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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="-454" y="-114.99999999999483" heading="71" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="24,67,255,1" 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="34.246614583333326" y="10"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block><comment w="90" collapsed="false">If your mouse is on the left side of the y-axis, the sprite is red. If it is on the right side of the y-axis, the sprite is green.</comment></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,34,29,1</color></block></script><script><block s="setColor"><color>18,255,2,1</color></block></script></block></script></block></script><script x="40.246614583333326" y="193.9999999999996"><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">It draws a circle. In the top left fourth of the circle, the line is bold. In the other parts of the circle, the line is thin.</comment></block></script><script x="24.33333333333337" y="400.9999999999989"><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>255,34,29,1</color></block></script><script><block s="setColor"><color>18,255,2,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">It draws a circle. In the bottom right fourth of the circle, the line is red. In the other parts of the circle, the line is green.</comment></block></script><script x="20.33333333333337" y="600.0000000000027"><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>24,67,255,1</color></block></script><script><block s="setSize"><l>1</l></block><block s="setColor"><color>255,34,29,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">It draws a red circle with thin line. In the top left fourth of the circle, two blue dots are made.</comment></block></script><script x="22.33333333333337" y="838.6666666666695"><block s="doForever"><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,34,29,1</color></block></script><script><block s="setColor"><color>24,67,255,1</color></block></script></block></script><comment w="90" collapsed="false">This script causes the sprite to always follow the mouse, and to always be drawing. It also says that if the position of the mouse is above the x-axis, then the sprite will color red. It the position is below the x-axis, the sprite will color blue.</comment></block></script><script x="44" y="1055.6666666666706"><block s="doForever"><script><block s="setSize"><l>5</l></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,34,29,1</color></block></script><script><block s="setColor"><color>24,67,255,1</color></block></script></block></script><script><block s="up"></block></script></block></script><comment w="90" collapsed="false">This script does the same as the one above, but instead of constantly drawing, the sprite only draws when the pen is down.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="3.21 Conditonal Blocks" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>