<snapdata remixID="15098418"><project name="17AB Free Project Marshal-parabola" app="Snap! 11.0.8, https://snap.berkeley.edu" 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BAj8LKCAf3bxKQECBAgQmCqggKfyOpwAgWwB6Qk8FlDAj218Q4AAAQIEpgko4Gm0DiZAgEC2gPTPBRTwcx/fEiBAgACBKQIKeAqrQwkQIEAgW+B1egX82sgTBAgQIEBguIACHk7qQAIECBAg8Fpg5wJ+nd4TBAgQIECgSEABF8G7lgABAgSyBRTwrvuXiwABAgSWFlDAS6/HcAQIECCwq4AC3nWz2bmkJ0CAwPICCnj5FRmQAAECBHYUUMA7blWmbAHpCRBoIaCAW6zJkAQIECCwm4AC3m2j8hDIFpCeQBsBBdxmVQYlQIAAgZ0EFPBO25SFAIFsAelbCSjgVusyLAECBAjsIqCAd9mkHAQIEMgWaJdeAbdbmYEJECBAYAcBBbzDFmUgQIAAgXYCQwu4XXoDEyBAgACBIgEFXATvWgIECBDIFlDAw/bvIAIECBAg8L6AAn7fypMECBAgQGCYgAIeRpl9kPQECBAgcExAAR/z8jQBAgQIEBgioICHMDokW0B6AgQIHBdQwMfNvEGAAAECBC4LKODLhA4gkC0gPQECv+uE6gAAAkNJREFU5wQU8Dk3bxEgQIAAgUsCCvgSn5cJEMgWkJ7AeQEFfN7OmwQIECBA4LSAAj5N50UCBAhkC0h/TUABX/PzNgECBAgQOCWggE+xeYkAAQIEsgWup1fA1w2dQIAAAQIEDgso4MNkXiBAgAABAtcFOhfw9fROIECAAAECRQIKuAjetQQIECCQLaCAu+7f3AQIECDQWkABt16f4QkQIECgq4AC7rq57LmlJ0CAQHsBBdx+hQIQIECAQEcBBdxxa2bOFpCeAIEtBBTwFmsUggABAgS6CSjgbhszL4FsAekJbCOggLdZpSAECBAg0ElAAXfallkJEMgWkH4rAQW81TqFIUCAAIEuAgq4y6bMSYAAgWyB7dIr4O1WKhABAgQIdBBQwB22ZEYCBAgQ2E7gUAFvl14gAgQIECBQJKCAi+BdS4AAAQLZAgr47f17kAABAgQIjBNQwOMsnUSAAAECBN4WUMBvU2U/KD0BAgQIjBVQwGM9nUaAAAECBN4SUMBvMXkoW0B6AgQIjBdQwONNnUiAAAECBF4KKOCXRB4gkC0gPQECcwQU8BxXpxIgQIAAgacCCvgpjy8JEMgWkJ7APAEFPM/WyQQIECBA4KGAAn5I4wsCBAhkC0g/V0ABz/V1OgECBAgQ+FFAAf/I4kMCBAgQyBaYn14Bzzd2AwECBAgQ+CaggL+R+IAAAQIECMwXWLmA56d3AwECBAgQKBJQwEXwriVAgACBbAEFvOr+zUWAAAECWwso4K3XKxwBAgQIrCrwJwAAAP//lVwoVAAAAAZJREFUAwDU5ALRcl29HAAAAABJRU5ErkJggg==</pentrails><costumes><list id="7"><item><ref mediaID="17AB Free Project Marshal-parabola_Stage_cst_XY Grid"></ref></item><item><ref mediaID="17AB Free Project Marshal-parabola_Stage_cst_Screenshot 2026-03-22 2"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Ground" idx="1" x="-3.146266112713647" y="-150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="17AB Free Project Marshal-parabola_Ground_cst_ball soccer"></ref></item><item><ref mediaID="17AB Free Project Marshal-parabola_Ground_cst_Ground"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables><variable name="Velocity y"><l>0</l></variable></variables><scripts><script x="180.4541015625" y="108.66666666666663"><block var="Velocity y"/></script><script x="226.19140625" y="283.0833333333333"><block var="Velocity y"/></script><script x="230.853515625" y="399.74999999999994"><block var="Velocity y"/></script><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>Gravity</l><l>-1</l></block><block s="doSetVar"><l>Is dragging?</l><l>False</l></block><block s="doSetVar"><l>Velocity y</l><l>0</l></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="Is dragging?"/><l>false</l></list></block><script><block s="changeYPosition"><block var="Velocity y"/></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>-150</l></list></block><script><block s="doChangeVar"><l>Velocity y</l><block var="Gravity"/></block></script><script><block s="setYPosition"><l>-150</l></block><block s="doSetVar"><l>Velocity y</l><block s="reportVariadicProduct"><list><block var="Velocity y"/><l>-0.6</l></list></block></block></script></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportMonadic"><l><option>abs</option></l><block var="Velocity y"/></block><l>1.1</l></list></block><script><block s="doSetVar"><l>Velocity y</l><l>0</l></block><block s="setYPosition"><l>-150</l></block></script><list></list></block></script></block></script><script x="33.99462890625" y="467.19978841145837"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>Is dragging?</l><l>True</l></block><block s="doSetVar"><l>Velocity y</l><l>0</l></block><block s="doUntil"><block s="reportNot"><block s="reportMouseDown"></block></block><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block><block s="doSetVar"><l>Is dragging?</l><l>false</l></block></script></scripts></sprite><sprite name="Basket Ball" idx="2" x="197.5" y="-80" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,76.5,30.600000000000026,1" pen="tip" id="109"><costumes><list id="110"><item><ref mediaID="17AB Free Project Marshal-parabola_Basket Ball_cst_basketball"></ref></item></list></costumes><sounds><list struct="atomic" id="111"></list></sounds><blocks></blocks><variables><variable name="Velocity Y"><l>0</l></variable><variable name="is dragging?"