<snapdata remixID="9186947"><project name="5.1 roll dice " app="Snap! 5.4, 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="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-199.23076923076877" y="-60.940170940167214" heading="90" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53.000001" y="106"><block s="doSetVar"><l>rollList</l><block s="reportNewList"><list><l></l></list></block></block></script><script x="27.000000999999997" y="424"><custom-block s="RollDice %n %n"><l>10</l><l>10</l></custom-block></script><script x="10" y="337.1666656666667"><block s="doWarp"><script><custom-block s="how many of each number 3 dice %n"><block var="RollTimes"/></custom-block></script></block></script><script x="35.000001" y="159"><block s="clear"></block><block s="gotoXY"><l>-200</l><l>100</l></block><block s="write"><l>Results After 1000 Rolls</l><l>12</l></block><block s="doFor"><l>i</l><l>3</l><l>18</l><script><block s="write"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><block var="i"/><block var="Dispersement"/></block><block var="RollTimes"/></block><l>100</l></block><l>12</l></block><block s="setXPosition"><l>-200</l></block><block s="changeYPosition"><l>-10</l></block></script></block></script><script x="55.000001" y="23"><block s="doSetVar"><l>RollTimes</l><l>10000</l></block></script></scripts></sprite><watcher var="rollList" style="normal" x="115.53750000000036" y="0.7312499999999602" color="243,118,29"/><watcher var="Item" style="normal" x="7.312500000000341" y="174.03750585000003" color="243,118,29"/><watcher var="RollTimes" style="normal" x="151.3687500000001" y="129.43125146250003" color="243,118,29"/><watcher var="numberOfDice" style="normal" x="173.3062500000001" y="74.58750292499997" color="243,118,29"/><watcher var="Dispersement" style="normal" x="207.67500000000018" y="175.50000438750013" color="243,118,29" extX="80" extY="69.99999999999994"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="RollDice %&apos;# of dice&apos; %&apos;# of Rolls&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>rollList</l><block s="reportNewList"><list><l></l></list></block></block><block s="doRepeat"><block var="# of dice"/><script><block s="doRepeat"><block var="# of Rolls"/><script><block s="doChangeVar"><l>rollList</l><block s="reportRandom"><l>1</l><l>6</l></block></block></script></block></script></block><block s="doReport"><block var="rollList"/></block></script></block-definition><block-definition s="how many of each number 3 dice %&apos;# of rolls&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doSetVar"><l>Dispersement</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>18</l><script><block s="doAddToList"><l>0</l><block var="Dispersement"/></block></script></block><block s="doRepeat"><block var="# of rolls"/><script><block s="doSetVar"><l>Item</l><block s="reportSum"><block s="reportRandom"><l>1</l><l>6</l></block><block s="reportSum"><block s="reportRandom"><l>1</l><l>6</l></block><block s="reportRandom"><l>1</l><l>6</l></block></block></block></block><block s="doReplaceInList"><block var="Item"/><block var="Dispersement"/><block s="reportSum"><block s="reportListItem"><block var="Item"/><block var="Dispersement"/></block><l>1</l></block></block></script></block><block s="doReport"><block var="Dispersement"/></block></script></block-definition><block-definition s="display %&apos;imput&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>3</l><block s="reportListLength"><block var="imput"/></block><script><block s="setXPosition"><l>-200</l></block><block s="changeYPosition"><l>-10</l></block><block s="write"><block var="i"/><l>12</l></block><block s="setXPosition"><l>-150</l></block></script></block></script></block-definition></blocks><variables><variable name="rollList"><l>383</l></variable><variable name="RollTimes"><l>10000</l></variable><variable name="numberOfDice"><l>1</l></variable><variable name="Dispersement"><list struct="atomic" id="161">0,0,63,131,291,434,722,1004,1145,1169,1192,1160,1019,742,469,272,145,42</list></variable><variable name="Item"><l>7</l></variable></variables></project><media name="5.1 roll dice " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>