<snapdata remixID="12487944"><project name="pendulum Final Project" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="pendulum Final Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pendulum %&apos;K&apos; %&apos;originx&apos; %&apos;originy&apos; %&apos;aAcc&apos; %&apos;angle&apos; %&apos;aVel&apos; %&apos;r&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l></list></block><block s="doSetVar"><l>aAcc</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><l>1</l><block s="reportDifference"><l>100</l><block var="g"/></block></block><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></list></block></block><block s="doChangeVar"><l>angle</l><block var="aVel"/></block><block s="doChangeVar"><l>aVel</l><block var="aAcc"/></block><block s="doSetVar"><l>aVel</l><block s="reportVariadicProduct"><list><block var="aVel"/><l>0.99</l></list></block></block><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block var="originx"/><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></list></block></list></block></block><block s="doSetVar"><l>y</l><block s="reportVariadicSum"><list><block var="originy"/><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></list></block></list></block></block><block s="down"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="up"></block><block s="show"></block><block s="doStamp"></block><block s="hide"></block></script><scripts><script x="194" y="349.66666666666674"><block s="gotoXY"><block var="originx"/><block var="originy"/></block></script></scripts></block-definition><block-definition s="eee" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pendulum game" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportAnd"><block s="reportGreaterThan"><block var="length"/><l>229</l></block><block s="reportLessThan"><block var="angle"/><l>141</l></block></block><script><block s="doAsk"><l>Do you want to change the angle or length? Type "angle" or "length"</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>length</l></block><script><block s="doAsk"><l>What length do you want to change the pendulum to?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angle</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="tested measurments"/></block></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="tested measurments"/></block></block><block var="length"/></list></block><block var="tested measurments"/></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>angle</l></block><script><block s="doAsk"><l>What angle do you want it to swing from?</l></block><block s="doSetVar"><l>angle</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="angle"/><block var="length"/></list></block><block var="tested measurments"/></block></script></block></script></block><block s="doTellTo"><l>Sprite(4)</l><block s="reifyScript"><script><block s="doSayFor"><l>Good job you hit the wall!!!</l><l>3</l></block><block s="doSayFor"><l>Click the flag to play again</l><l>2</l></block></script><list></list></block><list></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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" id="179"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="180"><item><ref mediaID="Stage_cst_wreck ball machine"></ref></item></list></costumes><sounds><list struct="atomic" id="181"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-34.271494935968846" y="-89.48405819271305" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="186"><costumes><list id="187"><item><ref mediaID="Sprite_cst_demo ball"></ref></item></list></costumes><sounds><list struct="atomic" id="188"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>tested measurments</l><block s="reportNewList"><list><block s="reportNewList"><list><l>angle </l><l>length</l></list></block></list></block></block><block s="doHideVar"><l>angle</l><comment w="90" collapsed="false">starting position of wrecking ball</comment></block><block s="doHideVar"><l>length</l><comment w="90" collapsed="false">length of pendulum</comment></block><block s="doShowVar"><l>tested measurments</l></block><block s="doSayFor"><l></l><l>7</l></block><block s="doAsk"><l>What angle do you want to start with?</l></block><block s="doSetVar"><l>angle</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What length do you want it to be?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="angle"/><block var="length"/></list></block><block var="tested measurments"/></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><l>140</l><block var="angle"/></block><block s="reportLessThan"><block var="length"/><l>240</l></block></block><script><block s="doBroadcast"><l>continuation</l><list><l>Sprite</l></list></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block var="length"/><l>229</l></block><block s="reportLessThan"><block var="angle"/><l>141</l></block></block><script><block s="doBroadcast"><l>win</l><list></list></block></script></block><block s="doDeclareVariables"><list><l>originx</l><l>originy</l><l>aAcc</l><l>aVel</l><l>x</l><l>y</l></list></block><block s="doSetVar"><l>g</l><l>98</l><comment w="90" collapsed="false">power of gravity on earth &#xD;</comment></block><block s="doSetVar"><l>originx</l><l>-50</l></block><block s="doSetVar"><l>originy</l><l>150</l></block><block s="doSetVar"><l>aAcc</l><l>0</l></block><block s="doSetVar"><l>aVel</l><l>0</l></block><block s="doForever"><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><block var="originx"/><block var="originy"/></block><block s="down"></block><block s="doSetVar"><l>aAcc</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><l>1</l><block s="reportDifference"><l>100</l><block var="g"/></block></block><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></list></block></block><block s="doChangeVar"><l>angle</l><block var="aVel"/></block><block s="doChangeVar"><l>aVel</l><block var="aAcc"/></block><block s="doSetVar"><l>aVel</l><block s="reportVariadicProduct"><list><block var="aVel"/><l>0.99</l></list></block></block><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block var="originx"/><block s="reportVariadicProduct"><list><block var="length"/><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></list></block></list></block></block><block s="doSetVar"><l>y</l><block s="reportVariadicSum"><list><block var="originy"/><block s="reportVariadicProduct"><list><block var="length"/><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></list></block></list></block></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="up"></block><block s="show"></block><block 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Final Project" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="wreck ball machine" center-x="240" center-y="180" 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" mediaID="Stage_cst_wreck ball machine"/><costume name="demo ball" center-x="47.5" center-y="41" image="data:image/png;base64,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" mediaID="Sprite_cst_demo ball"/><costume name="wall" center-x="19" center-y="119" 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" mediaID="Sprite(4)_cst_wall"/></media></snapdata>