<snapdata remixID="9170311"><project name="U1L3-Pinwheel" app="Snap! 5.4, 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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-37.5879054728474" y="117.12226784981384" heading="125.99999999999409" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="46" y="376"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="298" y="373"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="308" y="541"><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="62" y="706"><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="53" y="540"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="38" y="10"><block s="clear"></block><custom-block s="Circle art %s %s %s %s %s"><l>100</l><l>10</l><l>10</l><l>30</l><l>20</l><comment w="184" collapsed="false">Usage: Radius, branches, # of pinwheels, back up, size&#xD;&#xD;Creates a circle of pinwheel art, changing hue for each pinwheel.</comment></custom-block></script><script x="37" y="104"><block s="clear"></block><custom-block s="pinwheel %s %s %s"><l>5</l><l>20</l><l>0</l><comment w="196" collapsed="false">Usage: # of branches, backing up, size &#xD;&#xD;Creates a pinwheel</comment></custom-block></script><script x="39" y="172"><block s="clear"></block><custom-block s="asterisk %s %s"><l>150</l><l>50</l><comment w="208" collapsed="false">Usage: # of branches, length&#xD;&#xD;Creates an asterisk</comment></custom-block></script><script x="37" y="262"><block s="clear"></block><custom-block s="polygon %s %s"><l>100</l><l>20</l><comment w="185" collapsed="false">Usage: # of sides, length&#xD;&#xD;Creates a polygon</comment></custom-block></script><script x="436" y="155"><block s="clear"></block><custom-block s="polygonPRIMITIVE %s %s"><l>5</l><l>30</l><comment w="294" collapsed="false">Usage: # of sides, length&#xD;&#xD;A more primitive version of polygon - uses only what&apos;s needed and doesn&apos;t take advantage of the pinwheel block</comment></custom-block></script><script x="40" y="312"><block s="clear"></block><custom-block s="nest squares %s"><l>5</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel %&apos;branches&apos; %&apos;backing up&apos; %&apos;size&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Creates a pinwheel with a set number of branches</comment><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="reportDifference"><l>0</l><block var="backing up"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block><comment w="90" collapsed="false">This will divide 360 degrees by the number of needed branches, allowing the sprite to complete a full circle and return where it began</comment></block></script></block></script></block-definition><block-definition s="Circle art %&apos;radius&apos; %&apos;branches&apos; %&apos;number of pinwheels&apos; %&apos;backing up&apos; %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of pinwheels"/><script><block s="up"></block><block s="forward"><block var="radius"/></block><block s="down"></block><custom-block s="pinwheel %s %s %s"><block var="branches"/><block var="backing up"/><block var="size"/></custom-block><block s="forward"><block s="reportDifference"><l>0</l><block var="branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of pinwheels"/></block></block></script></block></script></block-definition><block-definition s="asterisk %&apos;num of branches&apos; %&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 %s %s %s"><block var="num of branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon %&apos;# of sides&apos; %&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 %s %s %s"><block var="# of sides"/><l>0</l><block var="length"/></custom-block></script></block-definition><block-definition s="polygonPRIMITIVE %&apos;# of sides&apos; %&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="# of sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of sides"/></block><comment w="90" collapsed="false">This will divide 360 degrees by the number of needed branches, allowing the sprite to complete a full circle and return where it began</comment></block></script></block></script></block-definition><block-definition s="nest squares %&apos;number of squares&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="number of squares"/><script><custom-block s="polygon %s %s"><l>4</l><block s="reportProduct"><l>50</l><block var="i"/></block></custom-block></script></block></script><scripts><script x="150.000002" y="106.000002"><block var="i"/></script></scripts></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>