<snapdata remixID="11148928"><project name="Curve Stitching" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Curve Stitching"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_XY Grid"></ref></item><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="150" y="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,161.00000000000014,107.00000000000001,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,161,107,1</color></block><block s="clear"></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><l>10</l></block><l>0</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-1</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-1</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><l>10</l></block><l>0</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>150</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><l>10</l></block><l>150</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-1</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>150</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-1</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>-150</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="up"></block><block s="gotoXY"><l>150</l><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><l>10</l></block><l>-150</l></block></script></block><block s="gotoXY"><l>-150</l><l>-150</l></block><block s="gotoXY"><l>-150</l><l>150</l></block><block s="gotoXY"><l>150</l><l>150</l></block></script><script x="380" y="10"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">take it further part a is where we left off</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><l>10</l></block><l>0</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-1</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-1</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="i"/><l>10</l></block><l>0</l></block></script></block></script><script x="741" y="97.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="736" y="179"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportProduct"><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block><block s="reportProduct"><l>-1</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Curve Stitching" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_XY Grid"/><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/></media></snapdata>