<snapdata remixID="11872611"><project name="Masterpiece" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Masterpiece"><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="flat" 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="1.3454120971302734" y="1.3454120971302845" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="1.3454120971302734" y="4.170777770186314" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="1.4799533068436455" y="4.978025297546929" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="70.95241487693463" y="-40.56845570181977" 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="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="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="16" y="258.99999999999994"><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>0</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Masterpiece" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>