<snapdata remixID="9552203"><project name="U1L3-squirul" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="-143.1998659453359" y="33.040859369427096" heading="20.000000000018304" 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="21.00000000000003" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="21.00000000000003" y="61.66666666666663"><block s="clear"></block></script><script x="21.00000000000003" y="92.33333333333329"><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="13.666666666666686" y="232.66666666666686"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s"><l>4</l></custom-block></script><script x="20.666666666666686" y="336.33333333333337"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>80</l><l>-20</l></custom-block></script><comment x="239" y="91.6666666666666" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="12.666666666666686" y="435.33333333333314"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>80</l><l>-60</l></custom-block></script><script x="345.66666666666663" y="417.9999999999999"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="polygon, sides: %s side length: %s"><l>4</l><l>50</l><comment w="90" collapsed="false">makes a enclosed shape.</comment></custom-block></script><script x="343.66666666666663" y="293.33333333333337"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="askerisk, branches: %s branch length: %s"><l></l><l>100</l><comment w="90" collapsed="false">makes a star tpye thing. </comment></custom-block></script><script x="17.666666666666686" y="530.1666666666665"><block s="clear"></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>.5</l></block></block><block s="turn"><l>20</l></block></script></block></script><script x="10" y="691.6666666666669"><block s="doFor"><l>2</l><l>1</l><l>30</l><script><block s="doSayFor"><block var="2"/><l>.5</l></block></script></block></script><script x="235" y="238.33333333333326"><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number 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="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="square, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="pinwheel, branches: %&apos;number of branches&apos; (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="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></block></script></block></script></block-definition><block-definition s="asterisk, branches: pinwheel branches:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="askerisk, 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"/><block var="length"/><block s="reportProduct"><l>-1</l><block var="length"/></block></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;amount of sides&apos; side length: %&apos;length of side&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="amount of sides"/><block var="length of side"/><block var="length of side"/><comment w="90" collapsed="false">so the size and bacop are the same imput because at means the sprite will not backup and move on to drawing the next point.</comment></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-squirul" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>