<snapdata remixID="9206916"><project name="U5L1-GuessNumber" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAP1ElEQVR4Xu2dCXAUxRrHv4QbuW8prnA87kN43ggoqAjIAxWKx6nFISKCkRsElENAQAWUS+VxKgWFCD4QXkAFFIpCOYwIIpEzSDhEIAkEsruv/q2TGpadne7dme0N+bpqa5PZnj7+/Zu+vp7uGJ/P5yN2rIAmBWIYQE3Kc7RCAQaQQdCqAAOoVX6OnAFkBrQqwABqlZ8jZwCZAa0KMIBa5efIGUBmQKsCDKBW+TlyBpAZ0KoAA6hVfo6cAWQGtCrAAGqVnyNnAJkBrQowgFrl58ilARzUsivN3voJK8YKOKqAFIDTp08n79gdNOL6ekcj58BYASkAU2LG0bX8PqpybSIrxgo4qoAtgOlpaXS10DQRaVnfBEcj58BYAVsAtxceRDVTizGAzIorCgQFEO8rnYsdnxUx14CulEGODjQogMOr/ouGHGvIAOZoRNzNfFAAMfiAu1DwBpVKz0uJCc2oVatW7qaIQ89RClgCuPg/i+n3QWtp1NV1QhDAOP+pFBq/cUGOEogz664ClgAeO3aM4uLibol9amxbGund4G6KOPQcpYDtKDhHqcGZjbgCDGDEJecIzQowgMyDVgUYQK3yc+QMIDOgVQEGUKv8HDkDyAxoVYAB1Co/R84AMgNaFWAAtcrPkTOAzIBWBRhArfJz5AwgM6BVAQZQq/wcOQPIDGhVgAHUKj9HzgA6zEBKSgodP36c0tPTHQ7ZueDKli1LNWrUoDx58jgXaIghMYAhChfotq+//pry5ctHDRs2pLvuusvBkJ0N6sKFC5SYmCgCffTRR50NXDE0BlBRMCvvu3fvptjYWLr33nsdCtH9YPDANGvWjHLlyuV+ZBYxMIAOSY/C1F2bqGbl3LlzhE+9evVUb3XMPwPokJTZEUBkXXe6GUCXAfzll1+oZs2aIpYVK1ZQ6dKlqXHjxtS9e3caO3YsPfzww6Lp/vnnn8VvpUqVIuxIgWt9+/alBQsWUExMDHm9Xjpy5Ai988471KNHD2ratCk1atSIdu3aRSdOnKDVq1fTmjVraP/+/bR8+XL67rvvaNKkSTR69GgRhpVjAB0CQHcwVgVpBrB169a0du1aSktLywKwVq1aAjoD0G7dumUBuHTpUgEfYMXA5scffxQgfvvttwLAl156icqXLy9ABnTPPvusCHvTpk3Cz+TJk0VYRvhWAyedXQeuAR0iVwZA1GoNGjSgLVu2UJkyZUTMAAqQ4fPkk08KeA4dOkS1a9cWv2PECoBefPFFUdPh9x07dggAr127Rg8++KCo9RA2YMMHYRn3MoAOFXC0ByPTlJkhcSI/mGs8efIkoRYN1cmkO9SwZe7jGlBGJQk/ugtSIokBvehONwMYasn53adSkOZm0vjb/P3HH3/c0ncz/4Zo0cT632ckB7UsmnVZp5Ju2TBV/DGAKmoF8StbkP379ydMWqMfCIjQF3zzzTfFQAKDFJjy8Bv6gZgk7tevH82bN0+MoHv27JkFF0BbtmwZdezYkZ555hnRN4TD6Bcja1knm27Z8FT9MYCqiln4ly1I8xQJJoHr1KlDEyZMEADiG9Mq8INpmebNm4vBx9y5c0WtZ67dDAAxaga4DKBDBZldg5EFMNrypzvdXAM6RITuggw1G7rTzQCGWnJhDEIcitKRYBhAR2R0P5B5w/5Nly5eoNGLEhydzjBMbh9++CE98cQTtHnzZmHNwHIujGaxUgWDFVg2sGkoPjC5YaAC050xKR2qAgxgqMpF+L65Q7vRzYw0Gjznc0cBhKkOE8kAzLALY3RrNr+dP3/+thEzwIXl5MsvvwxLCQYwLPkid/O+hcPIFxNLjfv+dWiPvwu1IA2zGQB8+eWXhb338OHDYgEDRsALFy4kfwDHjRuXZZrDKBgOwIbiQk13KHEFuof7gDZKejJvUtJ/59PJjFhKPZhAFSrWoSZ9JmfZW43bI1WQEydOFFM2Tjg09T/99BPdf//9TgQXUhgMoI1s2zauol+PJlFsLh8dOPQr/bN+PcqfvwB16jXgljsB4H333RfVS/H9s4pJ6+rVqxPeEdHlGEAJ5ZfOm0G/Hj9OtWv9g87/nkKDR0+2bIYfeugh8V5ItLvvv/+erl69qn0VNwMoQcr/Pl9OJ04kU9q1dCpXqgR16TPY8i7UhHBYv1eiRAlhdovGN+QKFiyotek1BGQAJQBMWPcJZWbepIyMG5SWlkrd+sYHvcvoD+IbC0aNFdESUeU4LwygTZFjDg41YKbHQzczbtDlK1eoV/8hWJJi2QwXLlw4Kpq37EAzA2g3CvZ4aNPaZeTJ9NDNm6gFr1Pn5wdS7ty5LQHECub69etnh/LXnkYG0KYIDuzfSx3bPfXXMqi/a73EQ0epcJEi2gvvTkgAA2hTimtXf0JD4uPJ68X7Fl6KjY2hrdt3UdVq1e+E8teeBwbQpgjQ5NapXpk8Hqwy9mE9Mh1LPnfbRLT2ksymCWAAJQquWsUy5PXRX8vg/wZQ4jb2IqEAAyghUo0q5cnr8ZIPNaDPR7+dPidxF3uRUYABlFCpbrUKVKp0OTp56iSRz0vHzlyQuIu9yCjAAEqoVKNyOapUOY6KFS1C+/fvo6RTXANKyCblhQGUkKl6xXIUP3wk5SYfTZs2hZtgCc1kvTCAEkphEHL4t2RqUq8GXU1NF6Ngds4owABK6NivXRNKPJtB3kwPpZw/T8eTuQ8oIZuUFwZQQqbnuzSnxSu30awx/ejgkSRauHqrxF3sRUYBSwD79Okjc7/rft577z0qVKhQ2PEMHDiQrl+/HnY44QaA3ax69+4dbjAB78+OeQwK4EcffeSKULKBDh48mKZMmUJYuxauQ1hvvfWW1hXL33zzjdgSt3PnzuFmJ+D92TGPDKArKAQOlAG8XRcGkAF0VAHVh4wBdFT+4IGpFo5q0rgJVlXMxj/3AdUEvSMB/OKLL2jjxo23KIEtxV555RU1dULw7SaACPvGjRtZqZo9e3ZIR1dhtkB2sBYNNSD2JzRehkfmMzMzCduCOOVU82jbBH/88cfUoUMHsRwdZ6A98MADNGLECJo2bRpdvnyZPvvsM/J4PNSmTRvxAg6c1XXVTLoJoJEWHIWAAkAe1q1bR+3atRM7Exw9elTsu4cROH7DBpEZGRlUrFgxevrppyl//vyUmppKr776Kr377rsiOLwLEsypFk4oegUb6WM52ZgxY8RsgPHgDBgwQOw/CIc9Zy5evEiVK1cW234Yzup6oPSp5tEWQGwNgWkDvFoIAPHeK7b/j4+Pp0GDBhG2iUAh4W39kSNHig1zAl1HplRdJAFE2pD+119/XQCHszVeeOEFkZ/XXnuNhgwZInYzRb7feOMNKlmypNhIctu2bfTII4+IrHXp0iXoO8GqhROKXnYAYloLZ4cYAGLu8P333xdHPjz++OPiAfzggw/o0qVLYsNMq+tWaVPNoy2ARkRnzpzJAhDXlixZIo54atKkifCC+S1MGuMVxEDXIYyqcwvAffv20T333COSY9SA+BtgDR06VEx8L1q0SNR0AHD69OmETYQqVKhAlSpVol69emWdr5bdmmCjDMzpRs2IrYDNTTF+x/+BrgfrckQMQJzMgzMs8ITAbdiwgQ4cOCCOAQ10HU+dqnMLQNTQ6PMFAhA1XNGiRUWzig1/ACAOjOnatavoM65fv150R3BaEdydAKB/PgCk8WDi2wDOuB5xAOfPn0/JycnClIV9RFBLwKH/ULVqVWFd+OGHH0RfIm/evJbXowVAQNOyZUtxxgaamqlTp4qkbd26lT799FOqW7cuHTx4kCpWrEjjx48X/Tx01nGiEPblQ3OMPVXg0ISh1seeznYdetXaIRS97Kw96OOhZkMfF5UF8oJXTNHlwHYdjz32GH311VfiwcKmRVbXI94EW0WIAQdeWSxevPgtXqyuq4jqVg2INKAgMBrE9hlmh9OHsPeeeX+XK1euUJEiRejPP/8U3/jd7NA/xqDE/7p/XqMBwGD6o2ZHXqGJeaRsdT1QWKp5lO4DqoDjlF83AXQqjSrhqBaOStjwe0fOA6qK4KR/BlBNTQZQTS9b3wygrUS3eGAA1fSy9c0A2krEAKpIhHk2TPJiUSYsJ4azuq4LQNmpFUxaYxTpPwBDvrD5o79lRHcfEJYbjPhhDSlQoEDAopPNu1W5q+Yx4oMQTGhjKgPnnpldoOtuAIgRHeYksYMVRrQwu2Gi2QwRNgrHub52DmbK9u3bi7lCfxeoIFULxy5+/99lmuDhw4cL65XVKnPZvEcUwLffflscF284TESal+xjvuzUqVPCZIWFCjNnzhSH7cFh7szYyR3/6wYQc5awcrRo0ULMYSYmJtLevXuFdcOw7SKd5slWTLNg7hMT0Y0aNRIHRMNEuXjxYjEpvWfPHjFtgTkzfGMuEXNpxknknTp1EvOj0QIgLFXbt28XEMI0h9pQNe9WU06qeZSqAc1PM54gAHn27FlhvAdcqFFgOcA3Filgjg2FBdGxcMFcmNECICBDrYdD/kaNGkVVqlTJesDM5jlchLUHtcbdd98t8oMJeNi2ATLmC6EB7OOwHWNBBuZA0TTPmDFD7Cdj1K6qheNWDYgJaOQxKSlJAGguH9m8R7QGxJOOcyzgjCcdAKIphQF+5cqVwjQFYz76GMgELA0AEAepRCOAsHbAvosaEE2w2fkXgvkBhPUEFg/UngAQTTCac3OtirCiuQlGn9t4zwYPExYjGDWabN4jCiAOTEHzAgdb6aRJk0QnOyEhQayUWbVqlbCbonOLdYJonmDCQm2HmsMMIMDFfYYt1chIoOtu9AGNJhgPCGoxpBdr5ACk4fwLAbZjmKWaNm0qHrBhw4YFBNAI0wwgakCsp2zbtm3UNMHVqlUTB93g2C/U3MFqQKu8RxRAc38PfTz09VBIEHfWrFli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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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id="44"/></item></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="setYPosition"><l>-100</l></block><block s="doSetVar"><l>condition</l><l>Too Big</l></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="17" y="13" color="4,148,220" hidden="true"/><watcher var="too small" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="too big" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="just right" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="condition" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="number of guesses" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher scope="Too small" s="yPosition" style="normal" x="10" y="115.00000999999997" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="-15" y="-25" heading="90" scale="0.35000000000000014" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="63"><costumes><list id="64"><item><costume name="anina pop front" center-x="240" center-y="180" 