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OOOO/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭I.../◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱ.../◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴ.../⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴ✤ᗱᗴᔓᔕ⠀◯⠀⠀⠀⠀ⵙ⠀⠀.../XHG.⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴ✤ᗱᗴᔓᔕ⠀◯⠀ᙁᗩ...

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<item name="Name" type_name="gh_string" type_code="10">XHG.⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴ✤ᗱᗴᔓᔕ⠀◯⠀ᙁᗩᑎᔓᔕꖴᗯ⠀◯⠀ᙁᗩИNⓄꖴ✤ꖴᗝᗩ◯⠀ᗱᗴᑐᑕᗩꗳᴥᗱᗴ✤ИNꖴ⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀ꖴИN✤ᗱᗴᴥꗳᗩᑐᑕᗱᗴ⠀◯⠀ᗩᗝꖴ✤ꖴⓄИNᗩᙁ⠀◯⠀ᗯꖴᔓᔕᑎᗩᙁ⠀◯⠀ᔓᔕᗱᗴ✤ꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀.GHX</item>
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<item name="ScriptSource" type_name="gh_string" type_code="10"> Grasshopper.GUI.Canvas.GH_Skin.canvas_back = O____KCAB_SAVNAC____O____CANVAS_BACK____O;
Grasshopper.GUI.Canvas.GH_Skin.canvas_edge = O____EGDE_SAVNAC____O____CANVAS_EDGE____O;
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</item>
<item name="UsingSource" type_name="gh_string" type_code="10">using System.IO;
using System.Linq;
using System.Data;
using System.Drawing;
using System.Reflection;
using System.Windows.Forms;
using System.Xml;
using System.Xml.Linq;
using System.Runtime.InteropServices;
using Rhino.DocObjects;
using Rhino.Collections;
using GH_IO;
using GH_IO.Serialization;</item>
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<item name="NickName" type_name="gh_string" type_code="10">◯ᴥⓄᙁⓄᑐᑕ◯ᗱᗴᕤᕦᗝᗱᗴ◯✤ᙁᑎᗩΘᗱᗴᗝ◯ᔓᔕ✤ИNᗱᗴᙏᗱᗴᙁᗱᗴ◯⊙ᑎᔓᔕ◯⦿◯ᔓᔕᑎ⊙◯ᗱᗴᙁᗱᗴᙏᗱᗴИN✤ᔓᔕ◯ᗝᗱᗴΘᗩᑎᙁ✤◯ᗱᗴᗝᕤᕦᗱᗴ◯ᑐᑕⓄᙁⓄᴥ◯</item>
<item name="Optional" type_name="gh_bool" type_code="1">false</item>
<item name="SourceCount" type_name="gh_int32" type_code="3">0</item>
<item name="SwatchColor" type_name="gh_drawing_color" type_code="36">
<ARGB>255;217;217;217</ARGB>
</item>
</items>
<chunks count="1">
<chunk name="Attributes">
<items count="2">
<item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
<X>2</X>
<Y>302</Y>
<W>863</W>
<H>20</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>2.357349</X>
<Y>302.9003</Y>
</item>
</items>
</chunk>
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<chunk name="Thumbnail">
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<item name="Thumbnail" type_name="gh_drawing_bitmap" type_code="37">
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</bitmap>
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