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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="mauve" center-x="240" center-y="180" 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s="setColor"><color>145,26,68,1</color></block></script><script x="494" y="18"><block s="clear"></block></script><script x="28" 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="224" 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="84" y="88"><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="circle radius: %n x: %n y: %n"><l>30</l><l></l><l></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="31" 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="272" 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="542" 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="404" 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="27" 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="272" 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="515" 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="395" y="68.79999999999995"><custom-block s="electron x: %n y: %n"><block s="reportSum"><block var="x"/><l>0</l></block><block s="reportSum"><block var="y"/><l>-25</l></block></custom-block></script><script x="36" y="237"><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="342" y="662"><block s="clear"></block><custom-block s="butanol x: %n y: %n"><l></l><l></l></custom-block></script><script x="37" y="679"><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></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 type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="forward"><block var="radius"/></block><block s="turn"><block s="reportSum"><l>90</l><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="sides"/></block><l>2</l></block></block></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block s="reportProduct"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="sides"/></block><l>2</l></block></block><block var="radius"/></block><l>2</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="circle 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></inputs><script><custom-block s="polygon sides: %n radius: %n x: %n y: %n"><l>100</l><block var="radius"/><block var="x"/><block var="y"/></custom-block></script></block-definition><block-definition s="carbon 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></inputs><script><block s="up"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>20,0,1,1</color></block><custom-block s="circle radius: %n x: %n y: %n"><l>25</l><block var="x"/><block 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