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diff --git a/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀옷⠀ⵙ⠀ߦ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀◯⠀ⵙ⠀✤⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀옷⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀◯⠀ⵙ⠀⁂⠀ⵙ⠀△⠀ⵙ⠀ⵈ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ⵈ⠀ⵙ⠀△⠀ⵙ⠀⁂⠀ⵙ⠀◯⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀옷⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✤⠀ⵙ⠀◯⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ߦ⠀ⵙ⠀옷⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀..GHX b/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀옷⠀ⵙ⠀ߦ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀◯⠀ⵙ⠀✤⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀옷⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀◯⠀ⵙ⠀⁂⠀ⵙ⠀△⠀ⵙ⠀ⵈ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ⵈ⠀ⵙ⠀△⠀ⵙ⠀⁂⠀ⵙ⠀◯⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀옷⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✤⠀ⵙ⠀◯⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ߦ⠀ⵙ⠀옷⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀..GHX
index 9b5594e4..195ded01 100644
--- a/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀옷⠀ⵙ⠀ߦ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀◯⠀ⵙ⠀✤⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀옷⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀◯⠀ⵙ⠀⁂⠀ⵙ⠀△⠀ⵙ⠀ⵈ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ⵈ⠀ⵙ⠀△⠀ⵙ⠀⁂⠀ⵙ⠀◯⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀옷⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✤⠀ⵙ⠀◯⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ߦ⠀ⵙ⠀옷⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀..GHX
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@@ -103720,11 +103720,10 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
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- Create a polar array of geometry.
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- Geometry
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@@ -103772,10 +103771,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
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@@ -103830,10 +103828,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
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@@ -103843,9 +103840,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
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@@ -103877,10 +103874,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
-
+
- Sweep angle in radians (counter-clockwise, starting from plane x-axis)
- 830edab2-3577-49b5-9b86-3176f2325c0d
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- 1
- Arrayed geometry
- 83518a8d-f74b-40af-b86c-f903a039dd82
- - true
- 1
- Geometry
- Geometry
@@ -103954,11 +103949,10 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
-
+
- 1
- Transformation data
- 592a6339-b84a-486e-ab63-edbcdc9dac1f
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@@ -104517,7 +104511,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
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- 1
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- e99fb649-faba-435c-b3ad-6cf18e59bfdd
+ - 1
- Breps
- Breps
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@@ -104573,7 +104568,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
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@@ -107534,10 +107529,11 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a
-
+
- This component exports geometries from GH to 3DM file directly
This component doesn't rely on user interface operation in Rhino, therefore is faster and more reliable.
However, not all geometry and attributes are supported.
+ - true
- 81a24f5c-3235-41fa-b30e-2756ade9dc30
- 2.4.1.0
- Export 3DM
@@ -107925,7 +107921,7 @@ See manual for supported attributes.
- Boolean Toggle
- false
- 0
- - true
+ - false
@@ -107991,14 +107987,14 @@ See manual for supported attributes.
-
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@@ -108223,10 +108219,10 @@ See manual for supported attributes.
- A panel for custom notes and text values
- fa21fd01-6003-40f0-b870-bad1852b17b0
- Panel
- - Panel
+ - false
- 0
- - 9fb118a3-9a60-4960-8e4e-5665c9df25fc
+ - e99fb649-faba-435c-b3ad-6cf18e59bfdd
- 1
- Double click to edit panel content…
@@ -108234,8 +108230,8 @@ See manual for supported attributes.
-
- 6675
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@@ -108243,8 +108239,8 @@ See manual for supported attributes.
- 0
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@@ -108538,6 +108534,1015 @@ See manual for supported attributes.
+
+
+ - 04042ba4-51b9-42d6-a264-2eb6e701c115
+ - c6c19589-ab63-4b60-8d7c-2c1b6d60fac7
+ - Export 3DM
+
+
+
+
+ - This component exports geometries from GH to 3DM file directly
+This component doesn't rely on user interface operation in Rhino, therefore is faster and more reliable.
+However, not all geometry and attributes are supported.
+ - true
+ - 6ba6b4ed-f350-4441-ba08-3742794351fa
+ - 2.4.1.0
+ - Export 3DM
+ - Export 3DM
+
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+ - 1
+ - The geometry you want to export
+ - 734763bc-455f-4ea9-bf7e-4d41879dc3d2
+ - Geometry
+ - Geometry
+ - false
+ - fbdb1ae3-30cb-4247-9dd0-7de919ced98e
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+ - Layer to put the geometries. By default, this input will override ObjAttr.
