<snapdata remixID="10196754"><project name="Devin Lin U5L1- CoinFlip" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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="true" hyperops="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="25.772925764192223" y="-12.73863555014674" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="7" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="1" center-x="56" center-y="56" 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id="11"/></item><item><costume name="2" center-x="56" center-y="56" 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id="12"/></item><item><costume name="3" center-x="56" center-y="56" 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id="13"/></item><item><costume name="4" center-x="56" center-y="56" 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" id="14"/></item><item><costume name="5" center-x="56" center-y="56" 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" id="15"/></item><item><costume name="6" center-x="56" center-y="56" 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" id="16"/></item><item><costume name="Heads" center-x="112" center-y="110" 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" 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" id="18"/></item></list></costumes><sounds><list id="19"><item><sound name="Pop" sound="http://snap.berkeley.edu/snapsource/Sounds/Pop.wav" id="20"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="46" y="25.666666666666714"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="124" collapsed="true">this is for the coin&#xD;</comment></block><block s="doSwitchToCostume"><l>Heads</l></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doSetVar"><l>tails</l><l>0</l></block><block s="doSetVar"><l>heads</l><l>0</l></block><block s="doHideVar"><l>all the rolls</l></block><custom-block s="flip coin %s of times"><l></l></custom-block></script><script x="317" y="44"><block s="receiveKey"><l><option>space</option></l></block><block s="doSwitchToCostume"><l>1</l></block><block s="doShowVar"><l>all the rolls</l></block><block s="doHideVar"><l>tails</l></block><block s="doHideVar"><l>total</l></block><block s="doHideVar"><l>heads</l></block><block s="doDeclareVariables"><list><l>dice 1</l><l>dice 2</l><l>sum of dice 1 and 2</l><l>input</l></list></block><block s="doSetVar"><l>all the rolls</l><block s="reportNewList"><list><block s="reportNewList"><list><l>2</l><l>0</l></list></block><block s="reportNewList"><list><l>3</l><l>0</l></list></block><block s="reportNewList"><list><l>4</l><l>0</l></list></block><block s="reportNewList"><list><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>6</l><l>0</l></list></block><block s="reportNewList"><list><l>7</l><l>0</l></list></block><block s="reportNewList"><list><l>8</l><l>0</l></list></block><block s="reportNewList"><list><l>9</l><l>0</l></list></block><block s="reportNewList"><list><l>10</l><l>0</l></list></block><block s="reportNewList"><list><l>11</l><l>0</l></list></block><block s="reportNewList"><list><l>12</l><l>0</l></list></block></list></block></block><block s="doAsk"><l>How many times would you like to roll the dice?</l></block><block s="doRepeat"><l>10</l><script><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doWait"><l>0.1</l></block></script></block><block s="doSetVar"><l>input</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="input"/><script><block s="doSetVar"><l>dice 1</l><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doSetVar"><l>dice 2</l><block s="reportRandom"><l>1</l><l>6</l></block></block><block s="doSetVar"><l>sum of dice 1 and 2</l><block s="reportSum"><block var="dice 1"/><block var="dice 2"/></block></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><block s="reportDifference"><block var="sum of dice 1 and 2"/><l>1</l></block><block var="all the rolls"/></block><block s="reportSum"><block s="reportListItem"><l>2</l><block s="reportListItem"><block s="reportDifference"><block var="sum of dice 1 and 2"/><l>1</l></block><block var="all the rolls"/></block></block><l>1</l></block></block></script></block></script></scripts></sprite><watcher var="total" style="normal" x="12.708333333333485" y="12.70833333333318" color="243,118,29" hidden="true"/><watcher var="tails" style="normal" x="12.708333333333485" y="39.39583587499985" color="243,118,29" hidden="true"/><watcher