<snapdata remixID="10813884"><project name="sqouval" 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="-11.105204251790838" y="-138.2074528626975" heading="347" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="65.99999999999999,255,111.6,1" 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="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><script x="49.81280573317997" y="125.49846775745871"><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>100</l></block><block s="turn"><l>80</l></block><block s="turnLeft"><l>10</l></block><block s="forward"><l>5</l></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="sqouval" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>