<snapdata remixID="11595755"><project name="U1L3-Pinwheel" 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="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;numBranches&apos;" type="command" category="pen"><comment w="162" collapsed="false">This block draws a pinwheel. The input tells the program how many sides the shape within the pinwheel has (e.g. input 3 outputs a triangle, input 8 outputs an octagon, etc.).</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numBranches"/></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="20"><pentrails>data:image/png;base64,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(In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="20" y="1801.999999999999"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="20" y="1916.999999999999"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="20" y="2031.999999999999"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="20" y="2146.999999999999"><custom-block s="pinwheel, branches: %n"><l></l></custom-block></script><script x="20" y="2185.999999999999"><block 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y="2579.4999999999995"><block var="branches"/></script><script x="20" y="2609.333333333333"><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many branches do the pinwheels have?</l></block><block s="doSetVar"><l>branches</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>-150</l><l>0</l></block></script><script x="305" y="13.333333333333485"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,246,0,1</color></block><block s="down"></block><block s="doSetVar"><l>branches</l><l>3</l></block><block s="doRepeat"><l>15</l><script><block s="down"></block><custom-block s="pinwheel, branches: %n"><block var="branches"/></custom-block><block s="up"></block><block s="forward"><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block><block s="doWait"><l>0.1</l></block><block s="doChangeVar"><l>branches</l><l>1</l></block><block s="clear"></block></script></block><block s="down"></block><custom-block s="pinwheel, branches: %n"><block var="branches"/></custom-block></script></scripts></sprite><watcher var="branches" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="difference" style="normal" x="10" y="31.00000199999998" color="243,118,29" hidden="true"/><watcher var="numWheels" style="normal" x="10" y="52.000003999999976" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="branches"><l>18</l></variable><variable name="difference"><l>3</l></variable><variable name="numWheels"><l>2</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="white" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC71JpwUfBH7ggAAAABJRU5ErkJggg==" mediaID="Stage_cst_white"/><costume name="black" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_black"/><costume name="explanation" center-x="240" center-y="180" 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" 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