><l>false</l></variable><variable name="gravity"><l>-1</l></variable></variables><scripts><script x="30" y="32"><block s="receiveGo"><comment w="290" collapsed="false">First, all the set blocks is to set the initial value of all the variables. The gravity variable is to make the ball false in acceleration, the is dragging variable is to respond to users input as mouse clicks, Velocity Y determines the speed in the Y direction, the ground variable sets where the ball should hit and then bounce up and down, Velocity X determines the speed in X direction.</comment></block><block s="doSetVar"><l>gravity</l><l>-1</l></block><block s="doSetVar"><l>is dragging?</l><l>false</l></block><block s="doSetVar"><l>Velocity Y</l><l>0</l></block><block s="doSetVar"><l>ground</l><l>-80</l></block><block s="doSetVar"><l>Velocity X</l><l>4</l></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="is dragging?"/><l>false</l></list></block><script><block s="changeYPosition"><block var="Velocity Y"/></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><block var="ground"/></list><comment w="272.60253906249994" collapsed="false">This &quot;if-else&quot; block is to check whether the ball hits the ground bar. Before it hits the ground bar, the ball will keep falling with acceleration by gravity and does parabola curve in the horizontal direction.</comment></block><script><block s="doChangeVar"><l>Velocity Y</l><block var="gravity"/></block><block s="changeXPosition"><block var="Velocity X"/></block></script><script><block s="setYPosition"><block var="ground"/></block><block s="doSetVar"><l>Velocity Y</l><block s="reportVariadicProduct"><list><block var="Velocity Y"/><l>-0.6</l></list></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportMonadic"><l><option>abs</option></l><block var="Velocity Y"/></block><l>1.1</l></list></block><script><block s="doSetVar"><l>Velocity Y</l><l>0</l></block><block s="setYPosition"><block var="ground"/></block><block s="bounceOffEdge"></block></script><list></list><comment w="287.00000000000006" collapsed="false">This is to make sure the ball stops bouncing when the velocity gets too small. And resets the ball to the ground level. </comment></block></script></block></script><comment w="241.9462890625" collapsed="false">From the forever block and to the end of the first if statement is to respond to a mouse click release and make the ball fall.</comment></block></script><script x="42" y="567"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher var="Is dragging?" style="normal" x="8.553398058255425" y="16.27184866019465" color="243,118,29" hidden="true"/><watcher var="Gravity" style="normal" x="6.474032978884679" y="78.61397008969034" color="243,118,29" hidden="true"/><watcher scope="Basket Ball" var="Velocity Y" style="normal" x="11.097308488614772" y="77.10144927536253" color="243,118,29" hidden="true"/><watcher scope="Basket Ball" var="is dragging?" style="normal" x="6.34920634920627" y="44.44444698412707" color="243,118,29" hidden="true"/><watcher var="Velocity X" style="normal" x="8.053691275167012" y="8.053691275167772" color="243,118,29" hidden="true"/><watcher scope="Basket Ball" var="gravity" style="normal" x="6.255459678279294" y="26.38968786619793" color="243,118,29" hidden="true"/><watcher var="ground" style="normal" x="9.696969696968381" y="105.62770816738782" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Soccer ball"><l>0</l></variable><variable name="BasketBall"><l>0</l></variable><variable name="Is dragging?"><l>False</l></variable><variable name="Gravity"><l>-1</l></variable><variable name="Velocity X"><l>4</l></variable><variable name="ground"><l>-80</l></variable></variables></scene></scenes></project><media name="17AB Free Project Marshal-parabola" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="XY Grid" center-x="240" center-y="180" 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" 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