<snapdata remixID="11881003"><project name="U1L3-Sphere" 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-Sphere"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tunnel, size: %&apos;steps&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l><comment w="145" collapsed="true">brightest possible</comment></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l><comment w="115.83333333333333" collapsed="true">happens to be red</comment></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="steps"/><comment w="254.16666666666666" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666666" collapsed="true">move to a new location without drawing</comment></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>-17</l><comment w="231.66666666666666" collapsed="false">change things: here, to make a tunnel, we get darker and smaller. For other purposes, we could change color and get larger, or....</comment></block><block s="changeSize"><l>-40</l></block></script></block></script></block-definition><block-definition s="sphere, steps: %&apos;steps&apos; color: %&apos;color&apos; size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>10</l><comment w="266" collapsed="true">This dark shade makes any color look almost black</comment></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><block var="size"/></block><block s="doRepeat"><block var="steps"/><script><block s="down"></block><block s="forward"><l>.5</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><l>65</l><block var="steps"/></block><comment w="151.33333333333334" collapsed="true">Try 20 or 200 instead of 65.</comment></block><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportQuotient"><l>100</l><block var="steps"/><comment w="176.66666666666666" collapsed="true">Lighter shade shows more color.</comment></block></block><block s="changeSize"><block s="reportQuotient"><l>-240</l><block var="steps"/></block></block></script></block></script><scripts><comment x="162" y="125.46666666666665" w="265.3333333333333" collapsed="false">Experiment: start with a /light/ shade and get /darker/.</comment></scripts></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="flat" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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s="receiveKey"><l><option>space</option></l><list></list><comment w="272.0000000000001" collapsed="true">SCRIPT 0: a &quot;cleanup&quot; script you might find useful.</comment></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="18.333333333333343" y="697.1666666666665" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="591.3333333333334" y="106.33333333333331"><block s="doForever"><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l><comment w="290.16666666666674" collapsed="false">SCRIPT 2: Look inside TUNNEL and figure out why changing ✓ to X has the impact that it does</comment></block><custom-block s="tunnel, size: %n"><l>23</l></custom-block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block 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y="306.16666666666663"><block s="turn"><l>90</l></block></script><script x="836.3333333333333" y="373.16666666666663"><block s="setHeading"><l>45</l></block></script><script x="603.3333333333334" y="316.99999999999994"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Sphere" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>