var="heads" style="normal" x="12.708333333333485" y="66.08333841666669" color="243,118,29" hidden="true"/><watcher var="1" style="normal" x="12.708333333333485" y="48.29167429166668" color="243,118,29" hidden="true"/><watcher var="2" style="normal" x="12.708333333333485" y="78.79167683333336" color="243,118,29" hidden="true"/><watcher var="3" style="normal" x="12.708333333333485" y="109.29167937499975" color="243,118,29" hidden="true"/><watcher var="4" style="normal" x="15.249999999999773" y="142.33334858333308" color="243,118,29" hidden="true"/><watcher var="5" style="normal" x="15.249999999999773" y="176.64585112499992" color="243,118,29" hidden="true"/><watcher var="6" style="normal" x="13.979166666667425" y="209.68752033333305" color="243,118,29" hidden="true"/><watcher var="7" style="normal" x="104.20833333333235" y="47.0208562083333" color="243,118,29" hidden="true"/><watcher var="8" style="normal" x="105.47916666666697" y="78.7916920833331" color="243,118,29" hidden="true"/><watcher var="9" style="normal" x="106.74999999999955" y="111.83336129166665" color="243,118,29" hidden="true"/><watcher var="10" style="normal" x="106.74999999999955" y="142.33336383333318" color="243,118,29" hidden="true"/><watcher var="11" style="normal" x="106.74999999999955" y="175.3750330416658" color="243,118,29" hidden="true"/><watcher var="12" style="normal" x="105.47916666666697" y="207.14586891666642" color="243,118,29" hidden="true"/><watcher var="all the rolls" style="normal" x="3.1298296634818144" y="16.80224345658496" color="243,118,29" extX="193.380859375" extY="232" hidden="true"/><watcher scope="Stage" s="getLastMessage" style="normal" x="10" y="10" color="230,168,34" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="flip" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Heads</l></block><block s="doWait"><l>0.5</l></block><block s="doSwitchToCostume"><l>Tails</l></block><block s="doWait"><l>0.5</l></block></script></block-definition><block-definition s="flip coin %&apos;input&apos; of times" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>How many times would you like to flip?</l></block><block s="doSetVar"><l>input</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="input"/><script><block s="doRepeat"><block s="reportRandom"><l>1</l><l>2</l></block><script><block s="doWearNextCostume"></block><block s="doWait"><l>0.5</l></block></script></block><block s="doChangeVar"><l>total</l><l>1</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportAttributeOf"><l><option>costume name</option></l><block s="reportGet"><l><option>name</option></l></block></block><l>Heads</l></block><script><block s="doChangeVar"><l>heads</l><l>1</l></block></script><script><block s="doChangeVar"><l>tails</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="roll dice %&apos;input&apos; of times" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition></blocks><variables><variable name="1"><l>0</l></variable><variable name="2"><l>28</l></variable><variable name="3"><l>56</l></variable><variable name="4"><l>80</l></variable><variable name="5"><l>104</l></variable><variable name="6"><l>131</l></variable><variable name="7"><l>178</l></variable><variable name="8"><l>149</l></variable><variable name="9"><l>108</l></variable><variable name="10"><l>85</l></variable><variable name="11"><l>51</l></variable><variable name="12"><l>30</l></variable><variable name="total"><l>0</l></variable><variable name="tails"><l>0</l></variable><variable name="heads"><l>0</l></variable><variable name="all the rolls"><list id="268"><item><list struct="atomic" id="269">2,0</list></item><item><list struct="atomic" id="270">3,0</list></item><item><list struct="atomic" id="271">4,0</list></item><item><list struct="atomic" id="272">5,4</list></item><item><list struct="atomic" id="273">6,1</list></item><item><list struct="atomic" id="274">7,1</list></item><item><list struct="atomic" id="275">8,0</list></item><item><list struct="atomic" id="276">9,3</list></item><item><list struct="atomic" id="277">10,0</list></item><item><list struct="atomic" id="278">11,0</list></item><item><list struct="atomic" id="279">12,1</list></item></list></variable></variables></project><media name="Devin Lin U5L1- CoinFlip" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>