<snapdata remixID="9084250"><project name="lab 3 molecules mia" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="mauve" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="152.76104363776517" y="27.150962117368948" heading="143.88000000098168" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="245,36,0,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="clear"><comment w="80" collapsed="true">you are given polygon, this is a demonstration of how it works.  feel free to change the numbers and see what difference it makes.</comment></block><block s="setColor"><color>35,181,255,1</color></block><custom-block s="polygon sides: %n radius: %n x: %n y: %n"><l>400</l><l>60</l><l>0</l><l>0</l></custom-block></script><script x="13" y="164"><block s="clear"></block><block s="setColor"><color>189,255,208,1</color></block><custom-block s="electron x: %n y: %n"><l>0</l><l>0</l><comment w="80" collapsed="true">electron looks like a triangle at first.  fix the definition of circle and electrons will look like dots instead of triangles</comment></custom-block></script><script x="485" y="18"><block s="clear"></block></script><script x="19" y="555"><block s="clear"></block><custom-block s="carbon monoxide x: %n y: %n"><l>0</l><l>0</l></custom-block></script><script x="22" y="651"><block s="clear"></block><custom-block s="methane x: %n y: %n"><l>0</l><l>0</l><comment w="90" collapsed="true">extra credit</comment></custom-block></script><script x="75" y="88"><block s="clear"></block><block s="setColor"><color>255,209,249,1</color></block><custom-block s="circle radius: %n x: %n y: %n"><l>50</l><l>0</l><l>0</l><comment w="80" collapsed="true">circle definition is almost, but not quite circle looking.  change the definition to make it look more like a circle</comment></custom-block></script><script x="22" y="430"><block s="clear"></block><custom-block s="o2 x: %n y: %n"><l>0</l><l>0</l><comment w="90" collapsed="true">definition given.  you will create definitions for all the other molecules in a manner similar to this.</comment></custom-block></script><script x="263" y="436"><block s="clear"></block><custom-block s="o3 x: %n y: %n"><l>0</l><l>0</l></custom-block></script><script x="533" y="438"><block s="clear"></block><custom-block s="hydrogen peroxide x: %n y: %n"><l>0</l><l>0</l></custom-block></script><script x="395" y="435"><block s="clear"></block><custom-block s="water x: %n y: %n"><l>0</l><l>0</l></custom-block></script><script x="18" y="296"><block s="clear"></block><custom-block s="oxygen x: %n y: %n"><l>0</l><l>0</l><comment w="80" collapsed="true">definition given.  you will create similar definitions for hydrogen and carbon based on the definition of oxygen.</comment></custom-block></script><script x="263" y="297"><block s="clear"></block><custom-block s="hydrogen x: %n y: %n"><l>0</l><l>0</l><comment w="80" collapsed="true">make sure the radius is 25.</comment></custom-block></script><script x="506" y="299"><block s="clear"></block><custom-block s="carbon x: %n y: %n"><l>0</l><l>0</l></custom-block></script><script x="259" y="555"><block s="clear"></block><custom-block s="carbon dioxide x: %n y: %n"><l>0</l><l>0</l></custom-block></script><script x="496" y="633"><block s="clear"></block><custom-block s="butanol x: %s y: %s"><l>0</l><l>0</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon sides: %&apos;sides&apos; radius: %&apos;radius&apos; x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input 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