ -288,7 +248,7 @@ ], "Outputs": [ { - "Id": "0bca3b179328404cbdf012ff14a880be", + "Id": "e3cdd5ce0ae24d0cafe18ebfc87c8a8c", "Name": "Point", "Description": "Point", "UsingDefaultValue": false, @@ -297,28 +257,37 @@ "KeepListStructure": false } ], - "Replication": "Auto", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", + "Replication": "Longest", + "Description": "Return the Point at specified U and V parameters.\n\nSurface.PointAtParameter (u: double = 0, v: double = 0): Point" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "e99c1612ff9549778053f278534c000a", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "a4b9056530074a9585b87ba66e732c88", "Inputs": [ { - "Id": "708f125596354b1e981ec9e4061f9822", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Id": "aacc116b5d0c4b41801fcc3b3b054329", + "Name": "surface", + "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "afbff14e7a8e41989297711c52c97ac3", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0", + "Id": "c815e6251cec4234a752364ca850bf0f", + "Name": "u", + "Description": "double\nDefault value : 0", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "8af74c268f09465b92faa1f6e05b397a", + "Name": "v", + "Description": "double\nDefault value : 0", "UsingDefaultValue": true, "Level": 2, "UseLevels": false, @@ -327,7 +296,7 @@ ], "Outputs": [ { - "Id": "00081269a4ba4e6e833b3a1c1349852d", + "Id": "02fb4ce3514443d9b7ff4e21db419984", "Name": "Point", "Description": "Point", "UsingDefaultValue": false, @@ -336,57 +305,58 @@ "KeepListStructure": false } ], - "Replication": "Auto", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", + "Replication": "Longest", + "Description": "Return the Point at specified U and V parameters.\n\nSurface.PointAtParameter (u: double = 0, v: double = 0): Point" }, { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "93bbdb24f9d4461a84badd9fe6343ce1", + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "996a1304e8b34017be22b582b3432fb3", + "NodeType": "CodeBlockNode", "Inputs": [ { - "Id": "d6135002763147cdbb6104b76dd1b08d", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Id": "12ed3d8352364afc90ecad98803db40d", + "Name": "steps", + "Description": "steps", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, - { - "Id": "c24b9c2d6b3d44d086df7396dbd0ed3a", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0", - "UsingDefaultValue": true, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false } ], "Outputs": [ { - "Id": "3bed522caad5486caf4811eeb160b311", - "Name": "Point", - "Description": "Point", + "Id": "49ca2c0181574a06986b1101f53a1a9f", + "Name": "", + "Description": "Value of expression at line 1", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Auto", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "[0..1..#steps];" }, { "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "d01223e7361c44cf80c9a83c2aec7da6", "NodeType": "CodeBlockNode", - "Code": "0..1..#9;", - "Id": "4a9a6e50995a482a944fd7f759911c43", - "Inputs": [], + "Inputs": [ + { + "Id": "1801b9f2505948bcab0ef4f746a83769", + "Name": "steps", + "Description": "steps", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], "Outputs": [ { - "Id": "055808b37f434c368a18e0c7009f1df6", + "Id": "cc438cd0e0774c23a14fa1cd8eb36d4b", "Name": "", "Description": "Value of expression at line 1", "UsingDefaultValue": false, @@ -396,37 +366,46 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "steps;" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "8f8b2f0dca0f44198a6250354a80e95e", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "0fa6931d55f5428ea0611cf5b808d8e4", "Inputs": [ { - "Id": "52e7161c9ea64de99fcf0330d163062b", - "Name": "firstPoint", - "Description": "1st point of arc\n\nPoint", + "Id": "6d8dc93ce36e4a0d86e1250715e85e6d", + "Name": "geometry", + "Description": "Autodesk.DesignScript.Geometry.Geometry", "UsingDefaultValue": false, "Level": 2, + "UseLevels": true, + "KeepListStructure": false + }, + { + "Id": "f61b600c3f904b8a921d341b5df88704", + "Name": "xTranslation", + "Description": "Displacement along X-axis.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, + "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "b9c43b4e0d9c42f88edec8f7b6107a89", - "Name": "secondPoint", - "Description": "2nd point of arc\n\nPoint", - "UsingDefaultValue": false, + "Id": "959a9ba2dade4730b3cad5f8bb297d51", + "Name": "yTranslation", + "Description": "Displacement along Y-axis.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "1bb1b9e5fdc2469ab1aeb5f8645246ce", - "Name": "thirdPoint", - "Description": "3rd point of arc\n\nPoint", - "UsingDefaultValue": false, + "Id": "f0b95d92fe4b4327b49bf24888cc22c6", + "Name": "zTranslation", + "Description": "Displacement along Z-axis.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -434,28 +413,28 @@ ], "Outputs": [ { - "Id": "6edbb95162b94a099abab130f43653fa", - "Name": "Arc", - "Description": "Arc created from three points", + "Id": "65bda070bf0f498492c13e7db8af9617", + "Name": "Geometry", + "Description": "Transformed Geometry.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Translate@double,double,double", "Replication": "Auto", - "Description": "Create an arc by providing three sequential points along its circumference.\n\nArc.ByThreePoints (firstPoint: Point, secondPoint: Point, thirdPoint: Point): Arc" + "Description": "Translates any given geometry by the given displacements in the x, y, and z directions defined in WCS respectively.\n\nGeometry.Translate (xTranslation: double = 0, yTranslation: double = 0, zTranslation: double = 0): Geometry" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "c535fb4c359c4edc8341a47518abb7a9", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.CurveElement.Curve", - "Id": "cad37304de234621a6c37317eb56b9d5", "Inputs": [ { - "Id": "113e440a84844fdc8e43bdd6bcf422e6", - "Name": "curveElement", - "Description": "Revit.Elements.CurveElement", + "Id": "562e7f2d8acd4279ab5562ecd2ca448f", + "Name": "angle", + "Description": "Angle in degrees to take the sine of.\n\ndouble", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -464,28 +443,28 @@ ], "Outputs": [ { - "Id": "ebb1b2c4b8ef4bfe8438241dd9488e12", - "Name": "Curve", - "Description": "Curve", + "Id": "d29d29cab80547a38ddcdbff2e52abe0", + "Name": "double", + "Description": "Sine of the angle.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.Math.Sin@double", "Replication": "Auto", - "Description": "Obtain the geometry curve for this geometry curve\n\nCurveElement.Curve: Curve" + "Description": "Finds the sine of an angle.\n\nMath.Sin (angle: double): double" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "e919ea2521ab4b8fbdb6495d0db26f02", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.CurveElement.Curve", - "Id": "247b2d5f3f3440aa97cfb43b265ed734", "Inputs": [ { - "Id": "39fbd4382b204d4ab8925eddab5f7079", - "Name": "curveElement", - "Description": "Revit.Elements.CurveElement", + "Id": "9db7c93bb81941abb5bf277cbe6b33e9", + "Name": "angle", + "Description": "Angle in degrees to take the cosine of.\n\ndouble", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -494,28 +473,28 @@ ], "Outputs": [ { - "Id": "959e801eaf6c4b07a2178e06891ab428", - "Name": "Curve", - "Description": "Curve", + "Id": "8d5d3fbd41604b269749a66a7c37f13c", + "Name": "double", + "Description": "Cosine of the angle", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.Math.Cos@double", "Replication": "Auto", - "Description": "Obtain the geometry curve for this geometry curve\n\nCurveElement.Curve: Curve" + "Description": "Finds the cosine of an angle.\n\nMath.Cos (angle: double): double" }, { - "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", - "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.CurveElement.Curve", - "Id": "1c4207594d5f45b48310f1fa07e92c99", + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "4cfa2e2cc4b1479997bd27be70ec041d", + "NodeType": "CodeBlockNode", "Inputs": [ { - "Id": "5ad77d2a93904bbca63c6bd1b5f03728", - "Name": "curveElement", - "Description": "Revit.Elements.CurveElement", + "Id": "00b824c35d6043a69ca2ddeb688705e9", + "Name": "steps", + "Description": "steps", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -524,38 +503,47 @@ ], "Outputs": [ { - "Id": "509fa0f9065f4cb4978c96d3a924c4ef", - "Name": "Curve", - "Description": "Curve", + "Id": "8af072a20bec48588bdc146c04275eea", + "Name": "", + "Description": "Value of expression at line 1", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Auto", - "Description": "Obtain the geometry curve for this geometry curve\n\nCurveElement.Curve: Curve" + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "-1..1..