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" id="65"/></item></list></costumes><sounds><list struct="atomic" id="66"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>condition</l><l>0</l></block><custom-block s="Computer guesses my number from %n to %n"><l>0</l><l>60</l></custom-block></script><script x="30" y="166"><custom-block s="Number guessing game"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="tell %s to %cs"><l>Sprite(2)</l><script><block s="bubble"><l>I&apos;m thinking of a number from 1 to 60.</l></block></script></custom-block><block s="doDeclareVariables"><list><l>secret number</l><l>number of guesses</l><l>guesses</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>60</l></block></block><block s="doSetVar"><l>number of guesses</l><l>0</l></block><block s="doSetVar"><l>guesses</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>Guess my secret number.</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="guesses"/></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block><custom-block s="tell %s to %cs"><l>Sprite(2)</l><script><block s="bubble"><block var="guesses"/></block></script></custom-block><block s="doSayFor"><custom-block s="high or low answer: %n secret number: %n"><block s="getLastAnswer"></block><block var="secret number"/></custom-block><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed it in </l><block var="number of guesses"/><l> guesses.</l></list></block><l>3</l></block></script></block-definition><block-definition s="high or low answer: %&apos;answer&apos; secret number: %&apos;secret number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>Yay!</l></block></script></block><block s="doIfElse"><block s="reportLessThan"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>too low</l></block></script><script><block s="doReport"><l>too high</l></block></script></block></script></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="Computer guesses my number from %&apos;low&apos; to %&apos;high&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Choose a number from </l><block var="low"/><l> to </l><block var="high"/></list></block><l>2</l><comment w="90" collapsed="false">This is just used to explain the game to the user.&#xD;</comment></block><block s="doSayFor"><l>I will try guessing it in under 12 guesses.</l><l>2</l></block><block s="doDeclareVariables"><list><l>lowest</l><l>highest</l><l>stated number</l><l>number of guesses</l></list></block><block s="doSetVar"><l>number of guesses</l><l>0</l><comment w="90" collapsed="false">This just initializes the variables.&#xD;</comment></block><block s="doSetVar"><l>lowest</l><block var="low"/></block><block s="doSetVar"><l>highest</l><block var="high"/></block><block s="doSetVar"><l>stated number</l><custom-block s="average of %n and %n"><block var="low"/><block var="high"/></custom-block></block><block s="doSetVar"><l>number of guesses</l><l>1</l></block><block s="bubble"><block s="reportJoinWords"><list><l>is it </l><block var="stated number"/><l>?