<snapdata remixID="10461767"><project name="U1L3-Pinwheel" 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="-5.60270039422403" y="-103.14384165928664" heading="311.99999999999864" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="13.333333333333343" y="60.33333333333334"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><comment x="231.33333333333337" y="59.666666666666714" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="28" y="200.66666666666666"><block s="clear"></block></script><script x="44.33333333333337" y="21.833333333333456"><block s="setColor"><color>145,26,68,1</color></block></script><script x="287" y="90.33333333333329"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="476" y="13.333333333333286"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="543" y="128.3333333333333"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="241" y="17.499999999999687"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="72" y="403.33333333333326"><custom-block s="pinwheel, branches %s backup %s size %s"><l>10</l><l>-40</l><l>5</l></custom-block></script><script x="302" y="271.33333333333326"><block s="down"></block><custom-block s="polygon branches %s size %s"><l>4</l><l>50</l></custom-block></script><script x="36" y="357.6666666666663"><custom-block s="asterisk branches %s branch length %s"><l>8</l><l>10</l></custom-block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>30</l></block><block s="turn"><l>120</l></block></script></block></script><script x="373" y="342.3333333333337"><block s="down"></block><custom-block s="Nest squares number of squares %s"><l>10</l></custom-block></script><script x="19.33333333333337" y="274.33333333333337"><block s="doRepeat"><l>10</l><script></script></block></script><script x="358" y="445.1333333333333"><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; backup %&apos;backup&apos; size %&apos;size&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="forward"><block var="backup"/></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; branch length %&apos;length&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="pinwheel, branches %s backup %s size %s"><l>10</l><l>-100</l><l>1</l></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="pinwheel, branches %s backup %s size %s"><block var="branches"/><l>0</l><block var="size"/></custom-block></script></block-definition><block-definition s="Nest squares number of squares %&apos;number of squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="number of squares"/><script><custom-block s="polygon branches %s size %s"><l>4</l><block s="reportProduct"><l>15</l><block var="length"/></block></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>