<snapdata remixID="12114054"><project name="Lab #13 Kecila" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab #13 Kecila"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel with rectangles, branches %&apos;Number of branches&apos; Size %&apos;Size&apos; backup: %&apos;Backup&apos; width: %&apos;width&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><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><custom-block s="rectangle, width: %s length: %s"><block var="width"/><block var="length"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="Backup"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="rectangle, width: %&apos;width&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="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block><block s="down"></block></script></block-definition><block-definition s="Initialize pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Number of branches</l><l>6</l></block><block s="doSetVar"><l>Size</l><l>100</l></block><block s="doSetVar"><l>Backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>Length</l><l>150</l></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>75</l></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="doWarp"><script><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="Pinwheel with rectangles, branches %s Size %s backup: %s width: %s length: %s"><block var="Number of branches"/><block var="Size"/><block var="Backup"/><block var="width"/><block var="Length"/></custom-block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.1368683772161603e-13" y="75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="25.999999999999986,115.59999999999994,145,1" pen="tip" id="92"><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="33.33333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>Number of branches</l><l>6</l></block><block s="doSetVar"><l>Size</l><l>100</l></block><block s="doSetVar"><l>Backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>Length</l><l>150</l></block><block s="hide"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>75</l></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="doWarp"><script><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="Pinwheel with rectangles, branches %s Size %s backup: %s width: %s length: %s"><block var="Number of branches"/><block var="Size"/><block var="Backup"/><block var="width"/><block var="Length"/></custom-block></script></block></script></block></script></scripts></sprite><watcher var="Backup" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Number of branches" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="Sides" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="width" style="normal" x="-7" y="212.00000999999997" color="243,118,29"/><watcher var="Size" style="normal" x="11" y="143.00000599999998" color="243,118,29"/></sprites></stage><variables><variable name="Backup"><l>10</l></variable><variable name="Length"><l>150</l></variable><variable name="Number of branches"><l>6</l></variable><variable name="Size"><l>100</l></variable><variable name="Sides"><l>0</l></variable><variable name="width"><l>75</l></variable></variables></scene></scenes></project><media name="Lab #13 Kecila" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>