<snapdata remixID="11589400"><project name="conSquare" 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="conSquare"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="conSquare %&apos;numSides&apos; %&apos;sideLength&apos; %&apos;newSpot&apos; (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>sideLength</l><l>15</l></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2.5</l><block var="sideLength"/></list></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="xPosition"></block><block var="sideLength"/></block><l>2.5</l></list></block></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="yPosition"></block><block var="sideLength"/></block><l>2.5</l></list></block></block><block s="down"></block></script></block></script></block-definition><block-definition s="conSquare %&apos;numSides&apos; %&apos;sideLength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>sideLength</l><l>15</l></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="sideLength"/><l>2.6</l></list></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="up"></block><block s="doSetVar"><l>sideLength</l><block s="reportVariadicProduct"><list><block var="sideLength"/><l>1.75</l></list></block></block><block s="doSetVar"><l>xPos</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="xPosition"></block><l>10</l></block><l>1.61</l></list></block></block><block s="doSetVar"><l>yPos</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="yPosition"></block><l>10</l></block><l>1.61</l></list></block></block><block s="gotoXY"><block var="xPos"/><block var="yPos"/></block><block s="setHeading"><l>90</l></block></script></block></script></block-definition><block-definition s="conSquare %&apos;numSquare&apos; %&apos;sideLen&apos;" type="command" 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