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+ - Layer
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+ - 1
+ - {0}
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+
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+ - false
+ - 1
+ - Object attributes. Layer in this structure isn't used by default, right click the component to change the behavior.
+You may use Object attributes from Elefront, or Human.
+See manual for supported attributes.
+ - 4fe371dd-6819-4fae-a451-042cfefa9fa9
+ - Object Attributes
+ - Object Attributes
+ - true
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+ - Where to store the file. Filename and extension should be included.
+ - 01ed4244-e39f-4ecf-8e14-875e5567fa76
+ - File Location
+ - File Location
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+ - C:\MDԐ.Ԑ.XHG..⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀옷⠀ⵙ⠀ߦ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀◯⠀ⵙ⠀✤⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀옷⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀◯⠀ⵙ⠀⁂⠀ⵙ⠀△⠀ⵙ⠀ⵈ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ⵈ⠀ⵙ⠀△⠀ⵙ⠀⁂⠀ⵙ⠀◯⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀옷⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✤⠀ⵙ⠀◯⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ߦ⠀ⵙ⠀옷⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀..GHX.3.3DM
+
+
+
+
+
+
+
+
+
+
+ - Default false. Control if Pancake should overwrite the destination file.
+ - a1c7f06a-3ee3-40c1-a858-5be09e57a21b
+ - Overwrite
+ - Overwrite
+ - false
+ - 00ada271-7e98-49fc-b0d6-342b19bf1780
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+
+ - The version of 3dm file. Can be 2 to the current version, or 0 as the latest version. 0 by default.
+ - ce0eee14-4b42-42fc-a63f-5563874f53b5
+ - Version
+ - Version
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+
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+
+ - Set to True to conduct the export. Use True - only button or Toggle button. Do not use the vanilla button.
+ - f3e38a96-ec84-4051-abfe-f4699a9e07ce
+ - Export
+ - Export
+ - false
+ - c2ce702b-9732-432f-a507-5d4c615d8b57
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+ - false
+
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+
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+
+ - Returns if the action is successful
+ - f55f49c0-ee8d-4581-8486-bc6dc11b8150
+ - OK
+ - OK
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+ - Log, if available
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+ - Boolean Toggle
+
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+ - Boolean (true/false) toggle
+ - c2ce702b-9732-432f-a507-5d4c615d8b57
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+ - Boolean Toggle
+
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+ - Boolean (true/false) toggle
+ - 00ada271-7e98-49fc-b0d6-342b19bf1780
+ - Boolean Toggle
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+ - 59e0b89a-e487-49f8-bab8-b5bab16be14c
+ - Panel
+
+
+
+
+ - A panel for custom notes and text values
+ - d9f32672-3f93-43c0-8b1f-4770a18abf52
+ - Panel
+ - false
+ - 0.792724609375
+ - 83518a8d-f74b-40af-b86c-f903a039dd82
+ - 1
+ - Double click to edit panel content…
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+ - 1addcc85-b04e-46e6-bd4a-6f6c93bf7efd
+ - Brep Join
+
+
+
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+ - Join a number of Breps together
+ - true
+ - 27395398-88f6-45c2-9e34-ffa6612773e2
+ - Brep Join
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+ - 1
+ - Closed flag for each resulting Brep
+ - b2d410bc-0737-489d-ad6a-e96a3271865f
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+ - 0bb3d234-9097-45db-9998-621639c87d3b
+ - Bounding Box
+
+
+
+
+ - Solve oriented geometry bounding boxes.
+ - true
+ - 9e937b3b-e920-44f6-864a-78571e67aa82
+ - Bounding Box
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+
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+ - 8f963c49-1957-493c-b7bb-20e76f4e10ae
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+ - BoundingBox orientation plane
+ - true
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+ - Aligned bounding box in world coordinates
+ - 8e3d31af-6c97-4549-bdbc-8700faeb7e3a
+ - Box
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+ - Bounding box in orientation plane coordinates
+ - true
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+ - Box
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+ - db7d83b1-2898-4ef9-9be5-4e94b4e2048d
+ - Deconstruct Box
+
+
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+ - Deconstruct a box into its constituent parts.
+ - 478e4cd3-c4e7-470d-990c-cfea3ade4811
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+ - Deconstruct Box
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+ - Y
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+ - {z} dimension of box
+ - e54ff38d-b029-475c-ae33-c2571135e4a3
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+ - 59e0b89a-e487-49f8-bab8-b5bab16be14c
+ - Panel
+
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+ - A panel for custom notes and text values
+ - c64a0b0d-826d-4c3f-a8c3-c75591a4978f
+ - Panel
+ - false
+ - 0
+ - 0
+ - Double click to edit panel content…
+
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+
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@@ -108545,7 +109550,7 @@ See manual for supported attributes.
