<snapdata remixID="8701393"><project name="Nolan Generalization" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" 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><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="size" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="sizeOfSingleSide" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><sprite name="Sprite" idx="1" x="-58.81674429060217" y="-38.0230543627477" heading="337" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="665" y="76.20000000000005"><block s="receiveGo"></block><block s="doDeclareVariables"><list><l>size</l></list></block><block s="doSetVar"><l>size</l><l>400</l></block><block s="clear"></block><custom-block s="draw a horizontally centered shape with perimeter %s and %s sides"><block var="size"/><l>4</l></custom-block><custom-block s="draw a horizontally centered shape with perimeter %s and %s sides"><block var="size"/><l>360</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw a horizontally centered shape with perimeter %&apos;size&apos; and %&apos;sides&apos; sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>sizeOfSingleSide</l></list></block><block s="doSetVar"><l>sizeOfSingleSide</l><block s="reportQuotient"><block var="size"/><block var="sides"/></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="sizeOfSingleSide"/><l>2</l></block></block><block s="doRepeat"><block s="reportDifference"><block var="sides"/><l>1</l></block><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="forward"><block var="sizeOfSingleSide"/></block></script></block><block s="turn"><block s="reportQuotient"><l>400</l><block var="sides"/></block></block><block s="forward"><block s="reportQuotient"><block var="sizeOfSingleSide"/><l>2</l></block></block><block s="up"></block></script><scripts><script x="401" y="152"><block s="up"></block></script><script x="299" y="206"><block s="down"></block></script></scripts></block-definition><block-definition s="draw a horizontaly centered shape with perimeter %&apos;size&apos; and %&apos;sides&apos; sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="sizeOfSingleSide"/><l>2</l></block></block><block s="doRepeat"><block s="reportDifference"><block var="sides"/><l>1</l></block><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="forward"><block var="sizeOfSingleSide"/></block></script></block><block s="turn"><block s="reportQuotient"><l>400</l><block var="sides"/></block></block><block s="forward"><block s="reportQuotient"><block var="sizeOfSingleSide"/><l>2</l></block></block><block s="up"></block></script></block-definition></blocks><variables><variable name="sides"><l>0</l></variable><variable name="size"><l>400</l></variable><variable name="sizeOfSingleSide"><l>NaN</l></variable></variables></project><media name="Nolan Generalization" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>