<snapdata remixID="10818068"><project name="deedeen project " 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="12.49105860653981" y="-146.60501020589754" heading="323" 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="150.01978691019787" y="13.5649162861491"><custom-block s="pinwheel, branches: %s"><l>8</l></custom-block></script><script x="155.33333333333337" y="54.48858447488578"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="74.96803652968049" y="55.474124809741255"><block s="floodFill"></block></script><script x="314.88584474885846" y="19.471334348046682"><block s="reportRandom"><l>1</l><l>10</l></block></script><script x="316.42465753424676" y="47.224759005580864"><block s="setSize"><l>5</l></block></script><script x="506.34703196347033" y="22.779173008625094"><block s="doForever"><script></script></block></script><script x="15.433789954337954" y="10"><block s="setColor"><color>18,7,0,1</color></block></script><script x="17.433789954337925" y="96.83333333333329"><block s="down"></block></script><script x="10" y="54"><block s="clear"></block></script><script x="125.14611872146128" y="91.49150177574833"><block s="changeSize"><l>1</l></block></script><script x="10.146118721461221" y="168.8318112633181"><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>hue</option></l><l>15</l></block><block s="forward"><l>150</l></block><block s="turn"><l>91</l></block></script></block></script><script x="228.16438356164383" y="170.23970065956323"><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="433.57990867579935" y="166.82483510908176"><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></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="deedeen project " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>