<snapdata remixID="10813953"><project name="PROJECT_STARTER123" 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="23.6521732991705" y="48.91396661853847" heading="185" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,65.99999999999999,96.00000000000006,1" 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="150.01978691019792" y="13.564916286149124"><custom-block s="pinwheel, branches: %s"><l>8</l></custom-block></script><script x="155.33333333333337" y="54.48858447488557"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="74.96803652968038" y="55.474124809740964"><block s="floodFill"></block></script><script x="314.8858447488585" y="19.47133434804671"><block s="reportRandom"><l>1</l><l>10</l></block></script><script x="316.42465753424676" y="47.22475900558074"><block s="setSize"><l>5</l></block></script><script x="506.3470319634703" y="22.779173008625108"><block s="doForever"><script></script></block></script><script x="15.433789954337954" y="10.000000000000004"><block s="setColor"><color>18,7,0,1</color></block></script><script x="10" y="53.99999999999979"><block s="clear"></block></script><script x="125.14611872146133" y="91.491501775748"><block s="changeSize"><l>1</l></block></script><script x="442.5799086757993" y="275.8248351090812"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>22,13,0,1</color></block><block s="floodFill"></block><block s="setColor"><color>66,255,225,1</color></block><block s="doRepeat"><l>50</l><script><block s="doFor"><l>i</l><l>1</l><l>50</l><script><block s="down"></block><block s="forward"><block s="reportRandom"><l>1</l><block var="i"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block><block s="turn"><l>90</l></block></script></block></script></block></script><script x="427.16438356164383" y="152.2397006595629"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doFor"><l>i</l><l>70</l><l>75</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"><block s="reportProduct"><block var="i"/><l>2</l></block></block><block s="turn"><block s="reportProduct"><block var="i"/><l>2</l></block></block></script></block></script><script x="104.14611872146122" y="114.83181126331775"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>30</l><script><block s="down"></block><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block><block s="forward"><l>15</l></block><block s="turnLeft"><l>45</l></block></script></block><block s="up"></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doFor"><l>i</l><l>1</l><l>40</l><script><block s="forward"><l>10</l></block><block s="turnLeft"><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="PROJECT_STARTER123" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>