<snapdata remixID="13713720"><project name="U1L3-Sphere-SSpohn 1B" app="Snap! 10, 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-SSpohn 1B"><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="254.16666666666663" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666663" 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>50</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>hue</option></l><block s="reportQuotient"><l>500</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="162.00000000000003" y="125.46666666666663" w="265.3333333333333" collapsed="false">Experiment: start with a /light/ shade and get /darker/.</comment></scripts></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" 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</pentrails><costumes><list 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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><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><comment x="18.000000000000046" y="694.6293532338308" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="18.000000000000046" y="236.462686567164"><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="19.66666666666668" y="326.8849087893864"><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="195.33333333333331" 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="7.462686567164178" y="157.37562189054725"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Sphere-SSpohn 1B" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>