<snapdata remixID="11834378"><project name="Geometry Slider" 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="Geometry Slider"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="circle, radius: %&apos;r&apos; %&apos;rb&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block></list></block><block s="reportVariadicProduct"><list><block var="rb"/><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Lissajous a: %&apos;a&apos; b: %&apos;b&apos; kx: %&apos;kx&apos; ky: %&apos;ky&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="x size"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><block var="kx"/><block var="i"/></list></block></block></list></block><block s="reportVariadicProduct"><list><block var="y size"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block var="ky"/><block var="i"/></list></block></block></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="linear, slope: %&apos;m&apos; y-int: %&apos;b&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>-240</l><l>240</l><script><block s="down"></block><block s="gotoXY"><block var="i"/><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="m"/><block var="i"/></list></block><block var="b"/></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Butterfly curve t: %&apos;t&apos; x: %&apos;x&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>0</l><block var="t"/><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block><block s="reportDifference"><block s="reportDifference"><block s="reportMonadic"><l><option>e^</option></l><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block></block><block s="reportVariadicProduct"><list><block var="x"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><l>4</l><block var="i"/></list></block></block></list></block></block><block s="reportVariadicProduct"><list><block s="reportPower"><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block><l>5</l></block><block s="reportQuotient"><block var="i"/><l>12</l></block></list></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block><block s="reportDifference"><block s="reportDifference"><block s="reportMonadic"><l><option>e^</option></l><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block></block><block 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s="doShowVar"><l>t</l></block><block s="doHideVar"><l>b</l></block><block s="doHideVar"><l>kx</l></block><block s="doHideVar"><l>ky</l></block><block s="doHideVar"><l>m</l></block><block s="doHideVar"><l>radius</l></block><block s="doHideVar"><l>radius b</l></block><block s="doHideVar"><l>x size</l></block><block s="doHideVar"><l>y size</l></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="hide"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Spiral t: %s x: %s"><block var="t"/><block var="x"/></custom-block></script></block></script><comment w="138" collapsed="false">Spiral</comment></block></script><script x="30" y="1991.3333333333321"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="doShowVar"><l>x</l></block><block s="doHideVar"><l>t</l></block><block s="doHideVar"><l>b</l></block><block s="doHideVar"><l>kx</l></block><block s="doHideVar"><l>ky</l></block><block s="doHideVar"><l>m</l></block><block s="doHideVar"><l>radius</l></block><block s="doHideVar"><l>radius b</l></block><block s="doHideVar"><l>x size</l></block><block s="doHideVar"><l>y size</l></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="hide"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Flower x: %s"><block var="x"/></custom-block></script></block></script><comment w="138" collapsed="false">Flower</comment></block></script><script x="30" y="2396.499999999999"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="doHideVar"><l>x</l></block><block s="doShowVar"><l>x size</l></block><block s="doShowVar"><l>y size</l></block><block s="doShowVar"><l>kx</l></block><block s="doShowVar"><l>ky</l></block><block s="doHideVar"><l>b</l></block><block s="doHideVar"><l>m</l></block><block s="doHideVar"><l>radius</l></block><block 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" 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