<snapdata remixID="14971304"><project name="U1L3-Pinwheel" app="Snap! 11.0.8, 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; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setSize"><block s="reportRandom"><l>1</l><l>40</l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportRandom"><l>60</l><l>0</l></block></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><scripts><script x="10" y="10"><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l></l><l></l><l></l></custom-block></script></scripts></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" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><block var="branches"/><block s="reportVariadicProduct"><list><l>-1</l><block var="length"/></list></block><block var="length"/></custom-block></script></block-definition><block-definition s="polygon side lengths: %&apos;length&apos; # of sides %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setSize"><block s="reportRandom"><l>1</l><l>40</l></block></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportRandom"><l>60</l><l>0</l></block></block><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><block-definition s="spiral size %&apos;size&apos; turn %&apos;turn&apos; move %&apos;move&apos; trans %&apos;trans&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setSize"><l>1</l></block><block s="doFor"><l>length</l><l>1</l><block var="size"/><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="move"/><block var="length"/></list></block></block><block s="turn"><block var="turn"/></block></script></block></script><scripts><script x="19.1142578125" y="336.66666666666674"><block s="reportRandom"><l>60</l><l>0</l></block></script></scripts></block-definition><block-definition s="nest squares amount: %&apos;amount&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="setSize"><l>1</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportRandom"><l>60</l><l>0</l></block></block><block s="doFor"><l>i</l><l>1</l><block var="amount"/><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></block></script></block-definition></blocks><primitives></primitives><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" id="248"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="249"></list></costumes><sounds><list struct="atomic" id="250"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="146.4696299500229" y="-59.034958642041886" heading="93" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,15.300000000000127,0.09999999999999998" pen="tip" id="255"><costumes><list struct="atomic" id="256"></list></costumes><sounds><list struct="atomic" id="257"></list></sounds><blocks></blocks><variables></variables><scripts><script x="325" y="903.8333333333333"><custom-block s="nest squares amount: %s"><l></l></custom-block><custom-block s="polygon side lengths: %s # of sides %s"><l>50</l><block s="reportRandom"><l>3</l><l>10</l></block></custom-block><custom-block s="asterisk branches: %s branch length: %s"><block s="reportRandom"><l>3</l><l>10</l></block><l>50</l></custom-block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><block s="reportRandom"><l>3</l><l>10</l></block><l>-20</l><l>60</l></custom-block></script><script x="10" y="989.8333333333333"><block s="doForever"><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="spiral size %s turn %s move %s trans %s"><l>20</l><l>6</l><l></l><l></l></custom-block><block s="setHeading"><block s="reportRandom"><l>-360</l><l>360</l></block></block></script></block></script><script x="225" y="10"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="setHeading"><l>93</l></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>86</l><script><block s="setSize"><block s="reportQuotient"><block var="i"/><l>1.8</l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>90</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="doWait"><l>.05</l></block><block s="bounceOffEdge"></block><block s="forward"><block var="i"/></block></script></block><block s="setHeading"><l>270.5</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>70</l></block><block s="doFor"><l>i</l><l>1</l><l>150</l><script><block s="setSize"><l>1</l></block><block s="changePenColorDimension"><l><option>transparency</option></l><l>.2</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>-500</l><l>500</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>255</l></block></block><block s="doWait"><l>.05</l></block><block s="bounceOffEdge"></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>1.5</l></list></block></block></script></block><block s="gotoXY"><l>9</l><l>111</l></block><custom-block s="spiral size %s turn %s move %s trans %s"><l>100</l><l>95</l><l>.5</l><l>30</l></custom-block><block s="up"></block><block s="gotoXY"><l>150</l><l>80</l></block><block s="down"></block><custom-block s="spiral size %s turn %s move %s trans %s"><l>30</l><l>95</l><l>.5</l><l>80</l></custom-block><block s="up"></block><block s="gotoXY"><l>-150</l><l>40</l></block><block s="down"></block><custom-block s="spiral size %s turn %s move %s trans %s"><l>60</l><l>45</l><l>.3</l><l>66</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="9.999999999999936" y="9.999999999999996" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="9.999999999999936" y="31.000001999999988" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>