<snapdata remixID="8474826"><project name="U1L3-Pinwheel" 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="2" 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 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="115.9807621135335" y="134.99999999999972" heading="60.00000000000068" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,6,224,1" 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><script x="10" y="53"><block s="clear"></block></script><comment x="142" y="83" 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="39.66666666666666" y="519"><block s="down"></block></script><script x="10.666666666666657" y="88"><block s="receiveGo"></block><block s="gotoXY"><l>-90</l><l>90</l></block><custom-block s="hexagons"></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>90</l></block><custom-block s="hexagons"></custom-block><block s="up"></block><block s="gotoXY"><l>90</l><l>90</l></block><custom-block s="hexagons"></custom-block><block s="up"></block><block s="gotoXY"><l>-90</l><l>-90</l></block><custom-block s="hexagons"></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><custom-block s="hexagons"></custom-block><block s="up"></block><block s="gotoXY"><l>90</l><l>-90</l></block><custom-block s="hexagons"></custom-block><block s="gotoXY"><l>900</l><l>0</l></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></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>