#steps;" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "231ad91d6f2b48509ddda6221485b5c6", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.ImportInstance.ByGeometriesAndView@Autodesk.DesignScript.Geometry.Geometry[],Revit.Elements.Views.View", - "Id": "597be846c42442cf90394165ab1b4156", "Inputs": [ { - "Id": "92fc3e47f94c461db8e3ba6c6f1245a5", - "Name": "geometries", - "Description": "A collection of Geometry\n\nGeometry[]", + "Id": "6a8ea51de5e444f48a18815c6f3cca54", + "Name": "numbers", + "Description": "List of numbers to adjust range of.\n\ndouble[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "8b332e67ff9d471899bedd243f5a1d02", - "Name": "view", - "Description": "The view into which the ImportInstance will be imported.\n\nView", - "UsingDefaultValue": false, + "Id": "132f1b86392541dc87d86c9a682c4553", + "Name": "newMin", + "Description": "New minimum of the range.\n\ndouble\nDefault value : 0", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "cc361ba644084d4aa69d8b3eb6f48cdd", + "Name": "newMax", + "Description": "New maximum of the range\n\ndouble\nDefault value : 1", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -563,30 +551,50 @@ ], "Outputs": [ { - "Id": "8632aa5c79024d34aa97b7337f996ba1", - "Name": "ImportInstance", - "Description": "ImportInstance", + "Id": "47c22aae6f43486fbe377e95f1e897c7", + "Name": "list", + "Description": "List remapped to new range.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.Math.RemapRange@double[],double,double", "Replication": "Auto", - "Description": "Import a collection of Geometry (Solid, Curve, Surface, etc) into Revit views as an ImportInstance. This variant is much faster than ImportInstance.ByGeometry as it uses a batch method.\n\nImportInstance.ByGeometriesAndView (geometries: Geometry[], view: View): ImportInstance" + "Description": "Adjusts the range of a list of numbers while preserving the distribution ratio.\n\nMath.RemapRange (numbers: double[], newMin: double = 0, newMax: double = 1): var[]..[]" }, { - "ConcreteType": "DSRevitNodesUI.Views, DSRevitNodesUI", - "SelectedIndex": 20, - "SelectedString": "Level 1", - "NodeType": "ExtensionNode", - "Id": "7d8bb4d8e7954bf39187da96443c08c4", - "Inputs": [], + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSVarArgFunction, DynamoCore", + "FunctionSignature": "DSCore.List.Join@var[]..[]", + "FunctionType": "VariableArgument", + "Id": "ec0b9400b8b94a6da270ff7681ec390d", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "52c9508f0cdd482b9dfdb9a713ab51f6", + "Name": "list0", + "Description": "Lists to join into one.\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "35077174d5c94e57908e9034a7f0a066", + "Name": "list1", + "Description": "var[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], "Outputs": [ { - "Id": "557cb966466c4c9d9f1eff7238650d1c", - "Name": "Views", - "Description": "The selected Views", + "Id": "8e529612848b422fa3365700a9279add", + "Name": "list", + "Description": "Joined list.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -594,439 +602,2786 @@ } ], "Replication": "Disabled", - "Description": "All views available in the current document." - } - ], - "Connectors": [ - { - "Start": "ba875c5844064f988760b984b9273533", - "End": "39fbd4382b204d4ab8925eddab5f7079", - "Id": "222c4898aebf410291ae8efacc53f9dd", - "IsHidden": "False" - }, - { - "Start": "0e670948a58845449910e7c8cabc1b7e", - "End": "5ad77d2a93904bbca63c6bd1b5f03728", - "Id": "49f6d73c00574d739d0fa57fe78c8ba8", - "IsHidden": "False" - }, - { - "Start": "2dbd35addb8548ce8609faa1f6e72284", - "End": "113e440a84844fdc8e43bdd6bcf422e6", - "Id": "a5ae880530424d07ad3f1a31bb4eb94c", - "IsHidden": "False" - }, - { - "Start": "286336646072471a93c77f1e996c0c17", - "End": "f2e5e4a0e6d4449b8659817e14904b6b", - "Id": "7a073297d38949c9889f23f6aeaf2403", - "IsHidden": "False" + "Description": "Concatenates all given lists into a single list.\n\nList.Join (lists: var[]..[]): var[]..[]" }, { - "Start": "d44d4c21aa7241a99f1da447945edb49", - "End": "92fc3e47f94c461db8e3ba6c6f1245a5", - "Id": "7c285c915819498c84532e0bcb26f581", - "IsHidden": "False" - }, - { - "Start": "a823cfd2a46445f1be574b86872f1a49", - "End": "f780841ae6da4c2ab4acebc80add1bab", - "Id": "53adf5e803df4fd29ef369e64a2ac6b0", - "IsHidden": "False" - }, - { - "Start": "684f94f7bed4452c9b74d8c60aee2e65", - "End": "251f29db159749899ae3a3975effafd1", - "Id": "b454eca059694f64923a2faadfaadede", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "feecdaeff94c4b23950c924321ff7ec4", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "16f9474fcd1a4d3fbf14f8e39ac833b0", + "Name": "list", + "Description": "List to fetch an item from.\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "f5d1227cfdb14df58f54050616c1aa5c", + "Name": "index", + "Description": "Index of the item to be fetched.\n\nint", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "8fbb3ec4b67c4661b5b2d8fcfaa45b9a", + "Name": "item", + "Description": "Item in the list at the given index.", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "DSCore.List.GetItemAtIndex@var[]..[],int", + "Replication": "Auto", + "Description": "Returns an item from the given list that's located at the specified index.\n\nList.GetItemAtIndex (list: var[]..[], index: int): var[]..[]" }, { - "Start": "87f38c379057477e8ca01eb8cfdf6389", - "End": "4979a185d98f45cc83b065495ff1e261", - "Id": "c5035daf42d145e490ece0c2de8c5a16", - "IsHidden": "False" - }, - { - "Start": "7754037e0aed481e9c69007945085fd7", - "End": "b99973a8dc554d78bc05c2e73bce3214", - "Id": "a6517e70231541e7a265b465e22c2b79", - "IsHidden": "False" - }, - { - "Start": "7754037e0aed481e9c69007945085fd7", - "End": "198dd499b896417dba3d314e4b89b8b1", - "Id": "5d5f9a75a2be4da382e5e54bac02c167", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "9e8782b2291643df849f09d9711a04e1", + "NodeType": "CodeBlockNode", + "Inputs": [], + "Outputs": [ + { + "Id": "38b386a782a44e29b13719e2caa4a03a", + "Name": "", + "Description": "Value of expression at line 1", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "e8d080a47634427bb561b50848d2feff", + "Name": "", + "Description": "Value of expression at line 2", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "10248f258aed4acc94c95baf0c5270e2", + "Name": "", + "Description": "Value of expression at line 3", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0;\n1;\n2;" }, { - "Start": "0bca3b179328404cbdf012ff14a880be", - "End": "52e7161c9ea64de99fcf0330d163062b", - "Id": "7406196f11b5446f8b34a49c9837227a", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "e4934101d609489ab993fa15031bfd58", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "91884c1e0cc24320af200bdc60065c0f", + "Name": "firstPoint", + "Description": "1st point of arc\n\nPoint", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "f23a1536e1794d999521f40ac245b3f7", + "Name": "secondPoint", + "Description": "2nd point of arc\n\nPoint", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "aaa10811549d4f15808182740433694a", + "Name": "thirdPoint", + "Description": "3rd point of arc\n\nPoint", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "fbcd8b5d7f234c028ed491a7aca62349", + "Name": "Arc", + "Description": "Arc created from three points", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Arc.ByThreePoints@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", + "Replication": "Auto", + "Description": "Create an arc by providing three sequential points along its circumference.