<snapdata remixID="9090846"><project name="U3-CurveStitching" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="150" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="240,0,18,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="17"><block s="receiveGo"></block><custom-block s="curve stitch"></custom-block></script><script x="226" y="23"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="curve stitch" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>quadrant 1</l><l>15</l><l>0</l><script><block s="gotoXY"><l>0</l><block s="reportProduct"><block var="quadrant 1"/><l>10</l></block></block><block s="setColor"><color>180,255,15,1</color></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="quadrant 1"/><l>10</l></block></block><l>0</l></block><block s="up"></block></script></block><block s="doFor"><l>quadrant 2</l><l>15</l><l>0</l><script><block s="gotoXY"><l>0</l><block s="reportProduct"><block var="quadrant 2"/><l>10</l></block></block><block s="down"></block><block s="setColor"><color>255,121,40,1</color></block><block s="gotoXY"><block s="reportDifference"><block s="reportProduct"><block var="quadrant 2"/><l>10</l></block><l>150</l></block><l>0</l></block><block s="up"></block></script></block><block s="doFor"><l>quadrant 3</l><l>15</l><l>0</l><script><block s="gotoXY"><l>0</l><block s="reportProduct"><block var="quadrant 3"/><l>-10</l></block></block><block s="down"></block><block s="setColor"><color>71,61,255,1</color></block><block s="gotoXY"><block s="reportDifference"><block s="reportProduct"><block var="quadrant 3"/><l>10</l></block><l>150</l></block><l>0</l></block><block s="up"></block></script></block><block s="doFor"><l>quadrant 4</l><l>15</l><l>0</l><script><block s="gotoXY"><l>0</l><block s="reportProduct"><block var="quadrant 4"/><l>-10</l></block></block><block s="down"></block><block s="setColor"><color>240,0,18,1</color></block><block s="gotoXY"><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="quadrant 4"/><l>10</l></block></block><l>0</l></block><block s="up"></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U3-CurveStitching" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>