<snapdata remixID="11870684"><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="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="65"></list></costumes><sounds><list struct="atomic" id="66"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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"/><sprite name="Sprite" idx="1" x="34" y="-34" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,168.3,0,1" pen="tip" id="74"><costumes><list struct="atomic" id="75"></list></costumes><sounds><list struct="atomic" id="76"></list></sounds><blocks></blocks><variables></variables><scripts><script x="121" 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="121" y="697.1666666666665" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="10" y="72.66666666666669"><block s="receiveKey"><l><option>space</option></l><list></list></block></script><script x="109.66666666666663" y="301.4222222222222"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></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><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block></script></block></script><script x="845" y="356"><block s="turn"><l>90</l></block></script><script x="326" y="130"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>11</l><l>200</l></custom-block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block></script></block></script><script x="754" y="10.999999999999943"><block s="receiveKey"><l></l><list></list></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><script x="1046" y="215"><block s="receiveKey"><l></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>11</l><l>200</l></custom-block><block s="forward"><l>-100</l></block><block s="turnLeft"><l>70</l></block><block s="forward"><l>100</l></block></script></block></script><script x="702" y="127.16666666666669"><block s="receiveKey"><l></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>30</l></block><block s="turn"><l>90</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></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script></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>