<snapdata remixID="10592452"><project name="U1L3-P3-5-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="128.1818148774728" y="93.55263157895311" heading="119.99999999999909" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,25.999999999999993,72.96000000000001,1" 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="18" y="65"><block s="clear"></block></script><script x="10" y="122.83333333333334"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s"><l>3</l></custom-block><block s="doRepeat"><l>3</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><script x="302.66666666666674" y="195.83333333333334"><block s="down"></block><block s="setColor"><color>0,40,229,1</color></block><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block><block s="doRepeat"><l>6</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><comment x="236" y="95" w="242.66666666666666" collapsed="false">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="304.66666666666674" y="386.83333333333337"><block s="down"></block><block s="setColor"><color>250,84,0,1</color></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block><block s="doRepeat"><l>12</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="792" y="134.33333333333334"><block s="setColor"><color>255,34,26,1</color></block><block s="doRepeat"><l>12</l><script><block s="down"></block><custom-block s="small pinwheel, branches: %s"><l>12</l></custom-block><block s="up"></block><block s="forward"><l>40</l></block><block s="turn"><l>30</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>8</l></block></script></block></script><script x="12.666666666666742" y="337.83333333333326"><block s="down"></block><block s="setColor"><color>46,229,0,1</color></block><custom-block s="pinwheel, branches: %s"><l>4</l></custom-block><block s="doRepeat"><l>4</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>4</l></block></block></script></block><block s="setColor"><color>255,239,0,1</color></block><custom-block s="pinwheel, branches: %s"><l>5</l></custom-block><block s="doRepeat"><l>5</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="595" y="505.33333333333326"><block s="down"></block><custom-block s="polygon, branches: %s branch length: %s"><l>3</l><l>50</l></custom-block></script><script x="599" y="594.3333333333333"><block s="down"></block><custom-block s="simpler polygon, number of sides: %s side length: %s"><l>4</l><l>50</l></custom-block></script><script x="618" y="770.3333333333333"><block s="down"></block><custom-block s="circle, radius: %s"><l>100</l></custom-block></script><script x="601" y="684.3333333333333"><block s="down"></block><custom-block s="circle, size: %s"><l>5</l></custom-block></script><script x="581" y="395.33333333333326"><block s="down"></block><custom-block s="asterisk, branches: %s branch length: %s"><l>10</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="small pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>20</l></block><block s="forward"><l>-15</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="pinwheel, 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"/><comment w="90" collapsed="true">4.5.</comment></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block><comment w="90" collapsed="true">4.4.</comment></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 size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, 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 size: %s backup: %s"><block var="branches"/><block var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="simpler polygon, number of sides: %&apos;sides&apos; side 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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="circle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block var="size"/><l>0</l></custom-block></script></block-definition><block-definition s="circle, radius: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block s="reportProduct"><block s="reportProduct"><l>2</l><l>3.14159</l></block><block var="size"/></block><l>120</l></block><l>0</l></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-P3-5-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>