<snapdata remixID="11199523"><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><block-definition s="draw quarter curve, x sign: %&apos;x sign #&apos; y sign: %&apos;y sign #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block s="reportProduct"><block var="y sign #"/><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block s="reportProduct"><l>10</l><block var="x sign #"/></block><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script></block></script></block-definition><block-definition s="draw curve" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><custom-block s="draw quarter curve, x sign: %s y sign: %s"><l>1</l><l>1</l></custom-block><custom-block s="draw quarter curve, x sign: %s y sign: %s"><l>-1</l><l>1</l></custom-block><custom-block s="draw quarter curve, x sign: %s y sign: %s"><l>-1</l><l>-1</l></custom-block><custom-block s="draw quarter curve, x sign: %s y sign: %s"><l>1</l><l>-1</l></custom-block></script></block-definition><block-definition s="draw quarter curve frame, x sign: %&apos;x sign #&apos; y sign: %&apos;y sign #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><block s="reportProduct"><l>150</l><block var="x sign #"/></block><block s="reportProduct"><block var="y sign #"/><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>10</l><block s="reportProduct"><block var="x sign #"/><block var="i"/></block></block><block s="reportProduct"><block var="y sign #"/><l>150</l></block></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script></block></script></block-definition><block-definition s="draw curved frame" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><custom-block s="draw quarter curve frame, x sign: %s y sign: 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