<snapdata remixID="10797847"><project name="pop" 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="268.6643138952136" y="-76.26080955698814" heading="268" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,160.21034482758628,45.72413793103446,1" 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="15.614916286149139" y="10"><block s="setColor"><color>255,127,8,1</color></block></script><script x="151.87366818873664" y="11.406747843734067"><custom-block s="pinwheel, branches: %s"><l>8</l></custom-block></script><script x="157.18721461187215" y="52.33041603247074"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="19.287671232876704" y="52.841831557584925"><block s="clear"></block></script><script x="98.73972602739724" y="366.31316590563165"><block s="reportRandom"><l>1</l><l>10</l></block></script><script x="76.82191780821921" y="53.31595636732618"><block s="floodFill"></block></script><script x="19.109589041095887" y="87.96917808219177"><block s="down"></block></script><script x="10" y="119.67364282090298"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>50</l><script><block s="down"></block><block s="forward"><l>2</l></block><block s="changePenHSVA"><l><option>brightness</option></l><l>15</l></block><block s="forward"><l>200</l></block></script></block><block s="turn"><l>91</l></block></script><script x="190.0182648401826" y="120.08153221714818"><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>50</l><l>90</l><script><block s="down"></block><block s="forward"><l>6</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block><block s="forward"><l>150</l></block><block s="turn"><block var="i"/></block></script></block></script><script x="77" y="429.17364282090296"><block s="setSize"><l>3</l></block></script><script x="45" y="380.3403094875696"><block s="doForever"><script></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="pop" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>