\n\nArc.ByThreePoints (firstPoint: Point, secondPoint: Point, thirdPoint: Point): Arc" }, { - 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Note that this step will not be required if multiple source objects are used", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 1707.0486601996859, + "Top": 1457.605216286732, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "0d1971d235d440c9962afcdee321f93a" + }, + { + "Id": "d83e998bfd574b71885f35633b827b96", + "Title": "Sort the list of surfaces by their area. The surface with the largest ares will be the last item in the list of sortedList output", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 2241.2376107406881, + "Top": 1445.1870738845948, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "590edf1701584a5a94d939febb23d2d2" + }, + { + "Id": "669e0a20ecb84e85ba6dfe4faf0c43bc", + "Title": "Translate the surface upwards", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 3000.0316081583715, + "Top": 1611.2536001153487, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "319e28136f4d4e08b3ea8583b0343ef9" + }, + { + "Id": "f80c8ae18e254b44abb89021161a103a", + "Title": "Right-click and untick 'Preview Geometry' for a clearer view of the final result", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 1013.3149362391041, + "Top": 1388.5575505344218, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676" }, { - "ShowGeometry": true, - "Name": "Surface.Thicken", - "Id": "0358f2f7c51047c48798df94694f259b", - "IsSetAsInput": false, - "IsSetAsOutput": false, - "Excluded": false, - "X": 2750.48289975841, - "Y": 868.088990169513 + "Id": "7a6aa4a0404549ba83bf11f4e8426575", + "Title": "Use the Longest Lacing setting by right-click on the node > Lacing. \nThe longest lacing will match inputs with different list structures. In this case the result will be two lists of points, where number of points in each list matches the longest input list. 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The result is one list of points, where the number of points in the list matches the longest input list. 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", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 7296.8173522538846, + "Top": 1693.9398442028007, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "7ba9594f64d14979ba28140b5c49630c" }, { - "ShowGeometry": true, - "Name": "ImportInstance.ByGeometriesAndView", - "Id": "597be846c42442cf90394165ab1b4156", - "IsSetAsInput": false, - "IsSetAsOutput": false, - "Excluded": false, - "X": 2978.9664811934581, - "Y": 874.10312542316751 + "Id": "feee2c03bc0d49c4ad910796c26a43d7", + "Title": "All inputs marked at 'IsInput' can be set from Dynamo Player", + "DescriptionText": null, + "IsExpanded": true, + "WidthAdjustment": 0.0, + "HeightAdjustment": 0.0, + "Nodes": [], + "HasNestedGroups": false, + "Left": 610.67987667439388, + "Top": 1585.9528849800254, + "Width": 0.0, + "Height": 0.0, + "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", + "InitialTop": 0.0, + "InitialHeight": 0.0, + "TextblockHeight": 0.0, + "Background": "#FFC1D676", + "PinnedNode": "d0700dab25ac46eabcfcacd2bc28f17e" }, { - "ShowGeometry": true, - "Name": "Views", - "Id": "7d8bb4d8e7954bf39187da96443c08c4", - "IsSetAsInput": false, - "IsSetAsOutput": false, - "Excluded": false, - "X": 2808.9721420871606, - "Y": 987.93862036041992 - } - ], - "Annotations": [ - { - "Id": "370f5e82ca1a4f9a93d1f064a76ddbdb", - "Title": "Model Lines have been pre-selected from Revit, Element IDs saved with the Dynamo file", + "Id": "1d32d99f96104b289d18eb41e29f036f", + "Title": "Thickness of the new Roof shape", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 840.039356460182, - "Top": 619.823494459318, + "Left": 691.208290463925, + "Top": 2773.4154075492252, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, - "Background": "#FFC1D676" + "Background": "#FFC1D676", + "PinnedNode": "62f7b0170e9d486581d8f90e6203d2b1" }, { - "Id": "a5dd9cfc31564778b33662fd8b7e26b7", - "Title": "Run this graph the DynamoSample.rvt file in the Samples folder located with your Revit installation\r\nC:\\ProgramData\\Autodesk\\RVT (Your Revit Version)\\Dynamo\\samples\\Data", + "Id": "3384eaf2af26445291a1584055510725", + "Title": "Correct the height of the placed Import Instance by setting the Work Plane parameter to the Level which elevation matches the Internal Origin position.", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 840.055813900441, - "Top": 434.806638430955, + "Left": 9362.44742798105, + "Top": 1447.643078650708, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, - "Background": "#FFC1D676" + "Background": "#FFC1D676", + "PinnedNode": "3e0a685f92ec4d93a07ed89db6fc458b" }, { - "Id": "8dd36d86278741cf92e0f89eddf64eba", - "Title": "Import a solid form into Revit", + "Id": "d44741a563584e0aa3b0d2ed32621e24", + "Title": "In order to integrate geometry into the Revit environment, it first needs to be converted into a Revit Element. \r\nSolids can be transformed into an Import Instance that will be visible both Project and model Family environments. ", "DescriptionText": null, "IsExpanded": true, "WidthAdjustment": 0.0, "HeightAdjustment": 0.0, "Nodes": [], "HasNestedGroups": false, - "Left": 840.408067932615, - "Top": 537.352842271657, + "Left": 8801.8871686104831, + "Top": 1424.3872046798235, "Width": 0.0, "Height": 0.0, "FontSize": 36.0, + "GroupStyleId": "00000000-0000-0000-0000-000000000000", "InitialTop": 0.0, "InitialHeight": 0.0, "TextblockHeight": 0.0, - "Background": "#FFC1D676" + "Background": "#FFC1D676", + "PinnedNode": "991327ac02814144bda062375e09384c" } ], - "X": -1593.6785671082841, - "Y": -260.89888323386032, - "Zoom": 0.658845468553906 + "X": -195.66641667525232, + "Y": -1232.4339637518742, + "Zoom": 1.0247286933445003 } } \ No newline at end of file diff --git a/doc/distrib/Samples/en-US/Revit/Revit_PlaceFamiliesByLevel_Set Parameters.dyn b/doc/distrib/Samples/en-US/Revit/Revit_PlaceFamiliesByLevel_Set Parameters.dyn index 17d2bbeafdb..506bce670d6 100644 --- a/doc/distrib/Samples/en-US/Revit/Revit_PlaceFamiliesByLevel_Set Parameters.dyn +++ b/doc/distrib/Samples/en-US/Revit/Revit_PlaceFamiliesByLevel_Set Parameters.dyn @@ -1,24 +1,160 @@ { - "Uuid": "3c9d0464-8643-5ffe-96e5-ab1769818209", + "Uuid": "edde076a-9bfc-4186-a966-cf4d379c32ae", "IsCustomNode": false, - "Description": "", + "Description": "This graph demonstrates how to place Revit elements by point. Place rows of chairs in a selected room and write unique numbers to their Mark Parameter", "Name": "Revit_PlaceFamiliesByLevel_Set Parameters", "ElementResolver": { "ResolutionMap": {} }, - "Inputs": [], - "Outputs": [], + "Inputs": [ + { + "Id": "b5b360a41d8246f1a30303a10cec064d", + "Name": "Family Types", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "Chair-Breuer:Chair-Breuer", + "Description": "All family types available in the document.", + "SelectedIndex": 73 + }, + { + "Id": "2ff4bab68bb74c969d8db03495d660c8", + "Name": "Levels", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "L3", + "Description": "Select a level in the active document", + "SelectedIndex": 8 + }, + { + "Id": "bbe5b7456c2d40d09db98b415a9cc0ac", + "Name": "Select Room", + "Type": "selection", + "Type2": "hostSelection", + "Value": "bbb19349-04db-4d1e-886a-6de27dc8e3fa-000ca979", + "Description": "Select a model element from the document.", + "SelectedIndex": 0 + }, + { + "Id": "d3441f79a99b4fe09ecef222a8c6ba65", + "Name": "First Row position", + "Type": "number", + "Type2": "number", + "Value": "0.2", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "cc6716ec7b704e0c95a7bff10d97e5b6", + "Name": "Last Row Position", + "Type": "number", + "Type2": "number", + "Value": "1.4", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "5527db3e6b724864b32100ccf1353256", + "Name": "Row Spacing", + "Type": "number", + "Type2": "number", + "Value": "0.35", + "MaximumValue": 1.0, + "MinimumValue": 0.15, + "StepValue": 0.05, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "8d17d354eaab43759d24770b2293e2d0", + "Name": "Row Start", + "Type": "number", + "Type2": "number", + "Value": "0.3", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "a2077841f60e4083a10b44827beb0b58", + "Name": "Row End", + "Type": "number", + "Type2": "number", + "Value": "2.2", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "932b2e6acbae49f487f23427f13fe3ed", + "Name": "Nr Chairs in a Row", + "Type": "number", + "Type2": "number", + "Value": "8", + "MaximumValue": 12.0, + "MinimumValue": 2.0, + "StepValue": 1.0, + "NumberType": "Integer", + "Description": "Produces integer values", + "SelectedIndex": 0 + }, + { + "Id": "cdb069216756498ea0654656dc96f302", + "Name": "Circle Radius", + "Type": "number", + "Type2": "number", + "Value": "6.4", + "MaximumValue": 8.0, + "MinimumValue": 5.