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iVBORw0KGgoAAAANSUhEUgAAAJYAAABkCAIAAADrOV6nAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACGjSURBVHhe7Z3Zc1XFvsfPX+Jf4IO+nCer7qNllVqOZWnpg5YPlnrq6hE8xwG1vE5lUXLUUkAQ6ioIiDITghAIhCEEQsIQAiGQMCVknslAgvez8/X80nvNa+218XjLLir0XrtXr+7f9zd3r95/+cuf5f8BBX79s/xhKfAb+zH+W7duNTc3Hzx4cO/evdVxhTYHDhyoq6s7cuTI/v37Pc2PHz/e1NR0+t/lzJkz586dO3Xq1NmzZ3mEXU9SoZ+Wlpbz589ToQfPLfTMV/x1v6IlA4ibQanfV1VV9fT0+HGfnJwcHx+P4AfonGPhQXMQ8uHYsWOMLOHkQBH86uvrDx06tGfPHt3FxaNHj968efP35empqSl40UaVcEapmtF51/Wu4ZHhjq6OS9cuXbxysfVSa/OF5qHZ0tHd0dPX09Ta1NXbda7tXN9AH7iOlaEUQQhrpIWwpqaGW8BMsivx3bx58/T0NF13d3ePjo76sZyZmQkDWOxZOvzwkMtYqbBJ2BgI+3r6gGfNjjWAt3zj8sbmxhWbVowMj4yPja/bua6huWHz3s1rK9e+t+S9ulN1t6ZvlQHBMa8UIlLJpVAyhyAePnyYvyjVhoaGN95446233gIG9AlKD/155cqVa9eutbW1tbe39/X1qXLhwoXh4WGaXb16lSsXL17kIi1RiTdu3BCEpYgyUngbIOzq6hoeHd51aFfr5dbvt31/uPFw7cnaqYmp8Rvj9Wfq65vq9x3dt2T9kg+WfUDl15lfyw4hDwCMVMoHCJG/2tpaVU6cOPHoo49ihwQAELa2tspWUQE2/iKyNMMiIqNASJ0G2Eg44NKlS5cvX2YY3I6Z+eKLL+An6ti5Xbt2pRJNIGRUqeaSUPisGZ1fv34d9YjCbGlvOXfxXGd35+DQIKw5ODiI5uzu7W4823il48qZ1jPXewotyw4hWjGJI+OfKtTHo+FeOODjjz9+7bXXpAwZNBWUqvQqdVQo0JoxF9K6qDbUpWYbGxuBcNWqVdSBefny5QYhhAChaETRAbt378bhyjajJHACYWdn59Tk1M2pmyjJX2/9On1zemZ6BkM4MDDARb5ikFzkL3WGjYLJvRQp0uSz3TdbzH8BOYpuh2rAWYoOFDZgAH5oZurI7s8//6zrgIdwo3gRYtQycgAdYXwqFDT2yMiIOOOll1765JNPpCGSQJK2DRqit7eXB42Nj/UN9fFveGx4YHiAKwyei+MT41e7r05OTV7vvQ6D5uiFul0VQQjbBhZ3biDH0Hfs2FFZWfnLbNm5cydXMDz6yHXglEiVUpDFN9988/ChQ3Sye9fuBQsWSDqhDnoVUFHFSCfxAxX0MAPgI1+Bop6LPn/ooYe4wldp4UnSHlLgubR3tm+q3nSp89K6X9atqli1YsuKWzMFCm+u3txyqaWqroqLyzctP95cMC5lKnNBBaztKTgamDF3PiCEvsWq9ff3421KuVOBcIgCdQiNHEBoE5rMHub8efNqdlfTz75de+fPn2/zR1PRP+KIouZxsIvq/DWlTWXevHnvv/8+AJuGSAJMbBs53rDFjz/+ePXKVQaw5+iejp4OoFq8fvE3G75B/hjqiZYTpy+cPnL6yPpd65f8tGRXbTpbngrsorgw8E68TbmpCBweZiAkICr7hOr74IMPpEil9HA1ITq4YiFoBq2x9lRQg0Ia7GECLk5MTMBDiosbjtS/9D/z/1rzt/9qWvDXPS//94L5J+oLSjVhoeft27cr7VCKIrVIiekjdvQGB2P7UfIPP/wwLjTj6R/qb+9ob25r5m/L5ZYCJ92