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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="224" y="197.0000000000001" heading="249" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,252,0,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="63" y="82.16666666666663"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>238,0,0,1</color></block></script><script><block s="setColor"><color>15,252,0,1</color></block></script></block></script><comment w="90" collapsed="false">When you move the x in the negative quadrant the mouse draws red, when it is in positive, it is green.</comment></block></script><script x="1320" y="35"><block s="down"></block></script><script x="64" y="307.16666666666663"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="direction"></block><l>90</l></list></block><script><block s="setSize"><l>5</l></block></script><script><block s="setSize"><l>1</l></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">Draws a circle and makes the line thicker in a specific section.</comment></block></script><script x="63" y="570.1666666666666"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="direction"></block><l>180</l></list></block><block s="reportVariadicLessThan"><list><block s="direction"></block><l>270</l></list></block></list></block><script><block s="setColor"><color>254,53,0,1</color></block></script><script><block s="setColor"><color>39,255,49,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">3/4 of the circle is green, but a 1/4 in the top left is red.</comment></block></script><script x="70" y="835.1666666666666"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="direction"></block><l>30</l></list></block><block s="reportVariadicEquals"><list><block s="direction"></block><l>60</l></list></block></list></block><script><block s="setSize"><l>10</l></block><block s="setColor"><color>0,17,245,1</color></block></script><script><block s="setSize"><l>1</l></block><block s="setColor"><color>239,41,0,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">Draws a red circle that drops two blue dots at the top left.</comment></block></script><script x="649" y="71"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>238,0,0,1</color></block></script><script><block s="setColor"><color>15,252,0,1</color></block></script></block></script><comment w="90" collapsed="false">When you move the x in the negative quadrant the mouse draws red, when it is in positive, it is green.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="t" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>