<snapdata remixID="9278374"><project name="Unit2Lab3_Pinwheels" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" 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><sprite name="Sprite" idx="1" x="1.3924050632892973" y="-0.12658227848210635" heading="17.142857142857338" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="150.33333333333337" y="83" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="26" y="24"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="55" y="474"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="258" y="399"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="30" y="171"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>11</l><comment w="90" collapsed="false">Make a pinwheel shape by inputting the number of sides you want on your shape.</comment></custom-block></script><script x="302" y="188"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="25" y="271"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></scripts></sprite></sprites></stage><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="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</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></script></block></script></block-definition></blocks><variables></variables></project><media name="Unit2Lab3_Pinwheels" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>