<snapdata remixID="10552022"><project name="U1L3-Sphere" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="2258.151200224284" y="3415.2913534473173" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" 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="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><script x="18" y="174.99999999999991"><block s="doSetGlobalFlag"><l><option>mirror video</option></l><l><bool>false</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><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></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="2.514238856512293" y="2.51423885651225" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="2.514238856512293" y="7.794140958035669" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="2.7656627421638404" y="9.30268477479079" 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>