<snapdata remixID="13700604"><project name="U1L3-Sphere JBamert 4B" 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 JBamert 4B"><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><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="65"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="66"></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="153.75399708984332" y="87.62792376456491" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,168.3,0,1" pen="tip" id="72"><costumes><list struct="atomic" id="73"></list></costumes><sounds><list struct="atomic" id="74"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="10"><block 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" y="697.1666666666665" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="18" y="159.16666666666669"><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="238.99999999999994"><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><variables></variables></scene></scenes></project><media name="U1L3-Sphere JBamert 4B" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>