<snapdata remixID="13478134"><project name="Unit 4 Project" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADgNJREFUeF7tnQewTVcXx//v6Z14uiif3qJk1CAMRkbEl+ge3yhByFODRO8MowuJGRlRhiijjt47EaPm0+IhepDoXfi+/47Le9e995xbjnfP2WvNGDPuPvvsvdbPbmvtdSJevHjxAiKigQTSQIQAaE7zz58/x5QpU9C7d2+89957+PLLL5E/f36sWbMG33//PVKlSoXDhw8jffr05iqUUkoDAqAJEE6fPo3ixYtj/fr1qFq1qscnnj59qn77448/sG/fPkRFRZmoWYoIgAYMXL58GQUKFMBff/2FZMmSGRKzZMkSNG3aFHfv3jVV3rBChxcQAH0YmNNu0qRJcf/+ffz5559o1aoV1q5di8jIyFdPcQldp04drFy5EokSJVL/PmrUKEyaNAlXrlxxOD7Bd08A9KHDH374Qa3rvv32W7Rs2RLDhg1Drly54j2xceNG1K9fH4MGDUKPHj1e/ZYkSRIsX75cwSniXQMCoA86ONJxFPQlK1asUJAlTpwYeP4M4KFCRAQ2bt6KmJgYnDx5UvjzoQEB0Ityrl69ikqVKuHMmTPGAD19AOwcDBybAxDYyMS41/Ik0qZNawiwceXOLiEAerEvp96uXbti69at3gngaLe9D3BiIdB8J/D4NjCnItDtlnomIiICcszq+z+QAOhFP7t27cLQoUOxbt06zyWePQSm5gQaLAVyVgVuHANWNAXaHHlVXgA0Hr0FQC86io2NxaeffoqjR4++WYJrvcmZgM5XgUTJ/ln3TS8ItP8t3u6Ya0gZAWUENP5v6KHE48ePkSZNGjx58sT4+ZX/AYo0AfLVfVX2999/R4UKFeQoxkB7MgL6UBC9GfPnz0fNmjW9lHoB7BsH3L0I1JgYr0zr1q2VN2TMmDHGAGtcQgD0Yfzz58+jZMmSygvC9dwbcnkvcGYtUHlwvJ9u3LiBd999Fw8fPtQYLXNdFwAN9NSlSxfs3bsXP//8s2cI3Z7/+++/kSJFCvVMmTJlzFlB41ICoAnjf/jhh7h27RoOHjyI5MmTe33i5s2byJo1K3788UdER0ebqFmKCIAmGZgxYwa++OILtGnTBsOHD1dhV9zlcsRjBEyjRo1w4sQJ/PLLLyp4QcScBgRAc3rCs2fP1LRKCBme5YKPPl+66woXLqx8xtz5KreciCkNCIAGaiJc48ePVxEugwcPBne3DD51lwcPHoCjZP/+/VXQ6tdffx0vasaUNTQsJAD6MPr169fVdDpz5kx1KG1WGAXTtm1bFYjwzjvvmH1My3ICoBez//rrr6hduzbOnj2rYgL9FR7B5M2bFwzXYjS1iGcNCIAe9HLhwgV88MEHoDfD4/mfSZo4fefMmVPtnrNkyWLyKb2KCYBu9uZmI2PGjOrw2RXh7AkJluPvRoByJMyRI4eqT+RNDQiAbjphZHONGjW8Xj5iccYI5suXT/3hjthI9uzZozYo06dPNyqq3e8CYByTMwChYMGCaur1JYSO5Qjgb7+9joDx9Qw3IzIKygjoEyyG11Pq1asX8pFo27ZtOHLkCDp37hzyuu1coYyAcazHjQK9GlYIw7p4oZ3eEpHXGhAAX+qCvl4el/Bvq4SblgEDBmDgwIFySP1SydoDyHVflSpVwMwGBGT//v1W8YfSpUtj8uTJ+Oijj7BlyxaUK1fOsnfZpWJtAWQQQd++fTFr1izlsWDoPO/3bt682TLbffbZZ1i6dKl6F112vHd86tQppEuXzrJ3hnvF2gFI4xOyunXrgscjpUqVUja6d++einxmwIFVUrlyZezcufNV9Rx1y5cvj9SpU2PTpk1gYINuohWA9HAUK1YMQ4YMQffu3d+wNbMeMAraKiFghM5duPFhNA0DGL755hut1odaAMhIlSJFiigje71m+f+cLgw2ffTokSX80S1HwC9evOi1fq4LP/74Y/BKKNeLOoijAaS7jDldaNBjx44hZcqUPm06btw4NGnSRPlvjYSgEiqjOl318PiF9Rt5Q7hE4Eg4d+5cHD9+3PHrQ0cCSCMuXLhQRS/Ta5EtWzYjntTvvEzEEYj3P4yEPmDumgm5GWGajx07dvj0L8eth+eG77//PjJlyqRGbaeuDx0HIEc6Hm/Q99q4cWMzbMQrU7ZsWbVJ4Z1gX8Lbcq7LR0YvYY5B7oDNgO1eF1O8cenAs8OvvvrKMPjBqC3h9rtjALx165byz/KMbfbs2QHr+fbt2+oq5rlz5wKuI+6DHI2zZ88OboCCCdVnXCFdhMy+6qT4QtsDyKmKRyrMZsVD5ECCR91J27BhA6ZNm4bFixcHDSHXoJ988gkaNmwYdF2EmQmT2C6uKY1G6aBf+BYqsC2A3ABMmDABI0aMUBEpjOELpYwePVrlhZkzZ05A0x5hadeunVp/MrFlKMXlV+bldyZJD2ZkDWW7AqnLtgBOnToVRYsWRfXq1QPpt6ln5s2bpzKfHjp0yONFJG+VcBrnWpKeFqb1tUouXbqkjpdGjhyJTp06WfUaS+u1LYCWaiVO5Vxb8qolI1noOuO05ykKmiMeL6bz2iaB9RfaYPrD3TX92XYUAdCk1TjacJRhXB9HHR6rZMiQQSUvp0uPu2+OxvyWCEPwRcxpQAA0oSe6z7Zv347vvvtO+Yq53qRXg2d0FF7fpIeDoVwVK1ZEx44dwXQeTj27M6Ey00UEQB+q4lqOvlnuirt164bmzZurUc/bRSROw5yy6cWYOHGiGhHp/WCuaBHPGhAAPeiFoVrM/0JvyoIFCwI+d2MIfrNmzVTeGAai+rplpyugAqCb5TmNctMxduxYFR8YrHBUZKYEjqA8RM6cOXOwVTrqeQEwjjkZmFqrVi11eSjUHx3kjThGuNCjIdmzXitdAHypC0YmMxCBHgarpkoeIDMekYfH/NKmiHwtUzHAaZeRJ/T/WgWfCzZCyPvEzD2jcyi+Sx/aj4DccPBIhe48s7F9wY5cnI4Z8MAABd1FewCZ969QoUIqXMqs8FOsjEj5/PPPVZhUIMKvbjLOj/5snUVrAO/cuaOmXrPpNVyglChRQk2hlGA+RMP0bQyYtXraD2fAtQaQGfD5idXcuXP7ZSMeMvNSEz0dpj5k46V27ro5gvKsUVfRFkCu/Qier0tCvqBg2jVGRAcrPO6h90RX0RZABhAwsID5nBNS+CUmftqhWrVqCdmMBHu3tgDSy8HIYqMEk1ZbhtE0dNVZmZHB6j4EU7+2ADKuj7vZcBBG1xBEHUVLALn+49GLmeymbwMKRstwRx6uwpOCVatWqaVCqEVLABm5zGmPftlwEF6GD+ed8P3799GiRQulKt4/4bKFkUKhEC0B5A06Bo0yU1U4CGMOeQkqnIVfgfK0TuUxFOMee/bsGVDzBcCA1Bbah7gTp0cmnMUbgIwW5w5eAPTDejIF+6EsAO5TMJ9etGiRf5V4Ka3lCMhNCNNd+OuCC4nGPVTCqBiG/4eryCbEAsuE085T5084aDkCkmd+fJCbkHA4iGbaDuYG1FG0BZA5A3fv3o1evXolqN15/BIVFaW+zqSjaAsg8/rlyZMn4GCEUMEiwQjBBLSFygoJVE9MTAz69OljKiOqFU3kPZR+/fqFbEdpRRutrlPbEZCK5c6TySwZl5cQwotJhDAyMjIhXh8W79QaQFqAF9B5P4M5/N6mMNsCv03HA16dRXsAeSbIPHuxsbEhCTA1AxMPwnmnhAmPdBftASQA/E4H8/mdPXvW8vsZ9J1y6rXi8rsdYRYAX1qNF9KZg5lp1qzKOOrKbLps2TLliRGRi+nxGCB8derUUcklQ52ag9NumTJlsHr1apVfUOQfDcgI6EYCp2PujJloksnPg/WU8JSL0DH8i0nUJTlRfIULgB6GIm5MmE6N4Pz0009quvQXRILHETU6OlqNqkymrvNxi7cRXwD0MRfyuiTTqtFtx89nNWjQQE3NhNEdSALHPwytZ6gS07u5RlLJAeNdyQKgicUYgy75OVVOywcOHFAfnmFWA1eKXiY3YmIjfhGJ6zx6WJjmzarNjIkm26aIAGgbUzmzoQKgM+1qm14JgLYxlTMbKgA606626ZUAaBtTObOhAqAz7WqbXgmAtjGVMxsqADrTrrbplQBoG1M5s6ECoDPtapteCYC2MZUzGyoAOtOutumVAGgbUzmzoQKgM+1qm15pB2BEt1F4MTFhM+Pbho630FDtAHwLOg3LV5QaMwOHerUJu7ZZAmC1KfNw5PI17O/RCv/KmD4sOs2RzyVWjYA5B01FmuRJsaDlvzFlxwGcv3kbazs0Mey/P/r679UbWHb0lKpzxPrdiB3QAdnSpvb5jrh9Z8HjfdqhcJaMhu16GwVCDmDcKS5Tv0k43rc9olIF/0WhUCnDyinYVbf7377a7q++Lt66i3zDpuHxuH+yepntj9lyodKz2XosBZCNiOo3CTdGdDXbHsvLWWmIYAE0oy8CGD17BbZ3aS4AeqKFRuAQH1fCZbj3Z8QI5H9CoAD6oy8C2GHhWqxs30gA9Aaga41FZV25cw9lc2ULxJ6WPBPOI6AZfQmABljsO38F5cfPsnzB7y+d7gtxPh/qzUggI6C/+goUwP6rtmPEht1KbTnSpcHFITH+qtCS8iFfA1rSSqnUsRoQAB1rWnt0TAC0h50c20oB0LGmtUfHBEB72MmxrRQAHWtae3RMALSHnRzbSgHQsaa1R8cEQHvYybGtFAAda1p7dEwAtIedHNtKAdCxprVHxwRAe9jJsa0UAB1rWnt0TAC0h50c20oB0LGmtUfHBEB72MmxrRQAHWtae3RMALSHnRzbSgHQsaa1R8f+B0zRdQIeopMnAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Unit 4 Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for %&apos;i&apos; %&apos;item&apos; in %&apos;list&apos; %&apos;code&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doForEach"><l>itemm</l><block var="list"/><script><block s="doSetVar"><l>item</l><block var="itemm"/></block><block s="doRun"><block var="code"/><list></list></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block-definition><block-definition s="does %&apos;list&apos; contain %&apos;object&apos; ?" