<snapdata remixID="8476272"><project name="U1L3-Pinwheel 2 asterisk" 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" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCC" id="3"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="26.737010318691773" y="-80.4142502552694" heading="132.00000000001103" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="65.59999999999994,0,209,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="249" y="10" w="242.66666666666666" collapsed="false">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="45.999999" y="114.99999899999966"><block s="doRepeat"><l>3</l><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="polygon angle %s length %s"><block s="reportRandom"><l>5</l><l>15</l></block><block s="reportRandom"><l>10</l><l>25</l></block></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-75</l><l>150</l></block><block s="reportRandom"><l>-130</l><l>130</l></block></block><block s="setColor"><color>191,0,209,1</color></block><block s="down"></block><custom-block s="circle size %s"><block s="reportRandom"><l>12</l><l>20</l></block></custom-block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-25</l><l>125</l></block><block s="reportRandom"><l>-130</l><l>130</l></block></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><block s="reportRandom"><l>1</l><l>10</l></block></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-27</l><l>130</l></block><block s="reportRandom"><l>-90</l><l>90</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="down"></block><custom-block s="asterisk number of branches %s branch length %s backup %s"><block s="reportRandom"><l>5</l><l>10</l></block><block s="reportRandom"><l>10</l><l>20</l></block><block s="reportRandom"><l>5</l><l>20</l></block></custom-block><block s="up"></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;numer 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="numer of 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="numer of branches"/></block></block></script></block></script></block-definition><block-definition s="hexagons" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>0,6,224,1</color></block><custom-block s="pinwheel, branches: %s"><l>6</l><comment w="90" collapsed="false">Pinwheel shape will have this many sides and branches.</comment></custom-block><block s="up"></block><block s="forward"><l>-5</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block><block s="forward"><l>-5</l></block><block s="up"></block></script></block-definition><block-definition s="asterisk number of branches %&apos;number of branches&apos; branch length %&apos;length&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="length"/></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</l></block><block s="forward"><block var="backup"/></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</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 from pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="polygon angle %&apos;angle&apos; 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="down"></block><block s="setColor"><color>189,0,57,1</color></block><block s="doRepeat"><block var="angle"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="angle"/></block></block><block s="forward"><block var="length"/></block><block s="doWait"><l>.25</l></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><block s="doRepeat"><block var="size"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel 2 asterisk" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>