<snapdata remixID="9503827"><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="-4.547473508864641e-13" y="5.684341886080802e-14" heading="221.5714285714272" 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="10" y="10"><block s="down"></block><block s="setColor"><color>23,0,165,1</color></block></script><comment x="541.1451822916665" y="513.3333333333335" 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="35" y="686.3333333333334"><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>5</l></block></block></script></block></script><script x="19.66666666666663" y="536.3333333333334"><custom-block s="my pinwheel; polygon number of branches %s size %s backups %s"><l>7</l><l></l><l></l></custom-block><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>7</l></block></block></script></block></script><script x="274.66666666666663" y="617.3333333333334"><custom-block s="my pinwheel; polygon number of branches %s size %s backups %s"><l>9</l><l></l><l></l></custom-block><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>9</l></block></block></script></block></script><script x="406.6666666666665" y="425.33333333333314"><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>8</l></block></block></script></block></script><script x="86.66666666666663" y="393.33333333333314"><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>6</l></block></block></script></block></script><script x="186" y="12.666666666666657"><block s="down"></block><block s="clear"></block><custom-block s="my pinwheel; polygon number of branches %s size %s backups %s"><l>5</l><l>20</l><l>10</l><comment w="90" collapsed="false">This script determines the number of branches, size and backups of the Pinwheel.</comment></custom-block></script><script x="389.3333333333335" y="177.99999999999991"><block s="down"></block><block s="clear"></block><custom-block s="polygon %s %s"><l>5</l><l>50</l></custom-block></script><script x="177.33333333333337" y="175.00000000000003"><block s="down"></block><block s="clear"></block><custom-block s="asterik %s %s %s"><l>5</l><l>50</l><l>-50</l></custom-block></script><script x="17" y="82.83333333333326"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color><comment w="90" collapsed="false">spiral.</comment></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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><block s="up"></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="down"></block></script></block></script></block></script><script x="259.66666666666663" y="82.49999999999989"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="my pinwheel; polygon number of branches %s size %s backups %s"><l>8</l><l>50</l><l>5</l></custom-block></script><script x="307" y="283.33333333333337"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="nested square exit number %s"><l>20</l><comment w="90" collapsed="false">Nested Square.</comment></custom-block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-147" y="130" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="128.31600000000006,0,173.4,1" pen="tip" id="151"><costumes><list struct="atomic" id="152"></list></costumes><sounds><list struct="atomic" id="153"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="my pinwheel; polygon number of branches %&apos;branches #&apos; size %&apos;size #&apos; backups %&apos;backups #&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="branches #"/><script><block s="forward"><block var="size #"/></block><block s="forward"><block s="reportProduct"><l>0</l><block var="backups #"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches #"/></block></block></script></block></script></block-definition><block-definition s="polygon %&apos;branches&apos; %&apos;size&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>0</l><block var="size"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="asterik %&apos;branches&apos; %&apos;length&apos; %&apos;backup&apos;" type="command" category="control"><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="branches"/><script><block s="forward"><block var="length"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="nested square exit number %&apos;exit number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="exit number"/><script><custom-block s="simpler polygon number of sides %s side length %s"><l>4</l><block s="reportProduct"><l>10</l><block var="i"/></block></custom-block></script></block></script></block-definition><block-definition s="simpler polygon number of sides %&apos;sides&apos; side 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="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></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>