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values", + "SelectedIndex": 0 + }, + { + "Id": "54440452ae1144ce893c49e59c5b4c14", + "Name": "Mark Prefix", + "Type": "string", + "Type2": "string", + "Value": "C-", + "Description": "Creates a string", + "SelectedIndex": 0 + } + ], + "Outputs": [ + { + "Id": "1327ae0a340a4e29a72d1751b4e40908", + "Name": "Watch", + "Type": "unknown", + "InitialValue": "", + "Description": "Visualizes a node's output" + } + ], "Nodes": [ { "ConcreteType": "DSRevitNodesUI.FamilyTypes, DSRevitNodesUI", - "SelectedIndex": 41, - "SelectedString": "Photovoltaic-Panel-SolarWorld-SunModule-(235-240):SunModule SW 245 Silver Mono - 10 Deg. Angle", + "SelectedIndex": 73, + "SelectedString": "Chair-Breuer:Chair-Breuer", + "Id": "b5b360a41d8246f1a30303a10cec064d", "NodeType": "ExtensionNode", - "Id": "4fdfc107656f45579bb83abe69963c59", "Inputs": [], "Outputs": [ { - "Id": "52f08bdc341a466498fd26435160bfc3", + "Id": "3e305a38f4ca4cf48da556542a95fec3", "Name": "Family Type", "Description": "The selected Family Type", "UsingDefaultValue": false, @@ -32,12 +168,11 @@ }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "ffa137cfa4c0445ba8dc6fbfb88c5e80", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.FamilyInstance.ByPointAndLevel@Revit.Elements.FamilyType,Autodesk.DesignScript.Geometry.Point,Revit.Elements.Level", - "Id": "faae3b22211e4fa99b2497d73ebafc76", "Inputs": [ { - "Id": "72737c53b65e4e4897a9a68630b89e02", + "Id": "c8badfa45fb64176b69f3f629624b0fb", "Name": "familyType", "Description": "Family Type. Also called Family Symbol.\n\nFamilyType", "UsingDefaultValue": false, @@ -46,7 +181,7 @@ "KeepListStructure": false }, { - "Id": "1b5b6b95e1294acbb11526f9d494bc04", + "Id": "c9d538db0c434dbd99c0144eccf1bdfb", "Name": "point", "Description": "Point in meters.\n\nPoint", "UsingDefaultValue": false, @@ -55,7 +190,7 @@ "KeepListStructure": false }, { - "Id": "b56ba533024c40058e86fff5520f0cc2", + "Id": "7620f27cdf81435db1649df3e71c79ff", "Name": "level", "Description": "Level to host Family Instance.\n\nLevel", "UsingDefaultValue": false, @@ -66,7 +201,7 @@ ], "Outputs": [ { - "Id": "7cff79fcb0e146bfa9402659a2a89ef4", + "Id": "5769f112d3a547beb41e1d4dc2d2cf3b", "Name": "FamilyInstance", "Description": "FamilyInstance", "UsingDefaultValue": false, @@ -75,19 +210,20 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.FamilyInstance.ByPointAndLevel@Revit.Elements.FamilyType,Autodesk.DesignScript.Geometry.Point,Revit.Elements.Level", "Replication": "Auto", "Description": "Place a Revit FamilyInstance given the FamilyType (also known as the FamilySymbol in the Revit API), it's coordinates in world space, and the Level\n\nFamilyInstance.ByPointAndLevel (familyType: FamilyType, point: Point, level: Level): FamilyInstance" }, { "ConcreteType": "DSRevitNodesUI.Levels, DSRevitNodesUI", - "SelectedIndex": 3, - "SelectedString": "Level 1 Living Rm.", + "SelectedIndex": 8, + "SelectedString": "L3", + "Id": "2ff4bab68bb74c969d8db03495d660c8", "NodeType": "ExtensionNode", - "Id": "3fb8c3d73e704511b67543d467916141", "Inputs": [], "Outputs": [ { - "Id": "100c5c69e4c84b739c7d1fadf5e8f7d5", + "Id": "269b7bf67a984a0a9b142714558d3f09", "Name": "Levels", "Description": "The selected Levels", "UsingDefaultValue": false, @@ -101,11 +237,11 @@ }, { "ConcreteType": "CoreNodeModels.Range, CoreNodeModels", + "Id": "e2cdc1d018ae42d78ebb9eba23d37f8e", "NodeType": "ExtensionNode", - "Id": "28e1684a488d4553a094febd1afad47c", "Inputs": [ { - "Id": "61c412b76c0244118f792cfa121c52bb", + "Id": "d9ec9ae28d714413bac308aa78979c25", "Name": "start", "Description": "Number or letter to start the sequence at\r\nDefault value: 0 (disabled)", "UsingDefaultValue": false, @@ -114,7 +250,7 @@ "KeepListStructure": false }, { - "Id": "b8b77627ce2f41c281365adeca7dd37e", + "Id": "896e0760a9b1406782f92685875e172c", "Name": "end", "Description": "Number or letter to end the sequence at\r\nDefault value: 9 (disabled)", "UsingDefaultValue": false, @@ -123,7 +259,7 @@ "KeepListStructure": false }, { - "Id": "6566e2de69184e7d9a50f99d1ac85f5a", + "Id": "ad0f580deb884f59be13c3cd3d03e787", "Name": "step", "Description": "Space between numbers or letters\r\nDefault value: 1 (disabled)", "UsingDefaultValue": false, @@ -134,7 +270,7 @@ ], "Outputs": [ { - "Id": "7fbfb305df094b2c9837672ffd555b03", + "Id": "13a91a1ed1734aa980f18585449a49ca", "Name": "seq", "Description": "New sequence", "UsingDefaultValue": false, @@ -143,55 +279,16 @@ "KeepListStructure": false } ], - "Replication": "Longest", - "Description": "Creates a sequence of numbers or letters in the specified range." - }, - { - "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "-10;\n10;\n2.5;", - "Id": "19caff9ae80545b9acb7ca272af0f540", - "Inputs": [], - "Outputs": [ - { - "Id": "94750742dfdb49ae86f425d04536a891", - "Name": "", - "Description": "Value of expression at line 1", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "3fdf34cbadd147c6b20f9ad4eaaedfac", - "Name": "", - "Description": "Value of expression at line 2", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - }, - { - "Id": "7a7d9294bfc6459f8def44674f187eea", - "Name": "", - "Description": "Value of expression at line 3", - "UsingDefaultValue": false, - "Level": 2, - "UseLevels": false, - "KeepListStructure": false - } - ], - "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Replication": "Auto", + "Description": "Creates a sequence of numbers or letters in the given range" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "ec8161e618864c35b877493c5ad649b5", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Element.SetParameterByName@string,var", - "Id": "026aadc9644e4e6cb35cbf1aec67045c", "Inputs": [ { - "Id": "eaedc667a9a8460c9bd61b076ed0bea0", + "Id": "4d9bbc6f72e1491d9bf26cb439e6011f", "Name": "element", "Description": "Revit.Elements.Element", "UsingDefaultValue": false, @@ -200,7 +297,7 @@ "KeepListStructure": false }, { - "Id": "712e4dfd49444072bda41b291769c481", + "Id": "c0497f4a24b84af38ed4036ac07825d4", "Name": "parameterName", "Description": "The name of the parameter to set.\n\nstring", "UsingDefaultValue": false, @@ -209,7 +306,7 @@ "KeepListStructure": false }, { - "Id": "2e88db115af94e918b00b1650d9024fc", + "Id": "eeec384ca0094a48acb85fedd9aa45b6", "Name": "value", "Description": "The value.\n\nvar", "UsingDefaultValue": false, @@ -220,7 +317,7 @@ ], "Outputs": [ { - "Id": "0f5b48cf508641109d15c0ce1782eb42", + "Id": "5dffdc2ec85a4fe88b81f953afced7ae", "Name": "Element", "Description": "Element", "UsingDefaultValue": false, @@ -229,18 +326,18 @@ "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.Element.SetParameterByName@string,var", "Replication": "Auto", "Description": "Set one of the element's parameters.\n\nElement.SetParameterByName (parameterName: string, value: var): Element" }, { "ConcreteType": "CoreNodeModels.Input.StringInput, CoreNodeModels", + "Id": "33e7df71b2074f52a813a03d1cf14072", "NodeType": "StringInputNode", - "InputValue": "Mark", - "Id": "2d1e2615f80c43f3bb2d18f9bb40d49f", "Inputs": [], "Outputs": [ { - "Id": "2f9fdfcbf51c43dd9697081432358d5b", + "Id": "e0f10d0bdfd64016b02e72d3247c12f9", "Name": "", "Description": "String", "UsingDefaultValue": false, @@ -250,16 +347,16 @@ } ], "Replication": "Disabled", - "Description": "Creates a string." + "Description": "Creates a string", + "InputValue": "Mark" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "3683948755c44d1380530bd5de125fed", "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.Count@var[]..[]", - "Id": "220cff5c11c24113a7ba801bf74b5b0d", "Inputs": [ { - "Id": "6e6ad7165932470ab0bbc021ce95825a", + "Id": "d3f9830b10bb46e2b1aefed96a45e0e9", "Name": "list", "Description": "List to get the item count of.\n\nvar[]..[]", "UsingDefaultValue": false, @@ -270,7 +367,7 @@ ], "Outputs": [ { - "Id": "0b425a7c25cb4f9fa4711aca2cc3cdfe", + "Id": "deb9df735ab84cef92175480660f7bc7", "Name": "int", "Description": "List length.", "UsingDefaultValue": false, @@ -279,16 +376,17 @@ "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.Count@var[]..[]", "Replication": "Auto", "Description": "Returns the number of items stored in the given list.\n\nList.Count (list: var[]..