<snapdata remixID="15008236"><project name="U3Project-Curve Stitching AMOGENSEN 4B" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3Project-Curve Stitching AMOGENSEN 4B"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Grid" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>132,255,26,1</color></block><block s="down"></block><block s="setHeading"><l>0</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>300</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>300</l></block><block s="up"></block></script></block-definition><block-definition s="line %&apos;y start&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>132,255,26,1</color></block><block s="down"></block><block s="setHeading"><l>0</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>300</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>300</l></block><block s="up"></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block><l>0</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><block var="y start"/><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><l>0</l><block s="reportDifference"><block var="y start"/><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><l>0</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block var="y start"/></list></block><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><l>0</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block var="y start"/></list></block><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="236"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="237"><item><ref mediaID="U3Project-Curve Stitching AMOGENSEN 4B_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="238"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="150" y="0" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,135.99999999999986,23.000000000000004,1" pen="tip" id="243"><costumes><list struct="atomic" id="244"></list></costumes><sounds><list struct="atomic" id="245"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="29" y="21" w="327" collapsed="false">Program Comments:&#xD;Name: Aoi Mogensen&#xD;Creation date: 04-02-2026&#xD;Program Purpose: To create a shape that uses straight lines to make shapes that look curved.</comment><script x="373" y="30.33333333333337"><block s="clear"><comment w="232" collapsed="false">CLEAR screen&#xD;MOVE to (0, 0)&#xD;&#xD;SET pen color&#xD;PEN DOWN&#xD;&#xD;POINT in direction 0&#xD;MOVE 150 steps&#xD;&#xD;POINT in direction 180&#xD;MOVE 300 steps&#xD;&#xD;POINT in direction 0&#xD;MOVE 150 steps&#xD;&#xD;POINT in direction 90&#xD;MOVE 150 steps&#xD;&#xD;POINT in direction 270&#xD;MOVE 300 steps&#xD;&#xD;PEN UP&#xD;&#xD;SET pen color to initial color&#xD;&#xD;FOR i ← 1 TO (y_start / 10)&#xD;    MOVE to (x = i × 10, y = 0)&#xD;    PEN DOWN&#xD;    DRAW LINE to (x = 0, y = y_start − i × 10)&#xD;    CHANGE pen hue by 10&#xD;    PEN UP&#xD;END FOR&#xD;&#xD;&#xD;SET pen color to initial color&#xD;&#xD;FOR i ← 1 TO (y_start / 10)&#xD;    MOVE to (x = 0, y = y_start − i × 10)&#xD;    PEN DOWN&#xD;    DRAW LINE to (x = i × 10, y = 0)&#xD;    CHANGE pen hue by 10&#xD;    PEN UP&#xD;END FOR&#xD;&#xD;&#xD;SET pen color to initial color&#xD;&#xD;FOR i ← 1 TO (y_start / 10)&#xD;    MOVE to (x = 0, y = −y_start + i × 10)&#xD;    PEN DOWN&#xD;    DRAW LINE to (x = −i × 10, y = 0)&#xD;    CHANGE pen hue by 10&#xD;    PEN UP&#xD;END FOR&#xD;&#xD;&#xD;SET pen color to initial color&#xD;&#xD;FOR i ← 1 TO (y_start / 10)&#xD;    MOVE to (x = 0, y = y_start − i × 10)&#xD;    PEN DOWN&#xD;    DRAW LINE to (x = −i × 10, y = 0)&#xD;    CHANGE pen hue by 10&#xD;    PEN UP&#xD;END FOR</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>132,255,26,1</color></block><block s="down"></block><block s="setHeading"><l>0</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>300</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>300</l></block><block s="up"></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block><l>0</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><block var="y start"/><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><l>0</l><block s="reportDifference"><block var="y start"/><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><l>0</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block var="y start"/></list></block><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block><block s="setColor"><color>23,142,255,1</color></block><block s="doFor"><l>i</l><l>1</l><block s="reportQuotient"><block var="y start"/><l>10</l></block><script><block s="gotoXY"><l>0</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block