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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1300" y="-17" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="10,38,255,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="140" y="101.66666666666666"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doForever"><script><block s="doIfElse"><block s="reportMouseDown"><comment w="308" collapsed="false">This code makes the sprite follow the mouse pointer</comment></block><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="down"></block><block s="doIf"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>99,255,58,1</color></block></script><comment w="238" collapsed="false">If the mouse y is greater that 0, the color will become green.</comment></block><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="reportMouseY"></block><comment w="238" collapsed="false">If the mouse y is less that 0, the color will become pink.</comment></block><script><block s="setColor"><color>254,88,252,1</color></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>10</l><block s="reportVariadicSum"><list><block s="reportMouseY"></block><block s="reportMouseX"></block></list></block></block><script><block s="setColor"><color>10,38,255,1</color></block></script><comment w="238" collapsed="false">If the mouse y value and the mouse x value added together is less than 10, the color of the hue will change blue.</comment></block></script><script><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2-Test Three Colors RehmanArif" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>