<snapdata remixID="11792603"><project name="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="PinWheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="PinWheel %&apos;Branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%mult%n"></input></inputs><script><block s="doSetVar"><l>angle</l><l>15</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="angle"/><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="angle"/></block></block></script></block></script></block-definition><block-definition s="PinWheel %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="Pinwheel %&apos;Branch&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doSetVar"><l>angle</l><l>15</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="angle"/><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="angle"/></block></block></script></block></script></block-definition><block-definition s="Pinwheel branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Penwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>angle</l><l>90</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="angle"/><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="angle"/></block></block></script></block></script></block-definition><block-definition s="Penwheel (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>angle</l><l>24</l></block><block s="clear"></block><block s="gotoXY"><l>75</l><l>-75</l></block><block s="down"></block><block s="doRepeat"><block var="angle"/><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="angle"/></block></block></script></block></script></block-definition></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="102"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="103"></list></costumes><sounds><list struct="atomic" id="104"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="75" y="-74.99999999999994" heading="244.2857142857133" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="109"><costumes><list struct="atomic" id="110"></list></costumes><sounds><list struct="atomic" id="111"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="357.83333333333326"><custom-block s="Penwheel (2)"></custom-block></script><script x="18" y="33.66666666666666"><block s="doSetVar"><l>angle</l><l>24</l></block><block s="clear"></block><block s="gotoXY"><l>75</l><l>-75</l></block><block s="down"></block><block s="doRepeat"><block var="angle"/><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="angle"/></block></block></script></block></script></scripts></sprite><watcher var="angle" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="angle"><l>24</l></variable></variables></scene></scenes></project><media name="PinWheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>