var="y start"/></list></block><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></list></block><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block></script></block></script><script x="47.74082031250009" y="161.14999999999986"><block s="clear"></block><custom-block s="line %s"><l>150</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3Project-Curve Stitching AMOGENSEN 4B" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezViW7kOBIEUGP//593Z+dqu+06JJEiM+MBc3RXSWTGywLiPx8fH//1LwO/Ab8BvwG/Ab+Be38D/y/gP8z9Q4AAAQIECNwpkF3Ad0q7iwABAgQIfBJQwJ8w/JEAAQIECNwloIDvkt7vHhMRIECAwEIBBbwQ39UECBAgkCuggHN3n51cegIECCwWUMCLF+B6AgQIEMgUUMCZe5c6W0B6AgQ2EFDAGyzBCAQIECCQJ6CA83YuMYFsAekJbCKggDdZhDEIECBAIEtAAWftW1oCBLIFpN9IQAFvtAyjECBAgECOgALO2bWkBAgQyBbYLL0C3mwhxiFAgACBDAEFnLFnKQkQIEBgM4GbC3iz9MYhQIAAAQKLBBTwInjXEiBAgEC2gAK+cf+uIkCAAAEC/wgo4H8k/J8AAQIECNwooIBvxM6+SnoCBAgQ+CyggD9r+DMBAgQIELhJQAHfBO2abAHpCRAg8LuAAv5dxN8JECBAgMANAgr4BmRXEMgWkJ4AgZ8EFPBPKj4jQIAAAQKTBRTwZGDHEyCQLSA9gUcCCviRjM8JECBAgMBEAQU8EdfRBAgQyBaQ/pmAAn6m4zsCBAgQIDBJQAFPgnUsAQIECGQLvEqvgF8J+Z4AAQIECEwQUMATUB1JgAABAgReCfQu4FfpfU+AAAECBBYJKOBF8K4lQIAAgWwBBdx3/5IRIECAwMYCCnjj5RiNAAECBPoKKOC+u81OJj0BAgQ2F1DAmy/IeAQIECDQU0AB99yrVNkC0hMgUEBAARdYkhEJECBAoJ+AAu63U4kIZAtIT6CIgAIusihjEiBAgEAvAQXca5/SECCQLSB9IQEFXGhZRiVAgACBPgIKuM8uJSFAgEC2QLH0CrjYwoxLgAABAj0EFHCPPUpBgAABAsUEBhdwsfTGJUCAAAECiwQU8CJ41xIgQIBAtoACHrh/RxEgQIAAgXcFFPC7Up4jQIAAAQIDBRTwQMzso6QnQIAAgSMCCviIlmcJECBAgMAgAQU8CNIx2QLSEyBA4KiAAj4q5nkCBAgQIDBAQAEPQHQEgWwB6QkQOCOggM+oeYcAAQIECFwUUMAXAb1OgEC2gPQEzgoo4LNy3iNAgAABAhcEFPAFPK8SIEAgW0D6KwIK+IqedwkQIECAwEkBBXwSzmsECBAgkC1wNb0CvirofQIECBAgcEJAAZ9A8woBAgQIELgqULuAr6b3PgECBAgQWCSggBfBu5YAAQIEsgUUcN39m5wAAQIECgso4MLLMzoBAgQI1BVQwHV3lz259AQIECguoICLL9D4BAgQIFBTQAHX3JupswWkJ0CggYACbrBEEQgQIECgnoACrrczExPIFpCeQBMBBdxkkWIQIECAQC0BBVxrX6YlQCBbQPpGAgq40TJFIUCAAIE6Agq4zq5MSoAAgWyBZukVcLOFikOAAAECNQQUcI09mZIAAQIEmgkcLOBm6cUhQIAAAQKLBBTwInjXEiBAgEC2gAI+sH+PEiBAgACBUQIKeJSkcwgQIECAwAEBBXwAK/tR6QkQIEBgpIACHqnpLAIECBAg8KaAAn4TymPZAtITIEBgtIACHi3qPAIECBAg8IaAAn4DySMEsgWkJ0BghoACnqHqTAIECBAg8EJAAb8A8jUBAtkC0hOYJaCAZ8k6lwABAgQIPBFQwE9wfEWAAIFsAelnCijgmbrOJkCAAAECDwQU8AMYHxMgQIBAtsDs9Ap4trDzCRAgQIDADwIK+AcUHxEgQIAAgdkCexfw7PTOJ0CAAAECiwQU8CJ41xIgQIBAtoAC3nf/JiNAgACBxgIKuPFyRSNAgACBfQUU8L67yZ5MegIECDQXUMDNFyweAQIECOwpoID33IupsgWkJ0AgQEABByxZRAIECBDYT0AB77cTExHIFpCeQIiAAg5ZtJgECBAgsJeAAt5rH6YhQCBbQPogAQUctGxRCRAgQGAfAQW8zy5MQoAAgWyBsPQKOGzh4hIgQIDAHgIKeI89mIIAAQIEwgR+K+Cw9OISIECAAIFFAgp4EbxrCRAgQCBbQAF/2r8/EiBAgACBuwQU8F3S7iFAgAABAp8EFPAnjOw/Sk+AAAECdwoo4Du13UWAAAECBP4WUMB/Q/hftoD0BAgQuFtAAd8t7j4CBAgQIPCHgAL+A8E/BLIFpCdAYIWAAl6h7k4CBAgQiBdQwPE/AQAEsgWkJ7BKQAGvkncvAQIECEQLKODo9QtPgEC2gPQrBRTwSn13EyBAgECsgAKOXb3gBAgQyBZYnV4Br96A+wkQIEAgUkABR65daAIECBBYLbC2gFendz8BAgQIEFgkoIAXwbuWAAECBLIFFPC6/buZAAECBIIFFHDw8kUnQIAAgXUCCnidffbN0hMgQCBcQAGH/wDEJ0CAAIE1Agp4jbtbswWkJ0CAwIcC9iMgQIAAAQILBBTwAnRXEogWEJ4AgT8FFPCfDP5DgAABAgTuFVDA93q7jQCBbAHpCfwroID/pfAHAgQIECBwn4ACvs/aTQQIEMgWkP6LgAL+wuEvBAgQIEDgHgEFfI+zWwgQIEAgW+BbegX8jcQHBAgQIEBgvoACnm/sBgIECBAg8E0gqoC/pfcBAQIECBBYJKCAF8G7lgABAgSyBRRwzP4FJUCAAIGdBBTwTtswCwECBAjECCjgmFVnB5WeAAECuwko4N02Yh4CBAgQiBBQwBFrFjJbQHoCBHYUUMA7bsVMBAgQINBeQAG3X7GABLIFpCewq4AC3nUz5iJAgACB1gIKuPV6hSNAIFtA+p0FFPDO2zEbAQIECLQVUMBtVysYAQIEsgV2T6+Ad9+Q+QgQIECgpYACbrlWoQgQIEBgd4G5Bbx7evMRIECAAIFFAgp4EbxrCRAgQCBbQAHP27+TCRAgQIDAQwEF/JDGFwQIECBAYJ6AAp5nm32y9AQIECDwVEABP+XxJQECBAgQmCOggOe4OjVbQHoCBAi8FFDAL4k8QIAAAQIExgso4PGmTiSQLSA9AQJvCSjgt5g8RIAAAQIExgoo4LGeTiNAIFtAegJvCyjgt6k8SIAAAQIExgko4HGWTiJAgEC2gPSHBBTwIS4PEyBAgACBMQIKeIyjUwgQIEAgW+BwegV8mMwLBAgQIEDguoACvm7oBAIECBAgcFigVQEfTu8FAgQIECCwSEABL4J3LQECBAhkCyjgNvsXhAABAgQqCSjgStsyKwECBAi0EVDAbVaZHUR6AgQIVBNQwNU2Zl4CBAgQaCGggFusUYhsAekJEKgooIArbs3MBAgQIFBeQAGXX6EABLIFpCdQVUABV92cuQkQIECgtIACLr0+wxMgkC0gfWUBBVx5e2YnQIAAgbICCrjs6gxOgACBbIHq6RVw9Q2anwABAgRKCijgkmszNAECBAhUF7hWwNXTm58AAQIECCwSUMCL4F1LgAABAtkCCvj8/r1JgAABAgROCyjg03ReJECAAAEC5wUU8Hm77DelJ0CAAIFLAgr4Ep+XCRAgQIDAOQEFfM7NW9kC0hMgQOCygAK+TOgAAgQIECBwXEABHzfzBoFsAekJEBgioICHMDqEAAECBAgcE1DAx7w8TYBAtoD0BIYJKOBhlA4iQIAAAQLvCyjg9608SYAAgWwB6YcKKOChnA4jQIAAAQLvCSjg95w8RYAAAQLZAsPTK+DhpA4kQIAAAQKvBRTwayNPECBAgACB4QKlCnh4egcSIECAAIFFAgp4EbxrCRAgQCBbQAGX2b9BCRAgQKCTgALutE1ZCBAgQKCMgAIus6rsQaUnQIBANwEF3G2j8hAgQIBACQEFXGJNhswWkJ4AgY4CCrjjVmUiQIAAge0FFPD2KzIggWwB6Ql0FVDAXTcrFwECBAhsLaCAt16P4QgQyBaQvrOAAu68XdkIECBAYFsBBbztagxGgACBbIHu6RVw9w3LR4AAAQJbCijgLddiKAIECBDoLvC8gLunl48AAQIECCwSUMCL4F1LgAABAtkCCvjx/n1DgAABAgSmCSjgabQOJkCAAAECjwUU8GOb7G+kJ0CAAIGpAgp4Kq/DCRAgQIDAzwIK+GcXn2YLSE+AAIHpAgp4OrELCBAgQIDAdwEF/N3EJwSyBaQnQOAWAQV8C7NLCBAgQIDAVwEF