cRqmiWk+eP9nd381XwrVMJQZCuIwRY7qRPzg6bBAAAE6M/rnnnmPaagYYysug7tByJ0+eBFGUHmIB0lzBetE/5orrtKHwLIWSA339W3fvWHpy86r2qqUNGzdVbO3r6U1OAkaiYWfDT3eBGYDhaTNgBglDqEAHtMKiRYsCx8Oj4UX/V5m1UeysE0GIjWRWYRYOlie8ozD0hQsXfvjhhzZcfA3pWzAGUQoyh/xJ60oK+Yo2uGpIKrFEROAfOxlrkDkuZJogh1Nmwa5g4yPKEzj5Cjg3bdr02GOPwZ08qH+wn3Ciq6eru6+bXAzzgpu5ODLKhEaGhofI3VBn7rm7o4qh4yEkkquoqECeAikIAES42EJ1x18axzr9ycHI1jIDhICHnlSYq9wvsPERQZT7LaWqwnVC1Y5rHWfbzpKIIa/27cZvScSsrliNjbgxdoOLJG5+3Pkjle+3fk92ZubmTNnjwkBiIRNAuG3bNoTM04CvEBo51vzlW4bIFfka2Uif112pIJTkIWQSOCBUaGSwhfk48O7A0EBFTQXx+8pNK4HwX6v/1dvXOzU+dfT00eqj1e8sfmfh/y5cV7lu37Hbkp2JgBDXgOG6DYCNK4ggF9GKsB51YjWuoxUxclwEV7kqBYUyMkLFnFj5sSgclCp30ZW4gRvxeuwW3Zi2oAlwi5CSJO4lbRApJQgRO2ROyMXeq9B+7MbYtevXSGc3nGlAFknEjI2ODQ8Nk47p7e9FhbZdaas9UcvHifGJ300KSWR7IEStQ2tpTuhLYkyYIX9AIkEEBrBxUcdAIhzc5UFO8QnXoQgoJowpIyJlHkrSDn1u+YdAPMAJwKQ2JXkJwVNvgrCgckjQTBYSNKhKEqHk2Ar++eQUmFnuBi9hFGzLUBLZQngTjpYUQjg5HYyJggmE34ENUAFGiRLFagUOnXVY5MuADT2ANLgyQzrhFiXb6FYyjfwJGKXZoku0g0fkSv4hDELTnLJ5SGEq8ASh1gsLCf2pglNGhXQMwQNzgTKFVNtsLuImEcZ0oV6mUgQhDovoC7kBwFYMyJK8/fbbojuYIXMdHR2ERFSYg/JJUn1UGKjcTtrrL71RgBmEaGOpQulSFb6igXvFvgqsSLVGWNwwCOWMIHDmZ2YOHIEQhXnp+qWKAxVdfV3rd68/2Hhwe812gATOioMV5NW2H9hOaEi9f7g/LzPv72fOI2WlCZ1J0fo4CKk1SokwlniOwgI6fg0Ut4Vp6KgIgWZIJH62spTlLrB24GKknhsIoXxOlIqET2n9JGYvUA8DYX9f/9T01J66PRv2bHhv6Xs7D+/cun8rDg4DaGxpPHTi0LxF88D1aNPRzp7O8hFkDkITAlBBnixJRrL4+eefR5IgGVKF5BUy8TdvFkKi/n5CRvQVXivYY37gA4hS0Crj49ARUZY+UZ6XCh8lrCVOiQ61LBVYYCZXkQo88zmpMObM4JkiRXMUljy7rpKLISPadKEJ5GRHegd7h0aGzl8+39nb2TPQc2P8t0XQEmcdeHt8XPjTTz9t3brV9okwRGiHLCKR5CmeeuopOBrVhEVZt24df0l28yR0MpoZgQZI7ZdBTKmDsba6uABgLClA6/GAIiYcDSGGAH6ShVO05/qcJYJnECqU8hTZwnJAFdZnPIRkwuBoN6iQRwoPopGefPJJhBIyff75508//TRpJ+RSXg9Q0UwLuXAAZCVfijbmCjbVhXDZsmUrV65ENbEigVpOMn/LaAc2hhvoDVVpSRYqaX3O6Lii4JFe78RZgRra8jQ5MQl4hYzMbCJemXf+El1wXcmp3AvTj4cQJekGFQwCMJTIpv7VV1+xWQbZIueEyt24cSPua9p84NKlS7/++uvvvvuO5By+klABdRR1GJwoA5aFTdvTTMvL8oEpMJBS0qjN5NFebDhoDYCwp7vnXPs5NsgQGm7YvYHNFpUHKtl4MToyurFqY9vVtp0Hd1bXVZOjOdhw8HfOzhiE0AjBMldQ2kzpTfQk0oZ2hQeTiJHasKp39913g99999332Wef3X///YsXL1YyD6HhW0SWPhFfucE8ResDFAT39ddfV9JAa+WKSilUuIJ5RqsnRyVVS+1g6+nv2VK9Ze2Ote9/8/759vNkaogF2TtTU19DdgZ3ZtOeTVw8ff406/hlCAt925/8pFeCzSCU0XKbKQvDFS3XpU2tsWRx1113sceC5VlS5Pfeey+qWLtvcElACyOKtFHBoCLr1DGoJqaPPPIIPjADAD8GZtlz5QcYDF1hFFlmCVzNRtkqRkwFnhvak50hKXO182rN8RptoiGCZymYvMyVzitsYgNIEmzkwdFY/xEQilIuhFrkg9BakIIi8L6rSGUeouWSeyEx65HvvPMO68yB/ir9eJydL7/8Eg2MDlCeNuwR3AXw2h1ihXSM0mk8F0sPlmmBZMwoBkZVSMRMTJCdAaTpqWmthio7g/LkH18xSDe5mCOWqW0h3A1FIJkCeYaCKmNjCxRRKMZfbKGbJFOwyHUpQyVokCq3DR4TYGBTgTChHuZ2tYRwaE6LU5PrcLWE+njXuGOo3FQogrpYip0W7H0qjGRinEwNRVkRi6aIKGwbmLywHEs8hLTwuDOMBuRgNBkbPFLawJIow1dffRU1CC1cKYRACi3QacQSoIVTSt2yP9wOhwIwSIBxwpARKgg2tCU3ur2lRZH29MaQUqEIhEODQ2xw2n1k99Do0I6DO4gL2TIDioBaebiS0PBA44Fjzcd+rvq59UprhlElvGXOI5Uj4BakDQBwKzxBhXUNx7F+jReK44csvvzyy4SGEMKFQe41V5Qx0GoGlbReq2c+FhciRqVIoXXLCJHF5DuhaTnQPzA2MUZShuzMh99+eKr11C+1v0ils2uGbcH/+Pwf7IA6dPJQ9bHCJqAylTkIkSR/0ZQwcp7FJhsNEomeJM6jmfaK4TSWaaxut8owcIW/sJobXWR+OvwakRz3uDzahAgjtl1r6x7orm+uJyNa11QnndnVX3BWSZCyD6q6vvry9cuZRxV74xyEYV4ZFiICQuXEPY/RakOOGt/fFcInCLV0lVD9RpMDPaEtJkkcVEHo71A6JpbuOTYoCUKIiHSiGxWcydHCLKHZcFuiVxtK/JYHaflGIWBeFMFHTahLtV6I2WNZqRBKzRQcK614FxJMtwpbXvmWr/RXy3O5lyJ3Jq0UImp6dwkiuhQEQnBNGyBmw4CnIAoR+e603ZJNTQ4h0ycQJCPT09uzff92Vue37N3CYIgL+UiwyH6LlraWqiNVZy+eJcwokWsDby8JQstNuxAyAeSv9A35CUmviCLHtHIqCMnOsIpE/oXsDNtkwGzZhmV9/X2T45NVtVXg98/P/7l6++q/L/z7geMHkMUcw0HrKimEGHmAccmqTBt6TAu2+op+LX2aEIMSm0lpeyRemVJ/ScJYqSDUzgRSMGyZ2bZ/GzjtOLADzr4xeoPX1QoCerCSN9aQyFMtpxjk7wyhrQCL6NrvRAX8tLYANd30aYnYJLxdUmhBIbqdj7jHgQsCqHfizmggU0HIgwq2bXxCe2dAiMWKwibS/n4uFrIz0zN676mwd6Y8JZEUYiMJ9fSSkQoMJRGkrn31lMKbWrd97yECxwC0aYMxYBf10kwgB0BxMm22EhLYJjmEmEwLtAoJGopyNLO5UCrgp0fwLXxTplIEYdibTVwnZ0ay2LKjSrBpfHC97F+OBimhCKoZyNkCBeCR/bE8uKcfICQFw7pHhCCmgpDsDIvy+xv2k1rbV79vcGSQvwXwZmb2HtvLi2qN5xprT9Wu3bmWeqpJpWo8F1Rod0xY0Qsu8pjhPkUR/MUrg68zpyhTjTWsMSSDgVCnxObuUkYghORsIxJDqSAkOzM4OkhEv3Xf1o9Xfrx6x+pFPyzSQ2saaupO1y34