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><custom-block s="for %upvar %upvar in %l %cs"><l>i</l><l>item</l><block var="list"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="item"/><block var="object"/></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></custom-block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="index of %&apos;item&apos; in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><custom-block s="for %upvar %upvar in %l %cs"><l>i</l><l>itemm</l><block var="list"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="itemm"/><block var="item"/></list></block><script><block s="doReport"><block var="i"/></block></script><list></list></block></script></custom-block><block s="doReport"><l>-1</l></block></script></block-definition><block-definition s="first word that starts with %&apos;letter&apos; in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%l"></input></inputs><script><custom-block s="for %upvar %upvar in %l %cs"><l>i</l><l>item</l><block var="list"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="letter"/><block s="reportLetter"><l>1</l><block var="item"/></block></list></block><script><block s="doReport"><block var="item"/></block></script><list></list></block></script></custom-block><block s="doReport"><l></l></block></script></block-definition><block-definition s="sum of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>total</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>total</l><block var="item"/></block></script></block><block s="doReport"><block var="total"/></block></script></block-definition><block-definition s="average of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportQuotient"><custom-block s="sum of list %l"><block var="list"/></custom-block><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></block></block></script></block-definition><block-definition s="is there a negative number in list %&apos;list&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="item"/><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="does list %&apos;list&apos; go in order" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>buffer</l><l>index</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="index"/><l>1</l></list></block><script><block s="doSetVar"><l>buffer</l><block s="reportDifference"><block var="item"/><l>1</l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="item"/><block var="buffer"/></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doSetVar"><l>buffer</l><block var="item"/></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="largest in list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>largest</l></list></block><block s="doSetVar"><l>largest</l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="list"/></block><l>1</l></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><block