<snapdata remixID="10766589"><project name="wensday pj" app="Snap! 6, https://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" hyperops="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="6.821210263296962e-13" y="1.7053025658242404e-13" heading="6" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,103.00000000000004,1" 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="180" y="122" w="90" collapsed="false">This is the custom block to make a pinwheel of ANY size</comment><script x="19" y="171.6888888888889"><block s="doRepeat"><l>20</l><script><block s="down"></block><block s="forward"><l>2</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block><block s="forward"><l>100</l></block><block s="turn"><l>91</l></block></script></block></script><script x="18.888888888888886" y="117.66666666666666"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="84.88888888888891" y="32.92962962962969"><block s="setColor"><color>255,127,8,1</color></block></script><script x="28.77777777777777" y="53.05555555555554"><block s="clear"></block></script><script x="50.77777777777777" y="84.88888888888889"><custom-block s="pinwheel, branches: %s"><l>8</l></custom-block></script><script x="270" y="384.31481481481455"><block s="turnLeft"><l>91</l></block></script><script x="335" y="95.64814814814784"><block s="receiveGo"></block></script><script x="89.7744140625" y="379.66666666666606"><block var="i"/></script><script x="210" y="200.16666666666598"><block s="doRepeat"><l>6</l><script><block s="doFor"><l>i</l><l>1</l><l>200</l><script><block s="down"></block><block s="forward"><l>2</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block><block s="forward"><l>4</l></block><block s="turn"><block var="i"/></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="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="branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="wensday pj" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>