</l></list></block></block><block s="doUntil"><block s="reportEquals"><block var="condition"/><l>Just Right</l></block><script><block s="doIf"><block s="reportEquals"><block var="condition"/><l>Too Small</l><comment w="308" collapsed="false">If you click the &quot;too small&quot; block, the code will recognize that, and thus set the stated number as the new lowest since its too small, and then calculate again after that, and set the condition to 0, so it can be changed again later, while adding 1 to the number of guesses.&#xD;</comment></block><script><block s="doSetVar"><l>lowest</l><block var="stated number"/></block><block s="doSetVar"><l>stated number</l><custom-block s="average of %n and %n"><block var="lowest"/><block var="highest"/></custom-block></block><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><block var="stated number"/><l>?</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="condition"><comment w="271" collapsed="false">If you click the &quot;too big&quot; block, the code will recognize that, and set the stated number as the new highest because it is too big, and then try to determing the correct number again, while changing the condition to 0 and adding 1 to the number of guesses.&#xD;</comment></block><l>Too Big</l></block><script><block s="doSetVar"><l>highest</l><block var="stated number"/></block><block s="doSetVar"><l>stated number</l><custom-block s="average of %n and %n"><block var="highest"/><block var="lowest"/></custom-block></block><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><block var="stated number"/><l>?</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="condition"/><l>Just Right</l><comment w="90" collapsed="false">If the &quot;Just Right&quot; block is clicked, the code will then basically check the number of guesses, and if it exceeds 1, it will say I guessed it in &quot;(number of guesses) attempts, otherwise it will only say attempt, indicating one attempt.</comment></block><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block var="number of guesses"/><l>1</l></block></block><script><block s="bubble"><block s="reportJoinWords"><list><l>I guessed your number in </l><block var="number of guesses"/><l> attempts.</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block></script><script><block s="bubble"><block s="reportJoinWords"><list><l>I guessed your number in </l><block var="number of guesses"/><l> attempt.</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block></script></block></script></block></script></block-definition><block-definition s="average of %&apos;lower&apos; and %&apos;higher&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="higher"/><block var="lower"/></block><l>2</l></block></block></block></script></block-definition></blocks><variables><variable name="too small"><l>0</l></variable><variable name="too big"><l>0</l></variable><variable name="just right"><l>0</l></variable><variable name="condition"><l>Just Right</l></variable><variable name="number of guesses"><l>0</l></variable></variables></project><media name="U5L1-GuessNumber" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>