egH4rdu17tiZY7nMNLCT+Deb3NsUihWUw7+3ClKJ2IZUvnEH9ox46dVwVLq/sJzJSmR0BJIKQrniZ9vP8pZh5aFKNueTThOJeF2NPTUIJZk2MqVsoikfKdJBGDgOhFLb18pR0IosP/GIhDlVOcmBvh/XY53SVBDafiKXLIwz9in5wpkDhDD+li1bCDzKV7DE5KAtesmXBG5vySEkD0dy3293WJpG1qOtUo7fMvg5CHGFsfYqOhMoYa6PeENr32UtuFSU2NXjEtFNDqH25Ef4gLfnqyIIWbYFNtb2YCJQgV56JxTH3b+rzE0r4+kQdWiLkVZN85qbuyuCnlnWZ4QlghR9OytrlmDTXlM+ZgZDp6akWklOkmF32xRByEYEwPvhhx84KwL/G0FULIgdYg6ss+N86pwJLA0mCrC18s4kn3jiCYaLroPKFC08efY6pP1ID/Ss3lRE0PJZGqaj/d0QHQ5mfYZJ6S3fDEVLbzpRIi0wCdszVK8UIk/PPPPMHXfcwR4I8BOEwEa8TEHB0oDAS3t5KRbLv/DCC6za82C+xWK5mypKERpCBZ7l7kKDsiUu0EeMh3gX2LS4hp3T6nQp40dXocA0BbghR3HUihgyUwQhnxE11m9ZeecL+I59FVQYh7wsuelahddHqVNu5NAnXiMNWxYuhQrcCzujBqSR8JgCV+lKfIRuBzbtwoIIuXRonaC66Fl6tfSiLep4kfjqRRBK8HWYCwK3Zs2asJezPdPjHAQ27RN15Ttt6w3/DbHQzJFC9vKU40FQBPAQF22BzL2QAEm+JSAaZlhBSkIyM+eRoqDQnHprSweqJfRI4QX4Ipd180DCuRDKqUGHJxxbEiSIF8npyGLxt3xOL4pN6qTEAoT4nkwNyhRBmGS2YSSGBJlvj70Rx9ikUOoUQjMNxAU9oTgsQ+FG9IdegBV+0JePsePJ3CD6xdXkuDJ3VBGJBZ1rlkNoDy3KuuWJxLQLoVBE7nVeWCkF5PRKvhwNPpaVF1nMyUWXSpGyqrVhw4Z8IMR2hq3vZGZY90ZyDnIUk/NptpZAiPnIZcyBnWC6cpmIKVLp/DkpBIbAgqnjus6B9TcgL4rh5NvyzZxFruiZK5gLLKmw/ANBiL+iML0IQmWw3KJoBoQwEvLs/W24SF7G3jYKA7JwrEBQKWzwmn37N6IQaIZBKNjwsMNye6n8+IQQ2lvQngnFOnQ5SiGKlMhHuaqoTYhQB+RwfiAQ94RxtFJxOgcvEAkdbILuJqB0D7HiI/DwVfQCUBiEYi8eDWm0eOkWHoeGwLbRLOHWUBglWpEyYGInnfDhmQgDYCLRifh8IUTzKQMaAyH46UwPIAy0Rgq36Y5Z6QQg8hFgqQNJ9NI9/gi+X+CysBx69HNEkOCB0BQmo4IT8UU9uyCNjfiWnmFVJTJiCxoFCPWKnb8wKabJaANx4i4djmoHezAj6wRqIKPsbUDQ5YuVovnlzuio0XgI9R49z7OKRxYNQvoCMHiTOZBAkaamAtuSliOSC0yMITdQjQYsuNPY/14H8KCl7aQDnGliCehIoU+Yg0pgvgaaQlCR1T3H0A409Fd4Cn3aNg7P6yXE5pAsDEJA4lsmwpDgG7iHoA1HXT+yoaPJpfp0soh7zBsUpmCPKDIKIrLLrC7ZQyEkg+wvxEn0CHvStQ4sVxvr0YXQ1aJ6tYCJoWChS7QUQmidI+Mv9ABCWGXoS+aBrpR/UBodMtFzIIRwPeBRaM/gRaboAsnoTXs4/IUR8jh687xhqVkzWaWOiRzshAGdlqTDenRsBP2riCawLzwBU8KaAhUi691HHeInaO3HXAxUhkGHcEyRFNKFv/AAsQyF51n6JhZCF06mwcNQsB6EgAeRZTKBy9/WA1YNRtFs9YMYMm/8Zc70DITa7uAWnoUEcJfLzhEajK9ibaGN1s9qQA6EoMVXOrDT4xmAMegyGNCi2Ck/