[]): int" }, { "ConcreteType": "CoreNodeModels.Sequence, CoreNodeModels", + "Id": "bfdeeae62787470fa363bcfdf898e767", "NodeType": "ExtensionNode", - "Id": "cad8292cdd914a978904857392d3520e", "Inputs": [ { - "Id": "7513272e5ff54cd6ab4e2db9505409c2", + "Id": "7ed7436057b94394864f378135123ee9", "Name": "start", "Description": "Number or letter to start the sequence at\r\nDefault value: 0 (disabled)", "UsingDefaultValue": false, @@ -297,7 +395,7 @@ "KeepListStructure": false }, { - "Id": "a4cdb673169b41c9b7a870d51aef3fed", + "Id": "97c296a1c63f42879cf146b6800811a7", "Name": "amount", "Description": "Amount of numbers in the sequence\r\nDefault value: 10 (disabled)", "UsingDefaultValue": false, @@ -306,7 +404,7 @@ "KeepListStructure": false }, { - "Id": "31081d6046d64facbb33089cc441f003", + "Id": "9ccdf87ab37445a98d0568597a4fe97d", "Name": "step", "Description": "Space between numbers or letters\r\nDefault value: 1 (disabled)", "UsingDefaultValue": false, @@ -317,7 +415,7 @@ ], "Outputs": [ { - "Id": "817d7e87b93c483eae3ef98c5e900c33", + "Id": "1e9183d3ec51437a96be38b9c29985c3", "Name": "seq", "Description": "New sequence", "UsingDefaultValue": false, @@ -327,18 +425,17 @@ } ], "Replication": "Longest", - "Description": "Creates a sequence of numbers." + "Description": "Creates a sequence of numbers" }, { "ConcreteType": "CoreNodeModels.Input.DoubleInput, CoreNodeModels", - "NodeType": "NumberInputNode", "NumberType": "Double", - "InputValue": 1.0, - "Id": "3a14c079bb72407a82ed8044eb206330", + "Id": "b5be15f317254b89a99b780643d71a00", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "4a420a42faba4b0cacaa240915b31765", + "Id": "a90f858b917f433e94640ab51828c6d1", "Name": "", "Description": "Double", "UsingDefaultValue": false, @@ -348,19 +445,51 @@ } ], "Replication": "Disabled", - "Description": "Creates a number." + "Description": "Creates a number", + "InputValue": 1.0 }, { - "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "-10..-15..#3;", - "Id": "569b9d540efd4ff3bae886f529026628", + "ConcreteType": "CoreNodeModels.FromObject, CoreNodeModels", + "Id": "5573fbf5d9694f32a88cc1c2b292d41a", + "NodeType": "ExtensionNode", + "Inputs": [ + { + "Id": "13430473c84e433990fdb832e8e03d21", + "Name": "obj", + "Description": "Object to be serialized", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "84b9ee8aaca94550bd0ccd5acfe2045b", + "Name": "str", + "Description": "Result of math computation", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Converts an object to a string representation" + }, + { + "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", + "NodeType": "ExtensionNode", + "InstanceId": [ + "bbb19349-04db-4d1e-886a-6de27dc8e3fa-000ca979" + ], + "Id": "bbe5b7456c2d40d09db98b415a9cc0ac", "Inputs": [], "Outputs": [ { - "Id": "f803f03279b64cc88ce9793e9a7ceb11", - "Name": "", - "Description": "Value of expression at line 1", + "Id": "609d656ddff94c4481af5fb60f941167", + "Name": "Element", + "Description": "The selected elements.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -368,27 +497,56 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Select a model element from the document." }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "6b86f7cc434d4c93bb0c4fc282d350e6", "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", - "Id": "b744bc6db4aa4978830bc28506bb94a8", "Inputs": [ { - "Id": "cff9d9400792487095bd4e489ce56ea9", - "Name": "list", - "Description": "List to flatten.\n\nvar[]..[]", + "Id": "17d9c87245ec4cf69bd509151522cb45", + "Name": "room", + "Description": "Revit.Elements.Room", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "c33dd8009a424435a2a7db62cf92cb1a", + "Name": "Point", + "Description": "Point", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false + } + ], + "FunctionSignature": "Revit.Elements.Room.Location", + "Replication": "Auto", + "Description": "Get Room Location\n\nRoom.Location: Point" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "a890b25007434496b53f975b8ebb4159", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "0de2a67b74c9432aaaaad3584407b1e8", + "Name": "centerPoint", + "Description": "Center point of circle\n\nPoint\nDefault value : Autodesk.DesignScript.Geometry.Point.ByCoordinates(0, 0, 0)", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false }, { - "Id": "d3b7d999f23548d4ab32f4f24bfedb65", - "Name": "amount", - "Description": "Layers of list nesting to remove (-1 will remove all list nestings)\n\nint\nDefault value : -1", + "Id": "5557f5b3d9c24c24ac69cdb4aa458aa5", + "Name": "radius", + "Description": "Radius\n\ndouble\nDefault value : 1", "UsingDefaultValue": true, "Level": 2, "UseLevels": false, @@ -397,37 +555,76 @@ ], "Outputs": [ { - "Id": "44101e759b034d6fbc0a76d9b7b1854e", - "Name": "list", - "Description": "Flattened list by amount", + "Id": "592a91410b814ef59fa5cadf39321628", + "Name": "Circle", + "Description": "Circle created with center point and radius", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Circle.ByCenterPointRadius@Autodesk.DesignScript.Geometry.Point,double", "Replication": "Auto", - "Description": "Flattens a nested list of lists by a certain amount.\n\nList.Flatten (list: var[]..[], amount: int = -1): var[]..[]" + "Description": "Creates a Circle with input center Point and radius in the world XY plane, with world Z as normal.\n\nCircle.ByCenterPointRadius (centerPoint: Point = Autodesk.DesignScript.Geometry.Point.ByCoordinates(0, 0, 0), radius: double = 1): Circle" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "e43727b97b27479cb9e69cc5b0cff070", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "fcc002acef254fa0854a87c064faef61", + "Name": "curve", + "Description": "Autodesk.DesignScript.Geometry.Curve", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "aeb57d06728248308e842d1b117a98da", + "Name": "Surface", + "Description": "A Surface on the interior of the curve", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.Patch", + "Replication": "Auto", + "Description": "Patch a closed Curve\n\nCurve.Patch ( ): Surface" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "0ce6d6c88caf4f999a048c3f871c974b", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.ByCoordinates@double,double", - "Id": "479702b361b54a33a622d71c31727ed8", "Inputs": [ { - "Id": "25f73cf11eda4466b713038d2ea7e627", - "Name": "x", - "Description": "X coordinate\n\ndouble\nDefault value : 0", + "Id": "e11318962ecc4966a29ae27bca49cba4", + "Name": "surface", + "Description": "Autodesk.DesignScript.Geometry.Surface", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "4a615e0065d047a2a6bb7861d5136591", + "Name": "u", + "Description": "double\nDefault value : 0", "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "6584f3bd62f84f62a0a49aa6cc7d0f7f", - "Name": "y", - "Description": "Y coordinate\n\ndouble\nDefault value : 0", + "Id": "b745658962f24e9cba20111b73d1540b", + "Name": "v", + "Description": "double\nDefault value : 0", "UsingDefaultValue": true, "Level": 2, "UseLevels": false, @@ -436,27 +633,46 @@ ], "Outputs": [ { - "Id": "6ae7cea0d1d14de28ce920a31e7866c3", + "Id": "a1a34660451d4e7d91a7ad9abd39a574", "Name": "Point", - "Description": "Point created by coordinates", + "Description": "Point", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", "Replication": "CrossProduct", - "Description": "Form a Point in the XY plane given two 2 cartesian coordinates. The Z component is 0.\n\nPoint.ByCoordinates (x: double = 0, y: double = 0): Point" + "Description": "Return the Point at specified U and V parameters.\n\nSurface.PointAtParameter (u: double = 0, v: double = 0): Point" }, { - "ConcreteType": "CoreNodeModels.FromObject, CoreNodeModels", - "NodeType": "ExtensionNode", - "Id": "1b398dc146b3488c837b8136a0bfca0f", + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "ca8bbc3762c8451085ca897036139035", + "NodeType": "CodeBlockNode", "Inputs": [ { - "Id": "df4b3fefa5ba4497aa5e6fba866d0dfd", - "Name": "obj", - "Description": "Object to be serialized", + "Id": "b20f992b81ff4e65be603a3860916063", + "Name": "start", + "Description": "start", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "016487ae9b0147ca992307da5d3b143a", + "Name": "finish", + "Description": "finish", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "6acd0da8f3a94199960bd11ae4cb3cb6", + "Name": "steps", + "Description": "steps", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -465,9 +681,9 @@ ], "Outputs": [ { - "Id": "18b1a3a70df443228afc768d53b17bfc", - "Name": "str", - "Description": "Result of math computation", + "Id": "27015a66580a4c67be4b227172c675b4", + "Name": "", + "Description": "Value of expression at line 1", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -475,116 +691,515 @@ } ], "Replication": "Disabled", - "Description": "Convert an object to a string representation." - } - ], - "Connectors": [ - { - "Start": "52f08bdc341a466498fd26435160bfc3", - "End": "72737c53b65e4e4897a9a68630b89e02", - "Id": "638214f1b918448997cf593b478e0060", - "IsHidden": "False" - }, - { - "Start": "7cff79fcb0e146bfa9402659a2a89ef4", - "End": "eaedc667a9a8460c9bd61b076ed0bea0", - "Id": "cd8c0e6959ca49148311a8bacd5689d5", - "IsHidden": "False" + "Description": "Allows for DesignScript code to be authored directly", + "Code": "start..finish..