<snapdata remixID="10855126"><project name="3.1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="28.00000000000003"><block s="receiveGo"></block><custom-block s="All shapes"></custom-block></script><script x="148" y="22.8333333333334"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">Triangle</comment></block><custom-block s="Triangle"></custom-block></script><script x="151" y="92.50000000000026"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">Square</comment></block><custom-block s="square"></custom-block></script><script x="156" y="167.166666666667"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">Pentagon</comment></block><custom-block s="Pentagon"></custom-block></script><script x="165" y="249.83333333333294"><block s="receiveKey"><l><option>4</option></l><comment w="90" collapsed="false">Octagon</comment></block><custom-block s="Octagon"></custom-block></script><script x="176" y="337.9999999999999"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite><watcher var="sides" style="normal" x="10.750000000000455" y="10.750000000000007" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l><comment w="207" collapsed="false">Turning 90 each time means we&apos;ve turned 360 by the end of the script (360 / 4 = 90)</comment></block></script></block></script></block-definition><block-definition s="Pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l><comment w="207" collapsed="false">Turning 72 each time means we&apos;ve turned 360 by the end of the script (360 / 5 = 72)</comment></block></script></block></script></block-definition><block-definition s="Octagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l><comment w="207" collapsed="false">Turning 45 each time means we&apos;ve turned 360 by the end of the script (360 / 8 = 45)</comment></block></script></block></script></block-definition><block-definition s="Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l><comment w="207" collapsed="false">Turning 120 each time means we&apos;ve turned 360 by the end of the script (360 / 3 = 120)</comment></block></script></block></script></block-definition><block-definition s="shape" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="All shapes" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>how many sides</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportLessThan"><block var="sides"/><l>3</l></block><script><block s="doSayFor"><l>Error</l><l>2</l></block></script><script><block s="doRepeat"><block var="sides"/><script><block s="down"></block><block s="forward"><l>75</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block></script></block-definition></blocks><variables><variable name="sides"><l>8</l></variable></variables></project><media name="3.1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>