var="largest"/></list></block><script><block s="doSetVar"><l>largest</l><block var="item"/></block></script><list></list></block></script></block><block s="doReport"><block var="largest"/></block></script></block-definition><block-definition s="abs of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>temp</l></list></block><block s="doSetVar"><l>temp</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>abs</option></l><block var="item"/></block><block var="temp"/></block></script></block><block s="doReport"><block var="temp"/></block></script></block-definition><block-definition s="only evens from list %&apos;list&apos;" type="reporter" 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s="reportJoinWords"><list><l>You got it wrong...  you have </l><block var="chances"/><l> chances left.</l></list></block><l>2</l></block><block s="doTellTo"><l>figure</l><block s="reifyScript"><script><block s="doWearNextCostume"></block></script><list></list></block><list></list></block></script><block s="reportNot"><custom-block s="does %l contain %s ?"><block s="reportTextSplit"><block var="guessedWord"/><l></l></block><l>_</l></custom-block></block><script><block s="doSayFor"><l>Good job, you won!</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></list></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>You already guessed that letter!</l><l>2</l></block></script></list></block></script><list></list></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You lost! The word was </l><block var="wordToGuess"/><l>.</l></list></block><l>2</l></block></script></scripts></sprite><watcher var="wordToGuess" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="guesses" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="chances" style="normal" x="11" y="140.000004" color="243,118,29" hidden="true"/><watcher var="guessedWord" style="normal" x="8" y="169.000004" color="243,118,29" hidden="true"/><watcher scope="host" s="xPosition" style="normal" x="10" y="124.00000399999999" color="74,108,212" hidden="true"/><watcher scope="host" s="yPosition" style="normal" x="10" y="145.00000599999998" color="74,108,212" hidden="true"/><watcher var="words" style="normal" x="10" y="166.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="wordToGuess"><l>equipment</l></variable><variable name="guesses"><list struct="atomic" id="646">e,x,s,t,l,a,i,m,n,v,d</list></variable><variable name="chances"><l>0</l></variable><variable name="guessedWord"><l>e _ _ i _ m e n t </l></variable><variable name="words"><list struct="atomic" 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" 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" 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