<snapdata remixID="9523504"><project name="U1L3-Pinwheel" 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="-195.50399765618522" y="494.07070514633347" heading="190.45714285714712" 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="95.66666666666669"><block s="doRepeat"><l>8</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="494" y="22"><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="478" y="212.00000000000003"><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="613" y="430"><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="104" y="321"><custom-block s="pinwheel, branches: %s %s %s"><l>6</l><l>80</l><l>60</l></custom-block></script><script x="148.33333333333337" y="25.333333333333314"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="328.33333333333337" y="390"><block s="clear"></block></script><script x="258" y="434"><block s="down"></block></script><script x="31" y="413.5"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="347" y="515.6666666666666"><block s="doFor"><l>length</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="length"/><l>2</l></block><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="9.999999999999993" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; %&apos;backup:&apos; %&apos;size:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-37</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><scripts><script x="299.4794931875" y="104.000001"><block var="number of branches"/></script><script x="300.6689473125" y="203.000003"><block var="number of branches"/></script><script x="267.4794931875" y="83.000001"><block var="number of branches"/></script></scripts></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>