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volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="71"></list></costumes><sounds><list struct="atomic" id="72"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="-2.842170943040401e-14" heading="291.59999999999593" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="77"><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="231.33333333333337" y="53.33333333333327" 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="527" y="11.666666666666643"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>-50</l></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>100</l><l>100</l><comment w="90" collapsed="false">Created one program to create a polygon and then follow up plus steps, and then another pinwheel.</comment></custom-block><block s="forward"><l>150</l></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>100</l><l>100</l></custom-block></script><script x="537" y="288.66666666666674"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="531" y="351.33333333333314"><block s="receiveKey"><l><option>space</option></l><list></list></block><custom-block s="nest squares: Amount: %s"><l>4</l><comment w="90" collapsed="false">Same value acts as a repeat block increase the bacxip/size each time..</comment></custom-block></script><script x="523.5" y="523.6333333333334"><custom-block s="polygon, branches: %s size %s"><l>5</l><l>5</l><comment w="90" collapsed="false">Specified in polygon works in a way that allows for no astericks </comment></custom-block></script><script x="520" y="575.5"><block s="setColor"><color>145,26,68,1</color></block></script><script x="531" y="621.6666666666667"><block s="clear"></block></script><script x="286" y="299.1666666666666"><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">Repeats the command 1-100 times, using the variable I, and creating a squarew using 90 degrees, multiplies by 2 to get a square</comment></block></script><script x="109" y="543.3333333333335"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>100</l><l>100</l><comment w="90" collapsed="false">Using a combination of variables with backup to detrimine the shape.</comment></custom-block></script><script x="523" y="457.5000000000002"><block s="down"></block><custom-block s="asterisk, branches: %s branch_length: %s"><l>10</l><l>100</l><comment w="90" collapsed="false">Creates asterick by using the similar code by adding or remving the back up, and dubling the length variable</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>