<snapdata remixID="8491441"><project name="art project" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="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="37.646776033773676" y="74.2847796769122" heading="113" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="250,9,0,1" 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="12.3333333333334" y="22"><block s="clear"></block></script><comment x="144.33333333333331" y="52" w="242.66666666666663" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="497.99999999999994" y="10"><block s="doRepeat"><l>3</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>3</l></block></block></script></block></script><script x="10.666666666666742" y="64.46666666666653"><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="10" y="255"><block s="doRepeat"><l>12</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>12</l></block></block></script></block></script><script x="283.99999999999994" y="12"><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script><script x="199.66666666666669" y="454.6666666666665"><custom-block s="asterisk branches %s size %s"><l>15</l><l>15</l></custom-block></script><script x="277.99999999999994" y="178.9999999999999"><block s="receiveGo"></block><block s="gotoXY"><l>-75</l><l>-75</l></block><block s="setColor"><color>51,240,255,1</color></block><custom-block s="spiral closeness %s size %s"><l>100</l><l>2000</l></custom-block><block s="up"></block><block s="down"></block><block s="gotoXY"><l>45</l><l>-20</l></block><block s="setColor"><color>243,255,15,1</color></block><custom-block s="spiral closeness %s size %s"><l>100</l><l>1000</l></custom-block><block s="gotoXY"><l>50</l><l>50</l></block><block s="setColor"><color>250,9,0,1</color></block><custom-block s="spiral closeness %s size %s"><l>100</l><l>625</l></custom-block></script><script x="548.6666666666667" y="171.66666666666657"><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="484.6666666666667" y="465.6666666666665"><custom-block s="pinwheels,branches %s size %s backup %s"><l>15</l><l>15</l><l>15</l></custom-block></script><script x="506.99999999999994" y="366.9999999999999"><block s="down"></block></script><script x="152.66666666666669" y="416.9999999999999"><block s="getPenDown"></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheels,branches %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&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"><block var="size"/></block><block s="doWait"><l>0</l></block><block s="forward"><block var="backup"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk branches %&apos;branshes&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="spiral closeness %&apos;closeness&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="size"/><script><block s="forward"><block s="reportQuotient"><block var="i"/><l>15</l></block></block><block s="turn"><block var="closeness"/></block></script></block></script></block-definition><block-definition s="spiral face size %&apos;size&apos; closeness %&apos;closeness&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="size"/><script><block s="forward"><block s="reportQuotient"><block var="i"/><l>15</l></block></block><block s="turn"><block var="closeness"/></block></script></block></script></block-definition></blocks><variables></variables></project><media name="art project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>