<snapdata remixID="10573105"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup %&apos;backup&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="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="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"/><block var="length"/><block var="length"/></custom-block></script></block-definition><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="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"><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="small 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>20</l></block><block s="forward"><l>-15</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="circle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block var="size"/><l>0</l></custom-block></script></block-definition><block-definition s="circle, radius: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l>2</l><l>3.14159</l></list></block><block var="size"/></list></block><l>120</l></block><l>0</l></custom-block></script></block-definition></blocks><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" 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</pentrails><costumes><list struct="atomic" id="107"></list></costumes><sounds><list struct="atomic" id="108"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0.31578947368439003" y="9.052631578949331" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="113"><costumes><list struct="atomic" id="114"></list></costumes><sounds><list struct="atomic" id="115"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12.333333333333343" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="12.333333333333343" y="61.666666666666686"><block s="clear"></block></script><script x="12.333333333333343" y="92.33333333333337"><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><comment x="230.33333333333337" y="91.66666666666669" 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="10" y="220.66666666666669"><block s="up"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s backup %s"><l>6</l><l></l></custom-block><block s="up"></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s backup %s"><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>