<snapdata remixID="9486752"><project name="U1L3-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" 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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="47.013536719059175" y="-38.33775022628919" heading="3.296918293926865e-12" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="126.33333333333343" y="10"><block s="setColor"><color>145,26,68,1</color></block></script><script x="14" y="398.6666666666664"><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l><comment w="90" collapsed="false">This block creates a hexagon as it is being repeated 6 times.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="10" y="550.5"><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l><comment w="90" collapsed="false">This block creates a hexagon as it is being repeated 6 times.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="284.00000000000006" y="309.9999999999999"><block s="clear"></block></script><script x="18" y="240.3000000000001"><block s="down"></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="357.7685546875002" y="369.33333333333326"><block s="doRepeat"><l>1</l><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>3</l><l>80</l><l>20</l><comment w="90" collapsed="false">This script allowed me to change the size and enlarge the original shape.</comment></custom-block><block s="up"></block><block s="doWait"><l>0.5</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.5</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>4</l><l>80</l><l>20</l></custom-block><block s="doWait"><l>0.5</l></block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>80</l><l>20</l><comment w="90" collapsed="false">This script allowed me to draw more of the figures but in one time.</comment></custom-block></script></block></script><script x="511.0000000000001" y="182.4999999999998"><block s="down"></block><custom-block s="asterisk, branches: %s branch length: %s"><l>10</l><l>-20</l></custom-block></script><script x="18" y="73.66666666666674"><block s="down"></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><comment w="90" collapsed="false">This block creates a squre becuase of how i repeat it 4 time</comment></block></script></block></script><script x="148.0000000000004" y="46.66666666666674"><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block></script></block></script><script x="638" y="52.499999999999915"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script><script x="297" y="75.16666666666654"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l></l><l></l><l></l></custom-block></script><script x="512" y="254.16666666666654"><custom-block s="polygon sides %s backup %s size %s"><l>5</l><l>7</l><l>20</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; 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="forward"><block var="backup:"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches:"/></block><comment w="90" collapsed="false">This makes a 12 sided hexagon once again because of the amount of times it repeats with the motion blocks</comment></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"/><l>100</l><l>-100</l></custom-block></script></block-definition><block-definition s="polygon sides %&apos;sides&apos; backup %&apos;backup&apos; size %&apos;size&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="sides"/><script><block s="forward"><block var="sides"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>