kFRKBSBd6dRBD1b4aKdpgijrEPr1iCIIZbo8RUTRRatT0Q8PyE1ARGKPqcAwhJ3jFJ0qkwViJkzSf1ITA4BJdSCJvyjrm9CXUWgfGxdqIp6NHRJZbQnTaVeBVgPLopPhdKgpRRLGOBm8QAVdrnNFpzHqxBUddyRJRWNxGBe/BwJ42tybMTuDs6cHCMJoGIBfxxkwMc/k9UpGoKcD2+r8L2SU0TOrQDAkjn4TkNwRNY2SBMKw4EdOAENFzYYtUZlHqkBIKBqT2Zl+ElPDUkqVliIC6pfDuJB4OKakBBsmWkeCUGAT7SYtvHg+NSXvy2QX/Bg6Dw48FkgWi95cFOkEyHWwpXbI8ZTkwpQqnHcbZ4DQPDgo4J5rFpudYTr63TJ5iyoMRlteUKpyfISljKLOzeEWjnbhzVwIzgJRkRRC5dgI3fXXtRKrQ3M1AdelBDAucgWuBCE0fgSEenThR1ZmTx2hpZ3XzhNxVjP/DEoqOFNB6ILHaCFobI4CpnRzpAiiFoUEpw7UlO+NRtUpcbKIaiOM1ZgKlJEPMadIQZ6DuuY2md+KSprgKdhhSmDpmm5ZTb3UqdOscOSwZGEQ8i0WCAhlYzzvcCOduF6KpVLhkaEx1h0ej04VWeyk4+gEXmxeRn1iuvwQyk+RqrST/XRWoygsQygUNSmtVGgTTBGEjIavteZADESPOsmFgqKHskR4FPEap/zzQxD0zi2xmyFgC6QQHvS7S8CMS4kuDczs0B451lvgtwFCnkL4FGHXgQpSGHjwXELwBCGK0TaRmCOGwMl/8bCpWUpGpbjWvDnFhZhDb4JNHoogJPKnEXSnkX6fACrzMOqCEFv6+OOPs7IPp8RCSHv9MIUnB8ZHbe+PyMzBRjC7qZEMspX8Fu2a0TqqpwAV0uaCl3Z/EBPxbOXSlkGd4O5hUGlLO3FTKlcCIynkI3h5E2yoLPw6NCSjVw4QnwISy5mEjqK4IKS7Bx98UD8ekwTCWO0USDUEV34pj0j48m1ywMJaQmj3ZUoGYKd4plKb7ozgUR1TpIcKIUURgQrGZNSsoGykwBaE2Bdvgg2vgY1PYa8FeUjMZqcVK1YkVKQZ8OMWpNaOb0eB67Ct0hGK7YGnaAeU+FhMnGQzf+A04XisknY1WuaMCsYMJedaOHdgijpcR0bhr2U2qJO080IIKnSd8B0lLLPZXvR79F0KEhT5egoECryX9phrSbx+i4THpVo5ioUqrAHkk1mCXggKRgSbopSspccSVrhdCUj3gDB6RqToMGLxxyOFDJV+lFY0KcTkeRNsqWQFYZVoq1PgCXOp8Q7Q2rT358C4Aodie9zkDk4s8gd+5ikAJyjCleWGUOBpXtDXdIy282YoYdtHsYKo0IhISRBa1ChuMwdHipSkVUnZGfQMmh2FLp8YJJRYwlpgOCVzKuhnnCCZWH/B21TGVo0BTz9/4TLEbYBQ4CF28v3k35fDDeZBUIwphyWbzFjqJGM3p6jAQ+4MFVjcmyNNJYVAohwphQremkLAwpEds8fiiu7AiQjq114D+wd75oMgKgmAwvR7elyntzJJIeSgKFGpzCQ00nsUgUs30RejtbdkS15M7FYgN6hQt8q0CUJMKbT1Jti0whdbcE0RFGTc1Fq0RwoAQBi2Pxo+YkrR77/rRIZyQCiDp99t06Im/ESKQy8jpC3RWUAJOm3oHyQiXDPzZVxJ9dhCIERjrV+/vii0T8V0rlmKDSrQrriUcmfc0JCPgMcSTHSArMR/OSBE5uxXR6FFbIYsWlGhP0AoIvgBOUgfbQWlvWEsunKNpeug2g427aCPP8Ar1rWLhVAzDzySLZZq3IXco6Vhw3zdGZHS9t7lclwHEhYGobKdWvOL1qISOAvkLY50c+KMHCmU0bl9EKaytdYYFar1CtmAWH5K0gA21w4EfqFBb2/xFIhS4ntMDBKjEAih5Tm1/hcxSImgRfHm3chPdvdk8BW93VYItV8tcOFXS4l+jHXAjVav8oUQWn/00UdaOKWQZEfFWYofza8d/thIArjkb/z4pVBRIAIkw+ZBwoOl7KVHBC0odOVSokkpgjDCwEazdhJFiqeK24nWCtoacIv4hnSfGx1qmRD8tD8RjZEjhHSFFeQkXN6pU3QsjSQp5C9yoISwfBxOEtCyjtZeItQJnKH1P6OY8BP1BSH1MEVqGLtW0Eyjp2c9ogjCtNsUbJR+CAFAMYaW6XFhtH2PACNw/kCIQuNbLYwoOoRqtmiQO4SiC7+t4XeVeSjEYkhr165dvny5Usd6kw8+kzfPIAtnrc0Wglo7kfXdd99lPdbW4l38zE8BQtvO5MqGhfN+f1UBRiDwRRAqJZFhcRUIlSRD3Wkjhe1ApM6EKST0gFCE8Bc0Fd8SO+rIbzrxOBe5Q2g2xnM8IGMDQu1yuOeee+68805oAsXl9aBaEU2+JcFm7zxrH6wmBZwPPPCAVJ8HP4PQNWkuhNyixIILleEalk31KlK4T1s2Ui2xAqGdCgVmAsDjaoJixLlMEAgpDNvRWw5FalT2H2kMhGBGJMO2Bn7NhKezICPm0+5elArCpwCJeRUO0pvlYMqSJUueffZZaUvTnx6cwkRQZtKvLf24uh0WQSg24S99aaeNXYn2oLiL8C5i24+mx2xpFujOcD0Cv3JACI+ib1555RUIpLFh/ICEOiZAb6Fq/y5/V69e7f8p40B1wgIqe9TcFGugqvRsxYOAWh30Oyy6HiaCXltoD7PsQKxe1bN5sBsgB87NLgYmu6NvKQeE0OXTTz998cUXZW6RRTJqliTCQdWuOC4CCXRIEm+geHB/LP7z873IpT0y5vIYtQOtXYQVDHBnPPyi50XoVXnANICdWU+xBf1YPDI0yN0WQmiUHj+yIVuIJkSZl3hANBAiu8r7B7r3MmweCM0EerwQc0QjRDBUCl1xpK60kF+vKkCW+0TBIiZh1Qz4lUMKNS8EUad65FIEYbQ/KMDM54RuFvW7qJtoelSrX7K9tjDQ5kna0DwAaZseaYlC54q5dmie8kFIzxm29kaYcH2lHbC54KdOIhJsNhhtlnEd1MCstxRybICQCEI9THoVq6BFLAiKXMJQ4h3+lhXC2Bd9Y9EKbMCY8ZMxgZkLToDeg9GrMLEUF+tLpclVURDpsWJKc0er0BhbGCaOXDd/1fWAgRDjn0umOFAmSHTpzbxsUEXcBYqZj1jTdhgITVE/gSbQD4+cTIsWAlWoH9rAWSSVQs8gpNDhX9ltaVqCp+jAILO+QgTL90uS2XhCRFc+Om0Yrbcp5CcGSq2gTSLQjCELhDZnbfe3h8GSPDt28SgtkNgq+ffZaF2Ou4SfG7zHCp87DCDU+xL+KJ5+FOAnUaFZFKk7Djk4UiMAqdStXuTEPJBCDAzhk18kzYZ90g/S2RoTjyiHLk0Fs1SOBEUmLW2BVuDnX+KXt+EP8KP7zy6F2kOgPJympMADWSQW1mFmpRR6oB/e8SDitN6o6KMempZ2pbc3Xz+hr+F/ogX+yKInF6p1+bB0dtjgc4BQXTM3bZqLTejE0pGJIXZARZ+EWcg0Eqk1ASp8JMVsDW4nkCYlgZnM2HnJE9TCoXSYR1umMoH2uOwQ0oV/ZZlJml4Vrkkm5tHPyC6Wj4WnCP+Wr8he0izV736mHYzbXlOzmCrt1GTk3MS3kjgmAGlNYG4QBhpk06tuHiAJ+eTWMs+EO8qRSxrnciRW7PBE4rTOp4uQi58YQguHqme2rNmlkAczn4hXAqRX5fIk4VmapXpD0zxbYpsyhYxSJAzMnM+Ec/GIb+DCoegDhHpZImEU6Ge1IgjTuvt/tv8PocBvO9j+/O8PTYH/A9yQQazAKvjvAAAAAElFTkSuQmCC
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