<snapdata remixID="8467628"><project name="U1L3-Pinwheel" 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="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="9.094947017729282e-13" y="0" heading="334.99999999999795" 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><script x="13.333333333333343" y="13.333333333333258"><block s="down"></block></script><script x="35.99999999999997" y="319.8000000000003"><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="129.9999999999999" y="131.00000000000023"><custom-block s="Pinwheel, branches: %s"><l></l></custom-block></script><script x="162.9999999999999" y="10"><block s="doSetVar"><l>number of branches</l><l>10</l></block></script><script x="173.47363381249988" y="87.00000100000017"><block var="number of branches"/></script><script x="393" y="11.999999999999943"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doAsk"><l>How many loops?</l></block><block s="doAsk"><l>How many branches</l></block><block s="setSize"><l>1</l></block><block s="clear"></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="changePenHSVA"><l><option>hue</option></l><l>60</l></block><custom-block s="Pinwheel, branches: %s"><block s="getLastAnswer"></block></custom-block><block s="changeXPosition"><l>-30</l></block><block s="changeYPosition"><l>-30</l></block><block s="changeSize"><l>10</l></block></script></block></script><script x="579.4736348125" y="247.00000200000022"><block s="getLastAnswer"></block></script><script x="26" y="209.80000000000018"><custom-block s="Polygon, Number of sides: %s Side %s"><l>10</l><l>100</l></custom-block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></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>.07</l></block><block s="forward"><l>-20</l></block><block s="doWait"><l>.7</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="polygon, sides side length" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Polygon, Number of sides: %&apos;# of sides&apos; Side %&apos;lenghts:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="# of sides"/><script><block s="forward"><block var="lenghts:"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="# of sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="number of branches"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>