#steps;" }, { - "Start": "7cff79fcb0e146bfa9402659a2a89ef4", - "End": "6e6ad7165932470ab0bbc021ce95825a", - "Id": "9857c18c485543e78e2a066d3b168716", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "d15258522f3b43ec9d4b40217b316eb3", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "e2c5b6d8138040a0b47b2de85972719e", + "Name": "list", + "Description": "List to flatten.\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "0674ea7afe2449b19fc0449dd2d9e4d9", + "Name": "amount", + "Description": "Layers of list nesting to remove (-1 will remove all list nestings)\n\nint\nDefault value : -1", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "4f091c84e88f4a9099daf9cccb6e6c37", + "Name": "list", + "Description": "Flattened list by amount", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", + "Replication": "Auto", + "Description": "Flattens a nested list of lists by a certain amount.\n\nList.Flatten (list: var[]..[], amount: int = -1): var[]..[]" }, { - "Start": "100c5c69e4c84b739c7d1fadf5e8f7d5", - "End": "b56ba533024c40058e86fff5520f0cc2", - "Id": "9fe691eb613e4cd291be2b8e3850e50f", - "IsHidden": "False" + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "Id": "d3441f79a99b4fe09ecef222a8c6ba65", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "a6fdf0df4f2245d38f92fc7030e84b27", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 0.2 }, { - "Start": "7fbfb305df094b2c9837672ffd555b03", - "End": "25f73cf11eda4466b713038d2ea7e627", - "Id": "b1b0524ecb5c4d61943ef07465698df2", - "IsHidden": "False" + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "Id": "cc6716ec7b704e0c95a7bff10d97e5b6", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "e97f5bcdc90e413ca3cd983dda077f15", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 1.4 }, { - "Start": "94750742dfdb49ae86f425d04536a891", - "End": "61c412b76c0244118f792cfa121c52bb", - "Id": "57fa483a33684eb4b0ea3719764867da", + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 1.0, + "MinimumValue": 0.15, + "StepValue": 0.05, + "Id": "5527db3e6b724864b32100ccf1353256", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "2141d6ed4f9d4c5797184d46a81b357b", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 0.35 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "Id": "8d17d354eaab43759d24770b2293e2d0", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "d7b2c6a76dfb4b39b12ad4c20bf0638f", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 0.3 + }, + { + "ConcreteType": "CoreNodeModels.Input.DoubleSlider, CoreNodeModels", + "NumberType": "Double", + "MaximumValue": 3.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "Id": "a2077841f60e4083a10b44827beb0b58", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "5297c9cec50a4bfea30a3ff99501ac04", + "Name": "", + "Description": "Double", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Produces numeric values", + "InputValue": 2.2 + }, + { + "ConcreteType": "CoreNodeModels.Input.IntegerSlider, CoreNodeModels", + "NumberType": "Integer", + "MaximumValue": 12, + "MinimumValue": 2, + "StepValue": 1, + "Id": "932b2e6acbae49f487f23427f13fe3ed", + "NodeType": "NumberInputNode", + "Inputs": [], + "Outputs": [ + { + "Id": "ea09bcaa85694e638b8c335dc35e4538", + "Name": "", + "Description": "Int64", + 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", "Name": "Revit_StructuralFraming", "ElementResolver": { "ResolutionMap": {} }, - "Inputs": [], + "Inputs": [ + { + "Id": "331a51d26a3f482bbf7f98d8f0203f9c", + "Name": "Number of Beams", + "Type": "number", + "Type2": "number", + "Value": "9", + "MaximumValue": 10.0, + "MinimumValue": 2.0, + "StepValue": 1.0, + "NumberType": "Integer", + "Description": "Produces integer values" + }, + { + "Id": "546ba908a5bc4abd9e9277f543639a58", + "Name": "Structure Level", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "L1 - Block 43", + "Description": "Select a level in the active document", + "SelectedIndex": 6 + }, + { + "Id": "efc8865e19844882b618e94b63c7c292", + "Name": "Structural Framing Types", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "W12X26", + "Description": "Select a structural framing type in the active document", + "SelectedIndex": 0 + }, + { + "Id": "0b9ae75bc49d418282f5d1c364b57813", + "Name": "Structural Column Types", + "Type": "selection", + "Type2": "dropdownSelection", + "Value": "", + "Description": "Select a structural column type in the active document", + "SelectedIndex": 0 + }, + { + "Id": "25f0e72e423e420e9bff4d2906e2b243", + "Name": "Select Source Floor", + "Type": "selection", + "Type2": "hostSelection", + "Value": "30b382b6-087b-407b-9fe7-257a49470bb8-0012ba28", + "Description": "Select a model element from the document." + }, + { + "Id": "98a09985e2d34632ad5480bc2fcd4093", + "Name": "Height", + "Type": "number", + "Type2": "number", + "Value": "8.4", + "MaximumValue": 10.0, + "MinimumValue": 0.0, + "StepValue": 0.1, + "NumberType": "Double", + "Description": "Produces numeric values" + } + ], "Outputs": [], "Nodes": [ { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", - "NodeType": "ExtensionNode", - "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f484f" - ], - "Id": "f46e385f3b0a446cadeb8d419a480cba", + "ConcreteType": "CoreNodeModels.Input.IntegerSlider, CoreNodeModels", + "NumberType": "Integer", + "MaximumValue": 10, + "MinimumValue": 2, + "StepValue": 1, + "Id": "331a51d26a3f482bbf7f98d8f0203f9c", + "NodeType": "NumberInputNode", "Inputs": [], "Outputs": [ { - "Id": "4917511b2d3045a09b44049d320260d6", - "Name": "Element", - "Description": "The selected elements.", + "Id": "7a28dc876e0f41829bdf430000190b84", + "Name": "", + "Description": "Int64", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled" + "Replication": "Disabled", + "Description": "Produces integer values", + "InputValue": 9 }, { - "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", + "ConcreteType": "DSRevitNodesUI.Levels, DSRevitNodesUI", + "SelectedIndex": 6, + "SelectedString": "L1 - Block 43", + "Id": "546ba908a5bc4abd9e9277f543639a58", "NodeType": "ExtensionNode", - "InstanceId": [ - "c222719c-4dcb-4e48-98ea-a81db96bf8ce-000f4954" + "Inputs": [], + "Outputs": [ + { + "Id": "0c820f0548af4e4281eb14433df45bf7", + "Name": "Levels", + "Description": "The selected Levels", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } ], - "Id": "fe4c569fa1b446da8e76d1b1bd5b6ef4", + "Replication": "Disabled", + "Description": "Select a level in the active document" + }, + { + "ConcreteType": "DSRevitNodesUI.StructuralFramingTypes, DSRevitNodesUI", + "SelectedIndex": 0, + "SelectedString": "W12X26", + "Id": "efc8865e19844882b618e94b63c7c292", + "NodeType": "ExtensionNode", "Inputs": [], "Outputs": [ { - "Id": "d2767b965b564f41b68d8808f71f144b", - "Name": "Element", - "Description": "The selected elements.", + "Id": "581f0032faec46e3a9c78aaffbbea3d7", + "Name": "Framing Types", + "Description": "The selected Framing Types", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled" + "Replication": "Disabled", + "Description": "Select a structural framing type in the active document" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "effe15619cd2499498000724bfaa912d", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "83f06d4b59ed4888a25943d12f3d1736", "Inputs": [ { - "Id": "66e8f2eb7d7845a68775648a48958bad", + "Id": "71318a985de44226a1a30a75f2314093", "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Description": "The curve which defines the center line of the beam.\n\nCurve", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "bb5eb89d7d624e5f95f95b0bdae6cd11", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0 (disabled)", + "Id": "7f43517409a8434ea991e3a597944d3a", + "Name": "level", + "Description": "The level with which you'd like the beam to be associated.\n\nLevel", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - } - ], - "Outputs": [ + }, { - "Id": "6e1e8eb9555b4ad4b0bd0e7238363bbd", - "Name": "Point", - "Description": "Point", + "Id": "cffaf3ca906f42ad9d1b21b2d97c6e9e", + "Name": "structuralFramingType", + "Description": "The structural framing type representing the beam.\n\nFamilyType", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "CrossProduct", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" - }, - { - "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", - "NodeType": "CodeBlockNode", - "Code": "0..1..