<snapdata remixID="12613200"><project name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L03 Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel,branches:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><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>.1</l></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block></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;branches&apos; branchlength: %&apos;branchlength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheels, branches: %s size: %s backup: %s"><block var="branches"/><block var="branchlength"/><block var="branchlength"/></custom-block></script></block-definition><block-definition s="polygon branches: %&apos;branches&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><custom-block s="pinwheels, branches: %s size: %s backup: %s"><block var="branches"/><block var="size"/><l>0</l></custom-block></script></block-definition><block-definition s="nested squares numberofsquares: %&apos;numberofsquares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doFor"><l>length</l><l>1</l><block var="numberofsquares"/><script><custom-block s="polygon branches: %s size: %s"><l>4</l><block s="reportVariadicProduct"><list><block var="length"/><l>10</l></list></block></custom-block></script></block></script><scripts><script x="312.1181640625" y="142.33333333333331"><block var="numberofsquares"/></script><script x="331.4228515625" y="213.49999999999994"><block var="numberofsquares"/></script></scripts></block-definition><block-definition s="polygon spiral numberofpolygons: %&apos;numberofpolygons&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doFor"><l>length</l><l>1</l><block var="numberofpolygons"/><script><custom-block s="polygon branches: %s size: %s"><block s="reportVariadicSum"><list><l>3</l><l>1</l></list></block><block s="reportVariadicProduct"><list><block var="length"/><l>10</l></list></block></custom-block></script></block></script></block-definition></blocks><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" id="79"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="80"></list></costumes><sounds><list struct="atomic" id="81"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50" y="-50.00000000000006" heading="0.9999999999993179" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="86"><costumes><list struct="atomic" id="87"></list></costumes><sounds><list struct="atomic" id="88"></list></sounds><blocks></blocks><variables></variables><scripts><script x="64.66666666666666" y="259.6666666666667"><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="508.66666666666663" y="258.6666666666667"><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="487.66666666666663" y="71.66666666666667"><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="285.0693359375" y="56.500000000000014"><block var="number of branches"/></script><comment x="178" y="100.66666666666667" w="242.66666666666666" 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="74" y="448.6666666666667"><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>.5</l></block></script></block></script><script x="575" y="415.50000000000006"><block s="gotoXY"><l>-50</l><l>-50</l></block></script><script x="289" y="157.83333333333337"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>50</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>30</l></block></script></block></script><script x="72" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="209" y="42.66666666666667"><block s="clear"></block></script><script x="15" y="220.50000000000006"><custom-block s="pinwheels, branches: %s size: %s backup: %s"><l>5</l><l>100</l><l>100</l></custom-block></script><script x="30" y="69.83333333333319"><custom-block s="nested squares numberofsquares: %s"><l></l></custom-block></script><script x="383.8623046875" y="226.4666666666667"><block var="length"/></script><script x="23.5" y="127.96666666666668"><custom-block s="nested squares numberofsquares: %s"><l>6</l></custom-block></script><script x="29" y="178.50000000000006"><custom-block s="asterisk branches: %s branchlength: %s"><l>6</l><l>100</l></custom-block></script><script x="359.66666666666663" y="377.6666666666667"><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="203" y="292.8333333333332"><custom-block s="polygon spiral numberofpolygons: %s"><l>12</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>