<snapdata remixID="8499595"><project name="U1L3-Pinwheel Remix" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="130" y="119.99999999999999" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="181,255,173,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-70</l><l>110</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>255,248,240,1</color></block><block s="setSize"><l>12</l></block><custom-block s="polygon, branches: %s length %s"><l>30</l><l>20</l><comment w="171" collapsed="false">Braches : # of sides&#xD;Branch length : Size - Backup</comment></custom-block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>30</l><l>30</l><l>10</l></custom-block><block s="up"></block><block s="gotoXY"><l>-65</l><l>20</l></block><block s="down"></block><block s="setColor"><color>255,196,179,1</color></block><block s="setSize"><l>4</l></block><custom-block s="asterisk, branches: %s branch_length: %s"><l>5</l><l>10</l><comment w="257" collapsed="false">I used an asterick block because the leftover length is much longer than the actual branch length. </comment></custom-block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>50</l><l>40</l></custom-block><block s="up"></block><block s="gotoXY"><l>123</l><l>-52</l></block><block s="down"></block><block s="setColor"><color>250,255,148,1</color></block><block s="setSize"><l>8</l></block><custom-block s="asterisk, branches: %s branch_length: %s"><l>10</l><l>20</l></custom-block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>60</l><l>40</l></custom-block><block s="up"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><block s="setColor"><color>252,189,255,1</color></block><block s="setSize"><l>6</l></block><custom-block s="polygon, branches: %s length %s"><l>8</l><l>70</l><comment w="219" collapsed="false">I used a polygon block because this shape is obviously closer to an octagon than a asterick.</comment></custom-block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>8</l><l>80</l><l>10</l></custom-block><block s="up"></block><block s="gotoXY"><l>130</l><l>120</l></block><block s="down"></block><block s="setColor"><color>181,255,173,1</color></block><block s="setSize"><l>3</l></block><custom-block s="polygon, branches: %s length %s"><l>12</l><l>10</l></custom-block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>30</l><l>20</l><l>10</l></custom-block></script><comment x="231" y="16" w="319" collapsed="false">I used 5 pinwheels to make this project. I used really bright, white-ish colors (middle of original color and white) to make the pinwheels be emphasized in the black background.</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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"/></block><block s="turn"><l>180</l></block><block s="forward"><block var="backup"/></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, 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></block-definition><block-definition s="polygon, branches: %&apos;branches&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></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel Remix" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>