<snapdata remixID="8668616"><project name="U1L3-Dual Pinwheel " app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="95.00000000000023" y="1.4210854715202004e-13" heading="131.72932330824688" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,235,111,1" 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><comment x="228" y="74" 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="68" y="202.66666666666669"><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="68.66666666666663" y="326"><block s="doRepeat"><l>5</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="80" y="85.66666666666669"><block s="doRepeat"><l>8</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="10" y="23"><block s="setColor"><color>0,235,111,1</color></block><block s="clear"></block></script><script x="280.66666666666663" y="183"><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></block></script></block><block s="doRepeat"><l>6</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="80.66666666666663" y="443"><custom-block s="pinwheel, branches : %s"><l>45</l></custom-block></script><script x="509" y="385"><block s="setSize"><l>1</l></block></script><script x="178.66666666666663" y="529"><custom-block s="dual pinwheel, branches 1: %s branches 2: %s"><l>6</l><l>7</l></custom-block></script></scripts></sprite><watcher scope="Stage" s="getLastMessage" style="normal" x="10.000000000000455" y="9.999999999999986" color="230,168,34" hidden="true"/></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><comment w="205.9999999999999" collapsed="false">decides how much the core onf the pinwheel should be </comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/><comment w="90" collapsed="false">decides how big tha angle will be based on the parameter &quot;number of branches&quot;</comment></block></block></script></block></script></block-definition><block-definition s="dual pinwheel, branches 1: %&apos;# of branches 1&apos; branches 2: %&apos;# of branches 2&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="up"><comment w="90" collapsed="false">makes a pen to not write a line in the beginning when it is moving. - malik u</comment></block><block s="doIfElse"><block s="reportEquals"><block var="# of branches 1"/><block var="# of branches 2"/></block><script><block s="doSayFor"><l>the branches needs to be diffrent numbers</l><l>4</l></block></script><script><block s="gotoXY"><l>-95</l><l>0</l></block><block s="doRepeat"><block var="# of branches 1"/><script><block s="down"></block><block s="forward"><l>100</l></block><block s="forward"><l>-80</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches 1"/></block></block></script><comment w="90" collapsed="false">draws the first set of pinwheels - malik U </comment></block><block s="up"></block><block s="gotoXY"><l>95</l><l>0</l><comment w="90" collapsed="false">moces the spirte away from the original spot - malik u </comment></block><block s="doRepeat"><block var="# of branches 2"/><script><block s="down"></block><block s="forward"><l>100</l></block><block s="forward"><l>-80</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches 2"/></block></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Dual Pinwheel " app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>