<snapdata remixID="13817779"><project name="3.21 - Conditiional Blocks" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.21 - Conditiional Blocks"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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="216.96891191709824" y="182.46113989637294" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="99,255,37,1" 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="11" y="20"><block s="receiveGo"><comment w="165" collapsed="false">The sprite follows the mouse because its position is almost exactly that of the mouse. The x and y positions are 5 off of the mouse so that the user does not accidentally pick up the sprite.&#xD;It also checks if the mouse is down or not to determine if pen should be up or down.&#xD;The color changes whenever the sprite crosses the x-axis. Below the x-axis the color is red and above the x-axis is green.</comment></block><block s="setSize"><l>10</l></block><block s="clear"></block><block s="doForever"><script><block s="doIf"><block s="reportMouseDown"></block><script><block s="down"></block></script><list><l><bool>true</bool></l><script><block s="up"></block></script></list></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>145,26,68,1</color></block></script><script><block s="setColor"><color>99,255,37,1</color></block></script></block><block s="gotoXY"><block s="reportDifference"><block s="reportMouseX"></block><l>5</l></block><block s="reportDifference"><block s="reportMouseY"></block><l>5</l></block></block></script></block></script><script x="11" y="348.66666666666686"><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>145,26,68,1</color></block></script><script><block s="setColor"><color>99,255,37,1</color></block></script></block></script><comment w="192" collapsed="false">Sprite follows the mouse and on the left side of the screen its pen color is set to red. When It is on the right side the color changes to green</comment></block></script><script x="11" y="509.0000000000001"><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>145,26,68,1</color></block></script><script><block s="setColor"><color>99,255,37,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">Sprite spins in circles. When the direction is [0,180]U[270,360] the color of the sprite is green. When the direction is (180,270) the sprite color is red.</comment></block></script><script x="11" y="695.5"><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>71,0,237,1</color></block></script><script><block s="setSize"><l>1</l></block><block s="setColor"><color>145,26,68,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">Sprite spins in circles and when its direction is 30 or 60 its pen color changes to blue and it&apos;s pen size changes to 10. Whenever the direction is not 30 or 60 the pen size changes to one and the color changes to red.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="3.21 - Conditiional Blocks" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>