<snapdata remixID="11922353"><project name="wheelie project" 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="wheelie project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="setColor"><color>255,121,69,1</color></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-30</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>20</l></block></script></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>20</l></block><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="4" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="45"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item><item><ref mediaID="Stage_cst_Untitled(3)"></ref></item><item><ref mediaID="Stage_cst_Untitled(4)"></ref></item></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-45" y="90" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,121,68.99999999999999,1" pen="tip" id="51"><costumes><list struct="atomic" id="52"></list></costumes><sounds><list struct="atomic" id="53"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="35.5000000000002"><block s="receiveGo"></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>done</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Done</l></block></block><script><block s="doAsk"><l>How many branches do you want?</l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-45</l><l>90</l></block><custom-block s="pinwheel, branches: %n"><block s="getLastAnswer"></block></custom-block></script></block><block s="doSayFor"><l>Enter Done To Stop</l><l>2</l></block></script><script x="105" y="305.33333333333326"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="wheelie project" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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kAQIECBAQYD9AgAABAgQCAQEO0E0SIECAAAEB9gMECBAgQCAQEOAA3SQBAgQIELjosg4Nex8TCwAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="240" center-y="180" 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JECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAwAXDPT3fX86m8gAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled(3)"/><costume name="Untitled(4)" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled(4)"/></media></snapdata>