#x;", - "Id": "ddaba6092fa04d18be641443ad3d08f1", - "Inputs": [ + "Outputs": [ { - "Id": "6be667b0c2984e739f48411c6e441563", - "Name": "x", - "Description": "x", + "Id": "64ac2bf84f124f5b8cece5163c824a00", + "Name": "StructuralFraming", + "Description": "StructuralFraming", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Revit.Elements.StructuralFraming.BeamByCurve@Autodesk.DesignScript.Geometry.Curve,Revit.Elements.Level,Revit.Elements.FamilyType", + "Replication": "Auto", + "Description": "Create a beam.\n\nStructuralFraming.BeamByCurve (curve: Curve, level: Level, structuralFramingType: FamilyType): StructuralFraming" + }, + { + "ConcreteType": "DSRevitNodesUI.StructuralColumnTypes, DSRevitNodesUI", + "SelectedIndex": 0, + "SelectedString": "", + "Id": "0b9ae75bc49d418282f5d1c364b57813", + "NodeType": "ExtensionNode", + "Inputs": [], "Outputs": [ { - "Id": "6162cbc217154b149e8016b29b8a8030", - "Name": "", - "Description": "Value of expression at line 1", + "Id": "5f558837ba41420b822f2a071bfdc705", + "Name": "Column Types", + "Description": "The selected Column Types", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -118,23 +202,21 @@ } ], "Replication": "Disabled", - "Description": "Allows for DesignScript code to be authored directly" + "Description": "Select a structural column type in the active document" }, { - "ConcreteType": "CoreNodeModels.Input.IntegerSlider, CoreNodeModels", - "NodeType": "NumberInputNode", - "NumberType": "Integer", - "InputValue": 9, - "MaximumValue": 10, - "MinimumValue": 2, - "StepValue": 1, - "Id": "cc3ba87acc1f4db699f2769f3020e0df", + "ConcreteType": "Dynamo.Nodes.DSModelElementSelection, DSRevitNodesUI", + "NodeType": "ExtensionNode", + "InstanceId": [ + "30b382b6-087b-407b-9fe7-257a49470bb8-0012ba28" + ], + "Id": "25f0e72e423e420e9bff4d2906e2b243", "Inputs": [], "Outputs": [ { - "Id": "51606682e92344de8b2c0e1ce159d310", - "Name": "", - "Description": "Int64", + "Id": "d062b8c6e6ac410ba910d56b7f5f0f43", + "Name": "Element", + "Description": "The selected elements.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -142,69 +224,86 @@ } ], "Replication": "Disabled", - "Description": "A slider that produces integer values." + "Description": "Select a model element from the document." }, { - "ConcreteType": "DSRevitNodesUI.Levels, DSRevitNodesUI", - "SelectedIndex": 0, - "SelectedString": "Ceiling", - "NodeType": "ExtensionNode", - "Id": "770e0aad6923487b9c70110cc93f40e3", - "Inputs": [], - "Outputs": [ + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "101414dfb85d4bdc84f26a6886ab6b6b", + "NodeType": "FunctionNode", + "Inputs": [ { - "Id": "195ecaac322d4eb0ac46702c91c090a3", - "Name": "Levels", - "Description": "The selected Levels", + "Id": "cb649e241bc6412ba36e10301a46e6d5", + "Name": "element", + "Description": "Revit.Elements.Element", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false + }, + { + "Id": "e9390cb51d3543af93aedce5033f3d87", + "Name": "detailLevel", + "Description": "Detail level\n\nstring\nDefault value : \"Medium\"", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "Select a level in the active document" - }, - { - "ConcreteType": "DSRevitNodesUI.StructuralFramingTypes, DSRevitNodesUI", - "SelectedIndex": 0, - "SelectedString": "1 3/4x14", - "NodeType": "ExtensionNode", - "Id": "acf81b3cc77545f28eaf52e4a6b4d8ea", - "Inputs": [], "Outputs": [ { - "Id": "43749d5fc02e4ad0bcb0192422fd2786", - "Name": "Framing Types", - "Description": "The selected Framing Types", + "Id": "fb59c777c4de4a6080612cbcb5266904", + "Name": "var[]", + "Description": "List of geometry from the element", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Disabled", - "Description": "Select a structural framing type in the active document" + "FunctionSignature": "Revit.Elements.Element.GetGeometry@string", + "Replication": "Auto", + "Description": "Returns all geometry associated with an element. Ignores transforms when used with linked elements.\n\nElement.GetGeometry (detailLevel: string = \"Medium\"): var[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "b7463452add848b58863a75f8b0d3f59", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Line.ByStartPointEndPoint@Autodesk.DesignScript.Geometry.Point,Autodesk.DesignScript.Geometry.Point", - "Id": "0e46950a67784734bde8597e3d70a5d3", "Inputs": [ { - "Id": "7ead1d720fdb4a5d89dba4e328f607ec", - "Name": "startPoint", - "Description": "Line start point\n\nPoint", + "Id": "fd65756640ee43a6b98c70d75c8bda49", + "Name": "geom", + "Description": "Geometry[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, + } + ], + "Outputs": [ { - "Id": "7e24c3a24d254566bc383cd61eb382ae", - "Name": "endPoint", - "Description": "Line end point\n\nPoint", + "Id": "8341a84b14894d369ae579cfb2238ba8", + "Name": "BoundingBox", + "Description": "Oriented bounding box arounding input geometries.", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.BoundingBox.ByMinimumVolume@Autodesk.DesignScript.Geometry.Geometry[]", + "Replication": "Auto", + "Description": "Create a non-axis-aligned, minimum-volume, oriented bounding box around the input geometries.\n\nBoundingBox.ByMinimumVolume (geom: Geometry[]): BoundingBox" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "7f9fc8d457e04dfabd6d7daf4a672c2d", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "ae22984e4366428bba8e76ca769ce35b", + "Name": "boundingBox", + "Description": "Autodesk.DesignScript.Geometry.BoundingBox", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -213,38 +312,47 @@ ], "Outputs": [ { - "Id": "4d5e9368fb9e45b987f1b522c3a327ec", - "Name": "Line", - "Description": "Line from start and end point", + "Id": "a6eac2b2e39049119d17a8aa9aee5886", + "Name": "Cuboid", + "Description": "Returns cuboid representation of the bounding box.", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.BoundingBox.ToCuboid", "Replication": "Auto", - "Description": "Creates a straight Line between two input Points.\n\nLine.ByStartPointEndPoint (startPoint: Point, endPoint: Point): Line" + "Description": "Get the bounding box as a solid cuboid.\n\nBoundingBox.ToCuboid ( ): Cuboid" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "19da4fbf9b0c4861bd54348df6c7a3f7", "NodeType": "FunctionNode", - "FunctionSignature": "Autodesk.DesignScript.Geometry.Curve.PointAtParameter@double", - "Id": "ba2153a0042144fd88c66b3defd03886", "Inputs": [ { - "Id": "56fa4cf2085d4f6a9c8ab6972753bfa6", - "Name": "curve", - "Description": "Autodesk.DesignScript.Geometry.Curve", + "Id": "4e53c47720c745dbafa0614aa2475e70", + "Name": "surface", + "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "365bbc6bf1284b24954a7d3544c7cb61", - "Name": "param", - "Description": "The parameter at which to evaluate\n\ndouble\nDefault value : 0 (disabled)", - "UsingDefaultValue": false, + "Id": "58156c3cc5ac4693a3358bc25b6bf94e", + "Name": "u", + "Description": "double\nDefault value : 0", + "UsingDefaultValue": true, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "bdc36005a8514e1f91941f1249c51662", + "Name": "v", + "Description": "double\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -252,7 +360,7 @@ ], "Outputs": [ { - "Id": "3863c9e055da43e69c067fa3ceb1da5a", + "Id": "57309b68263d4d56af74497683a1c17a", "Name": "Point", "Description": "Point", "UsingDefaultValue": false, @@ -261,19 +369,39 @@ "KeepListStructure": false } ], - "Replication": "CrossProduct", - "Description": "Get a Point on the Curve at a specified parameter between StartParameter() and EndParameter()\n\nCurve.PointAtParameter (param: double = 0): Point" + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", + "Replication": "Auto", + "Description": "Return the Point at specified U and V parameters.\n\nSurface.PointAtParameter (u: double = 0, v: double = 0): Point" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.CodeBlockNodeModel, DynamoCore", + "Id": "e328027a09c1486c8600f216b1f4a876", + "NodeType": "CodeBlockNode", + "Inputs": [], + "Outputs": [ + { + "Id": "c014aa632458481c92043fe5b9dba3f2", + "Name": "", + "Description": "Value of expression at line 1", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Replication": "Disabled", + "Description": "Allows for DesignScript code to be authored directly", + "Code": "0.5;" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "82a9edc86a7749f09e0747e68d2135d6", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Element.Geometry", - "Id": "cc8c4cd67c6647028afd55737916f0fc", "Inputs": [ { - "Id": "b3bc901cf2a54614960b5584b41f4e4d", - "Name": "element", - "Description": "Revit.Elements.Element", + "Id": "be4b48b40e1b47fabb6b7564134740df", + "Name": "geometry", + "Description": "Autodesk.DesignScript.Geometry.Geometry", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -282,28 +410,37 @@ ], "Outputs": [ { - "Id": "6a398b32af8240778e74ebe1512049d7", - "Name": "var[]", - "Description": "var[]", + "Id": "3679618f48de4930a5bbae5af181e7b9", + "Name": "Geometry[]", + "Description": "Geometry[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "Autodesk.DesignScript.Geometry.Geometry.Explode", "Replication": "Auto", - "Description": "Get all of the Geometry associated with this object\n\nElement.Geometry ( ): var[]" + "Description": "Separates compound or non-separated elements into their component parts.