/NXD3wgQyBaQnsBtAgr4NmoXESBAgACBXwIK+JeFPxEgQCBbQPpbBRTwrdwuI0CAAAECfwko4L8c/JcAAQIEsgVuT6+Abyd3IQECBAgQ+PhQwH4FBAgQIEBggcBWBbwgvysJECBAgMASAQW8hN2lBAgQIJAuoIC3+QUYhAABAgSSBBRw0rZlJUCAAIFtBBTwNqvIHkR6AgQIpAko4LSNy0uAAAECWwgo4C3WYIhsAekJEEgUUMCJW5eZAAECBJYLKODlKzAAgWwB6QmkCijg1M3LTYAAAQJLBRTwUn6XEyCQLSB9soACTt6+7AQIECCwTEABL6N3MQECBLIF0tMr4PRfgPwECBAgsERAAS9hdykBAgQIZAt8fCjg9F+A/AQIECCwREABL2F3KQECBAikCyQXcPru5SdAgACBhQIKeCG+qwkQIEAgV0ABp+5ebgIECBBYKqCAl/K7nAABAgRSBRRw6uazc0tPgACB5QIKePkKDECAAAECiQIKOHHrMmcLSE+AwBYCCniLNRiCAAECBNIEFHDaxuUlkC0gPYFtBBTwNqswCAECBAgkCSjgpG3LSoBAtoD0Wwko4K3WYRgCBAgQSBFQwCmblpMAAQLZAtulV8DbrcRABAgQIJAgoIATtiwjAQIECGwncGsBb5feQAQIECBAYJGAAl4E71oCBAgQyBZQwLft30UECBAgQOCXgAL+ZeFPBAgQIEDgNgEFfBt19kXSEyBAgMBXAQX81cPfCBAgQIDALQIK+BZml2QLSE+AAIHvAgr4u4lPCBAgQIDAdAEFPJ3YBQSyBaQnQOBnAQX8s4tPCRAgQIDAVAEFPJXX4QQIZAtIT+CxgAJ+bOMbAgQIECAwTUABT6N1MAECBLIFpH8uoICf+/iWAAECBAhMEVDAU1gdSoAAAQLZAq/TK+DXRp4gQIAAAQLDBRTwcFIHEiBAgACB1wKdC/h1ek8QIECAAIFFAgp4EbxrCRAgQCBbQAF33b9cBAgQILC1gALeej2GI0CAAIGuAgq462azc0lPgACB7QUU8PYrMiABAgQIdBRQwB23KlO2gPQECJQQUMAl1mRIAgQIEOgmoIC7bVQeAtkC0hMoI6CAy6zKoAQIECDQSUABd9qmLAQIZAtIX0pAAZdal2EJECBAoIuAAu6ySTkIECCQLVAuvQIutzIDEyBAgEAHAQXcYYsyECBAgEA5gaEFXC69gQkQIECAwCIBBbwI3rUECBAgkC2ggIft30EECBAgQOB9AQX8vpUnCRAgQIDAMAEFPIwy+yDpCRAgQOCYgAI+5uVpAgQIECAwREABD2F0SLaA9AQIEDguoICPm3mDQsK36gAAAlVJREFUAAECBAhcFlDAlwkdQCBbQHoCBM4JKOBzbt4iQIAAAQKXBBTwJT4vEyCQLSA9gfMCCvi8nTcJECBAgMBpAQV8ms6LBAgQyBaQ/pqAAr7m520CBAgQIHBKQAGfYvMSAQIECGQLXE+vgK8bOoEAAQIECBwWUMCHybxAgAABAgSuC1Qu4OvpnUCAAAECBBYJKOBF8K4lQIAAgWwBBVx1/+YmQIAAgdICCrj0+gxPgAABAlUFFHDVzWXPLT0BAgTKCyjg8isUgAABAgQqCijgilszc7aA9AQItBBQwC3WKAQBAgQIVBNQwNU2Zl4C2QLSE2gjoIDbrFIQAgQIEKgkoIArbcusBAhkC0jfSkABt1qnMAQIECBQRUABV9mUOQkQIJAt0C69Am63UoEIECBAoIKAAq6wJTMSIECAQDuBQwXcLr1ABAgQIEBgkYACXgTvWgIECBDIFlDAb+/fgwQIECBAYJyAAh5n6SQCBAgQIPC2gAJ+myr7QekJECBAYKyAAh7r6TQCBAgQIPCWgAJ+i8lD2QLSEyBAYLyAAh5v6kQCBAgQIPBSQAG/JPIAgWwB6QkQmCOggOe4OpUAAQIECDwVUMBPeXxJgEC2gPQE5gko4Hm2TiZAgAABAg8FFPBDGl8QIEAgW0D6uQIKeK6v0wkQIECAwI8CCvhHFh8SIECAQLbA/PQKeL6xGwgQIECAwDcBBfyNxAcECBAgQGC+wM4FPD+9GwgQIECAwCIBBbwI3rUECBAgkC2ggHfdv7kIECBAoLWAAm69XuEIECBAYFeB/wEAAP//Ce6X+AAAAAZJREFUAwBF9+EA7UZkmQAAAABJRU5ErkJggg==" mediaID="U3Project-Curve Stitching AMOGENSEN 4B_Stage_cst_Untitled"/></media></snapdata>