<snapdata remixID="8892195"><project name="Abstraction: Guessing Game	U2L4.2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="0" y="1.7053025658242404e-13" heading="99" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,239,0,1" 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="15.99999600000001" y="13"><block s="receiveKey"><l><option>1</option></l></block><block s="show"></block><custom-block s="number guessing 4"></custom-block><block s="bubble"><l>yayyyyyyyyyyyyyy</l></block><custom-block s="special star"></custom-block><block s="bubble"><l>aaaaaaa</l></block><custom-block s="boom"></custom-block></script><script x="182.999996" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="stopFreq"></block><block s="doHideVar"><l></l></block><block s="clearEffects"></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing 4" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>name</l></list></block><block s="doDeclareVariables"><list><l>number device person guessed</l></list></block><block s="doDeclareVariables"><list><l>random numeral device</l></list></block><block s="doDeclareVariables"><list><l>new highest range</l></list></block><block s="doDeclareVariables"><list><l>number of guesses</l></list></block><block s="doSetVar"><l>number of guesses</l><l>1</l></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>name</l><block s="getLastAnswer"></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>okay </l><block var="name"/><l> </l><l> choose a number between 1 and ....</l></list></block></block><block s="doSetVar"><l>new highest range</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>random numeral device</l><block s="reportRandom"><l>1</l><block var="new highest range"/></block></block><block s="doSayFor"><l>lets go gg boysssss</l><l>3</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>guess the number in between 1 and </l><l> </l><block var="new highest range"/><l> </l><l></l></list></block></block><block s="doSetVar"><l>number device person guessed</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="number device person guessed"/><block var="random numeral device"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>goooooood jobbbb oh my gawddddddd </l><block var="name"/><l>it wasssssss</l><block var="random numeral device"/></list></block><l>3</l></block></script><script><block s="doUntil"><block s="reportEquals"><block var="number device person guessed"/><block var="random numeral device"/></block><script><block s="doIfElse"><block s="reportLessThan"><block var="number device person guessed"/><block var="random numeral device"/></block><script><block s="doChangeVar"><l>number of guesses</l><l>1</l></block><block s="doSayFor"><l>nah, higher bro</l><l>5</l></block><block s="doAsk"><l>try again</l></block><block s="doSetVar"><l>number device person guessed</l><block s="getLastAnswer"></block></block></script><script><block s="doIf"><block s="reportGreaterThan"><block var="number device person guessed"/><block var="random numeral device"/></block><script><block s="doChangeVar"><l>number of guesses</l><l>1</l></block><block s="doSayFor"><l>nah, lower my dood</l><l>5</l></block><block s="doAsk"><l>try again</l></block><block s="doSetVar"><l>number device person guessed</l><block s="getLastAnswer"></block></block></script></block></script></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>thank god your done</l><l> </l><block var="name"/><l> </l><l>it was the numerical device</l><l> </l><block var="random numeral device"/><l> </l><l>that took you</l><l> </l><block s="reportSum"><block var="number of guesses"/><l>1</l></block><l> </l><l>tries!!!</l></list></block><l>5</l></block></script></block-definition><block-definition s="special star" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setEffect"><l><option>ghost</option></l><l>10000</l></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>6</l><script><block s="turn"><l>243</l></block><block s="setColor"><color>245,239,0,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block></script></block></script></block-definition><block-definition s="boom" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setVolume"><l>1000000000</l></block><block s="playFreq"><l>8000</l></block></script></block-definition></blocks><variables></variables></project><media name="Abstraction: Guessing Game	U2L4.2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>