<snapdata remixID="10671184"><project name="U1L3-Sphere" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="true" 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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="48.753997089843324" y="270.62792376456497" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,168.3,0,1" 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><script x="18" y="10"><block s="receiveKey"><l><option>space</option></l><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><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><comment x="18" y="697.1666666666665" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="18" y="159.16666666666666"><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l><comment w="267.16666666666663" collapsed="false">SCRIPT 1: Experiment with the two numerical inputs and with changing the ✓ to an X in the FLAT LINE ENDS flag.</comment></block><block s="setSize"><l>30</l></block><block s="forward"><l>100</l></block></script><script x="18" y="238.99999999999991"><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</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>.1</l></custom-block></script><script x="19.666666666666657" y="329.4222222222222"><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><block s="setHeading"><l>35</l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>11</l><l>200</l><comment w="195.33333333333334" collapsed="false">SCRIPT 3: SPHERE is a bit like TUNNEL with inputs to give you more control.&#xD;Click, then experiment with the inputs.</comment></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="1.3454120971300654" y="1.3454120971302928" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="1.3454120971300654" y="4.1707777701863264" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="1.479953306843754" y="4.978025297546928" color="74,108,212" hidden="true"/></sprites></stage><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="setPenHSVA"><l><option>brightness</option></l><l>100</l><comment w="145" collapsed="true">brightest possible</comment></block><block s="setPenHSVA"><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="changePenHSVA"><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="setPenHSVA"><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="setPenHSVA"><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="changePenHSVA"><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><variables></variables></project><media name="U1L3-Sphere" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>