<snapdata remixID="9197769"><project name="NewCoinFlip_Student" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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AgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Coin" idx="1" x="-121.0038213654251" y="61.67797866879593" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="2" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Heads" center-x="112.5" center-y="110" 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" id="11"/></item><item><costume name="Tails" center-x="113" center-y="110" 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" id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="42" y="430.66666666666663"><block s="receiveMessage"><l>hide coin</l><comment w="90" collapsed="false">Hides coin sprite when user chooses dice roll</comment></block><block s="hide"></block></script><comment x="14" y="21" w="230" collapsed="false">Name: Kunga Chodon&#xD;Partner: Jada Jefferson&#xD;Duration: 95 minutes&#xD;Description: Simualting flipping a coin, as well as the rolling of dice.&#xD;Honor Code: i did not cheat</comment><script x="274.99999999999943" y="96.00000000000011"><block s="receiveGo"><comment w="90" collapsed="false">When the green flag is clicked, the user will choose between whether to flip a coin, roll a die, or two dice.</comment></block><block s="doAsk"><l>Flip a coin, roll a die, or 2 dice?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Flip Coin</l></block><script><block s="doBroadcast"><l>Coin Flip</l></block><block s="doBroadcast"><l>hide die</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Roll Die</l></block><script><block s="doBroadcast"><l>Die Roll</l></block><block s="doBroadcast"><l>hide coin</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Roll Die(2)</l></block><script><block s="doBroadcast"><l>Die Roll(2)</l></block><block s="doBroadcast"><l>hide coin</l></block></script></block></script><script x="10" y="211"><block s="receiveMessage"><l>Coin Flip</l><comment w="90" collapsed="false">Records the number of flips, and number of heads and tails of each flip</comment></block><block s="doSetVar"><l>numHeads</l><l>0</l></block><block s="doSetVar"><l>numTails</l><l>0</l></block><block s="doSetVar"><l>Total</l><l>0</l></block><custom-block s="TossCoin"></custom-block></script></scripts></sprite><sprite name="Die" idx="2" 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image="data:image/png;base64,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" id="73"/></item><item><costume name="Side2" center-x="85.25" center-y="44.25" image="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHNuYXA9Imh0dHA6Ly9zbmFwLmJlcmtlbGV5LmVkdS9ydW4iIHZlcnNpb249IjEuMSIgcHJlc2VydmVBc3BlY3RSYXRpbz0ibm9uZSBtZWV0IiB2aWV3Qm94PSI1MjMuMjUgMTU5LjI1IDkwLjUgODguNSIgd2lkdGg9IjkwLjUiIGhlaWdodD0iODguNSI+PHJlY3Qgc3Ryb2tlPSJyZ2IoMCwwLDApIiBzdHJva2UtbGluZWpvaW49Im1pdGVyIiBzdHJva2Utd2lkdGg9IjEuNSIgZmlsbD0icmdiKDI1NSwyNTUsMjU1KSIgcHJvdG90eXBlPSJWZWN0b3JSZWN0YW5nbGUiIHdpZHRoPSI4OSIgaGVpZ2h0PSI4NyIgeD0iNTI0IiB5PSIxNjAiLz48ZWxsaXBzZSBzdHJva2U9InJnYig1MywwLDcwKSIgc3Ryb2tlLWxpbmVqb2luPSJtaXRlciIgc3Ryb2tlLXdpZHRoPSIxLjUiIGZpbGw9InJnYigwLDAsMCkiIHByb3RvdHlwZT0iVmVjdG9yRWxsaXBzZSIgY3g9IjUzOSIgY3k9IjE3OCIgcng9IjEyIiByeT0iMTIiLz48ZWxsaXBzZSBzdHJva2U9InJnYig1MywwLDcwKSIgc3Ryb2tlLWxpbmVqb2luPSJtaXRlciIgc3Ryb2tlLXdpZHRoPSIxLjUiIGZpbGw9InJnYigwLDAsMCkiIHByb3RvdHlwZT0iVmVjdG9yRWxsaXBzZSIgY3g9IjU5OC42Mjg1NzE0Mjg1NzE0IiBjeT0iMjMyLjAwOTUyMzgwOTUyMzczIiByeD0iMTEuNTE0Mjg1NzE0Mjg1NzM0IiByeT0iMTEuMDg1NzE0Mjg1NzE0MzQ2Ii8+PC9zdmc+" id="74"/></item><item><costume name="Side3" center-x="45.75" center-y="45.75" image="data:image/svg+xml;base64,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" id="75"/></item><item><costume name="Side4" center-x="47.25" center-y="47.25" image="data:image/svg+xml;base64,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" id="76"/></item><item><costume name="Side5" center-x="48.25" center-y="48.25" image="data:image/svg+xml;base64,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" id="77"/></item><item><costume name="Side6" center-x="45.75" center-y="45.75" image="data:image/svg+xml;base64,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" id="78"/></item></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="105.00000000000003"><block s="receiveMessage"><l>Die Roll</l><comment w="90" collapsed="false">Simulates the random rolling of a single die.</comment></block><block s="doAsk"><l>How many die rolls?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doWait"><l>.3</l></block><block s="doWearNextCostume"></block></script></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doSetVar"><l>die_roll</l><block s="getCostumeIdx"></block></block></script><script x="302" y="93.99999999999997"><block s="receiveMessage"><l>hide die</l><comment w="90" collapsed="false">Hides die when user chooses to flip a coin</comment></block><block s="hide"></block></script><script x="267.66666666666663" y="289.66666666666697"><block s="receiveMessage"><l>Die Roll(2)</l><comment w="90" collapsed="false">Simulates the rolling of two dice</comment></block><block s="doAsk"><l>How many die rolls?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doWait"><l>.3</l></block><block s="doWearNextCostume"></block></script></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doSetVar"><l>die_roll</l><block s="getCostumeIdx"></block></block><block s="doSetVar"><l>sumDie</l><block s="reportSum"><block var="die_roll"/><block var="die_roll2"/></block></block></script></scripts></sprite><sprite name="Die2" idx="3" x="-24.775280898876417" y="-35.68539325842693" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="4" color="182.01900000000006,0,211.64999999999998,1" pen="tip" id="134"><costumes><list id="135"><item><costume name="Side 1" center-x="52.75" center-y="52.75" image="data:image/svg+xml;base64,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" id="136"/></item><item><costume name="Side 2" center-x="47.75" center-y="47.75" image="data:image/svg+xml;base64,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" id="137"/></item><item><costume name="Side 3" center-x="47.25" center-y="47.25" image="data:image/svg+xml;base64,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" id="138"/></item><item><costume name="costume4" center-x="49.25" center-y="49.25" image="data:image/svg+xml;base64,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" id="139"/></item><item><costume name="Side 5" center-x="48.25" center-y="48.25" image="data:image/svg+xml;base64,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" id="140"/></item><item><costume name="costume6" center-x="48.75" center-y="48.75" image="data:image/svg+xml;base64,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" id="141"/></item></list></costumes><sounds><list struct="atomic" id="142"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="160"><block s="receiveMessage"><l>Die Roll</l><comment w="137" collapsed="false">Hides second die when user chooses single die roll</comment></block><block s="hide"></block></script><script x="265" y="257"><block s="receiveMessage"><l>Die Roll(2)</l><comment w="90" collapsed="false">SImulates rolling of both dice.</comment></block><block s="doAsk"><l>How many die rolls?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doWait"><l>.3</l></block><block s="doWearNextCostume"></block></script></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doSetVar"><l>die_roll2</l><block s="getCostumeIdx"></block></block><block s="doSetVar"><l>sumDie</l><block s="reportSum"><block var="die_roll"/><block var="die_roll2"/></block></block></script><script x="10" y="354"><block s="receiveMessage"><l>hide die</l><comment w="90" collapsed="false">Hides other die when user choses coin flip</comment></block><block s="hide"></block></script></scripts></sprite><watcher var="numHeads" style="normal" x="354.1458333333337" y="2.781249999999986" color="243,118,29"/><watcher var="Total" style="normal" x="380.10416666666765" y="38.93750370833337" color="243,118,29"/><watcher var="numTails" style="normal" x="361.5625" y="21.32291852083337" color="243,118,29"/><watcher var="die_roll" style="normal" x="367.1249999999998" y="76.9479166666667" color="243,118,29"/><watcher var="die_roll2" style="normal" x="362" y="107.000002" color="243,118,29"/><watcher var="sumDie" style="normal" x="361" y="136" color="243,118,29"/></sprites></stage><hidden> doWarp</hidden><headers></headers><code></code><blocks><block-definition s="TossCoin" type="command" category="looks"><comment w="90" collapsed="false">if they click toss coin, the program will ask for number of coin flips and randmly choose between heads and tails and mark it down.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many coin tosses?</l></block><block s="doUntil"><block s="reportEquals"><block var="Total"/><block s="getLastAnswer"></block></block><script><block s="doDeclareVariables"><list><l>heads or tails?</l></list></block><block s="doSetVar"><l>heads or tails?</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doWait"><l>.3</l></block><block s="doWearNextCostume"></block></script></block><block s="doIf"><block s="reportEquals"><block var="heads or tails?"/><l>1</l></block><script><block s="doSwitchToCostume"><l>Heads</l></block><block s="doWait"><l>.08</l></block><block s="doChangeVar"><l>numHeads</l><l>1</l></block><block s="doChangeVar"><l>Total</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="heads or tails?"/><l>2</l></block><script><block s="doSwitchToCostume"><l>Tails</l></block><block s="doWait"><l>.08</l></block><block s="doChangeVar"><l>numTails</l><l>1</l></block><block s="doChangeVar"><l>Total</l><l>1</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="Total"><l>2</l></variable><variable name="numHeads"><l>1</l></variable><variable name="numTails"><l>1</l></variable><variable name="die_roll"><l>5</l></variable><variable name="sumDie"><l>9</l></variable><variable name="die_roll2"><l>4</l></variable></variables></project><media name="NewCoinFlip_Student" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>