\n\nGeometry.Explode ( ): Geometry[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "992c7942cb314c61a52d49f90fc163e8", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.Element.Geometry", - "Id": "2f1ac553ab604ce78c94933cf543e87b", "Inputs": [ { - "Id": "f86e91cbe010497a9a82e5a0e6ddebd0", - "Name": "element", - "Description": "Revit.Elements.Element", + "Id": "c0cceb40683843208c9f19a7bd0338af", + "Name": "list", + "Description": "list to be sorted\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "031ce8d167024db09546216e0037e889", + "Name": "keys", + "Description": "list of keys, keys have to be sortable (e.g. numbers,strings)\n\nvar[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, @@ -312,86 +449,116 @@ ], "Outputs": [ { - "Id": "2bf48d0ac54448ebb4303ff5579bc804", - "Name": "var[]", - "Description": "var[]", + "Id": "28b9e97d19be4da3928d5a1f54ba57a9", + "Name": "sortedList", + "Description": "type: var[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "4d1d6aad148f4b3287803084a4df4d0d", + "Name": "sortedKeys", + "Description": "type: var[]..[]", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.SortByKey@var[]..[],var[]..[]", "Replication": "Auto", - "Description": "Get all of the Geometry associated with this object\n\nElement.Geometry ( ): var[]" + "Description": "Sort list based on its keys\n\nList.SortByKey (list: var[]..[], keys: var[]..[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "2b060f8ff54848178cc73b0219ab52de", "NodeType": "FunctionNode", - "FunctionSignature": "DSCore.List.Flatten@var[]..[],int", - "Id": "68e948e8de034751a941d0bfd13686ed", "Inputs": [ { - "Id": "c2804836e09943f78c31cc2c5a4d9070", - "Name": "list", - "Description": "List to flatten.\n\nvar[]..[]", + "Id": "9cce353ff9824a87afb8cb1be1fba7f3", + "Name": "point", + "Description": "Autodesk.DesignScript.Geometry.Point", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false - }, + } + ], + "Outputs": [ { - "Id": "c596246e2ec34db2874bf1ff538f885a", - "Name": "amount", - "Description": "Layers of list nesting to remove (-1 will remove all list nestings)\n\nint\nDefault value : -1", - "UsingDefaultValue": true, + "Id": "b17dad486a6d490988668b2a4681942d", + "Name": "double", + "Description": "double", + "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Outputs": [ + "FunctionSignature": "Autodesk.DesignScript.Geometry.Point.Z", + "Replication": "Auto", + "Description": "Get the Z component of a Point\n\nPoint.Z: double" + }, + { + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "8b22732f22ab45bea2310855a9af273f", + "NodeType": "FunctionNode", + "Inputs": [ { - "Id": "8f332a265a824e50af409a527aa5c879", + "Id": "69ebfd5a8efd4b01be122b923f711873", "Name": "list", - "Description": "Flattened list by amount", + "Description": "List to get the last item of\n\nvar[]..[]", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "5d3d49e081404bb09c03e10f696ad74c", + "Name": "item", + "Description": "Last item in the list", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], + "FunctionSignature": "DSCore.List.LastItem@var[]..[]", "Replication": "Auto", - "Description": "Flattens a nested list of lists by a certain amount.\n\nList.Flatten (list: var[]..[], amount: int = -1): var[]..[]" + "Description": "Retrieves the last item in a list.\n\nList.LastItem (list: var[]..[]): var[]..[]" }, { "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "f0e5f56c3723411a9bc0c9f6a7056e78", "NodeType": "FunctionNode", - "FunctionSignature": "Revit.Elements.StructuralFraming.BeamByCurve@Autodesk.DesignScript.Geometry.Curve,Revit.Elements.Level,Revit.Elements.FamilyType", - "Id": "32628bb785934d3a944c3e5ea635be6c", "Inputs": [ { - "Id": "2d4b543ade5a4b4d84fd96b3f40e4c7d", - "Name": "curve", - "Description": "The curve which defines the center line of the beam.\n\nCurve", + "Id": "d03399ce8310426eb8c4d748cd0699e4", + "Name": "surface", + "Description": "Autodesk.DesignScript.Geometry.Surface", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "01add9d7b56c4d45b72aeb06152a60e6", - "Name": "level", - "Description": "The level with which you'd like the beam to be associated.\n\nLevel", - "UsingDefaultValue": false, + "Id": "825138c2988646c78db0e6b4971132fa", + "Name": "u", + "Description": "double\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false }, { - "Id": "6723a1c1ec9947f2b01d821a242bb1a5", - "Name": "structuralFramingType", - "Description": "The structural framing type representing the beam.\n\nFamilyType", - "UsingDefaultValue": false, + "Id": "5a8295f9086c46fab7df2d1897a99c4d", + "Name": "v", + "Description": "double\nDefault value : 0", + "UsingDefaultValue": true, "Level": 2, "UseLevels": false, "KeepListStructure": false @@ -399,398 +566,2216 @@ ], "Outputs": [ { - "Id": "a3e1e94353094662a76e0639bce4ca64", - "Name": "StructuralFraming", - "Description": "StructuralFraming", + "Id": "b1aaa5ca0064466caeb4a057f5ba4bb6", + "Name": "Point", + "Description": "Point", "UsingDefaultValue": false, "Level": 2, "UseLevels": false, "KeepListStructure": false } ], - "Replication": "Auto", - "Description": "Create a beam.\n\nStructuralFraming.BeamByCurve (curve: Curve, level: Level, structuralFramingType: FamilyType): StructuralFraming" - } - ], - "Connectors": [ - { - "Start": "4917511b2d3045a09b44049d320260d6", - "End": "b3bc901cf2a54614960b5584b41f4e4d", - "Id": "81924d58f35640d1bda13cf274192460", - "IsHidden": "False" - }, - { - "Start": "d2767b965b564f41b68d8808f71f144b", - "End": "f86e91cbe010497a9a82e5a0e6ddebd0", - "Id": "ec153ca4738d4bb8a3bb08be118a8c67", - "IsHidden": "False" - }, - { - "Start": "6e1e8eb9555b4ad4b0bd0e7238363bbd", - "End": "7ead1d720fdb4a5d89dba4e328f607ec", - "Id": "7a85a5bd2f9d4d50b85392f1a2c83289", - "IsHidden": "False" - }, - { - "Start": "6162cbc217154b149e8016b29b8a8030", - "End": "bb5eb89d7d624e5f95f95b0bdae6cd11", - "Id": "67f893ddbff248f4beb493a874244e8c", - "IsHidden": "False" + "FunctionSignature": "Autodesk.DesignScript.Geometry.Surface.PointAtParameter@double,double", + "Replication": "CrossProduct", + "Description": "Return the Point at specified U and V parameters.\n\nSurface.PointAtParameter (u: double = 0, v: double = 0): Point" }, { - 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"Start": "2bf48d0ac54448ebb4303ff5579bc804", - "End": "56fa4cf2085d4f6a9c8ab6972753bfa6", - "Id": "755f4c85584d491cb5689352dc351835", - "IsHidden": "False" + "ConcreteType": "Dynamo.Graph.Nodes.ZeroTouch.DSFunction, DynamoCore", + "Id": "8fe59086ce7b4400a2cedbc270af9476", + "NodeType": "FunctionNode", + "Inputs": [ + { + "Id": "c5798ad560104884b707919bbefa8ffc", + "Name": "curve", + "Description": "The curve which defines the center line of the beam.\n\nCurve", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "88c299ddd0e1474e9098714e28f46a2a", + "Name": "level", + "Description": "The level with which you'd like the beam to be associated.\n\nLevel", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + }, + { + "Id": "a5aa2ace627f4d4299801aa65ec40691", + "Name": "structuralFramingType", + "Description": "The structural framing type representing the beam.\n\nFamilyType", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "Outputs": [ + { + "Id": "412f326af7e84f8a9119d7c6f7787013", + "Name": "StructuralFraming", + "Description": "StructuralFraming", + "UsingDefaultValue": false, + "Level": 2, + "UseLevels": false, + "KeepListStructure": false + } + ], + "FunctionSignature": "Revit.Elements.StructuralFraming.BeamByCurve@Autodesk.DesignScript.Geometry.Curve,Revit.Elements.Level,Revit.Elements.FamilyType", + "Replication": "Auto", + "Description": "Create a beam.\n\nStructuralFraming.BeamByCurve (curve: Curve, level: Level, structuralFramingType: FamilyType): StructuralFraming" }, { - 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