<snapdata remixID="8875403"><project name='lab 2.4 Guessing Game' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>You&apos;re the psychic now. This purple monster thing wants to play a game with you. He will think of a number and you must guess it correctly. Click the green flag to see if you can win.</notes>
  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qNZuG8G3eC/YCQN6t4R0bO1JpMNV8fDTzU0y4Mwio+yYOwKXXXRTyzQGiDV5g5zEuNxQxAFUr0A0zoix9QfqE8m0xnXZGvzkC42c+5b+TS+IdEd4VsQKkDEx5ksyvYKkAqMOXXZloAJD3qnm/2raPtD44VnAsRLu75dnp/KdsNdy2y/IRA7Dt1Rdg0qfeLxrZMc2omNGxGxKP9BA0NKEbN24MM7l8FWHy5MmBv6tewYoVAP2HUhck4XJcHxE47DVfDzRoXg+VUytiy7fB5451tazcrnjD0E4heGkzYIV8upc7JI7kFdGhdzs89Z76krgbIImyqpXHV/gfmX4/6jauHdK87PdZ9btjxw40btzY/5HqFaxYAVDn0roXmQVlZ/3iBE1o34dvdN10pMGGXYcRa8Du93TFQ9MGux6QbgXzwK8Z0AmjZj3gWJ2ajxpQh1Q+UqQAlAOQq3tMQFJyRT9bxQVA9m1YrdDLUypZUU5PvPUg+N2ApI43XYGx71h/Y4CqLfnziAHIW2m8nRYr4p0G7hkLikTdW/GoAuCAAQNw62H7hyedxr17x7/w/TehDzuKY1hLzx6Jl16KzZfu5Ow7hBvq9rdl7aOctyP6ujF+c1Tr9udFZco9ATAqPbtohBn2/JzDUVlx5m4L8grw4uBpWD5vFaye4WXU3O770GfcdFkXEbJcXgBQvpqp256Xcgd2H8SYPhNDXpVw+10hXvrVrVMqAKg7mFiUiwSA5MfqJQXz3eBY8F1a2iwTAKSfxgeA/v73v4c8exGNSXADQAE21ZMd9P9Wrlzp+GhRNHgvDW2UGQByD1e+w+shuLecL10A2p14NjdK7XfTZ5n+N2Li5DEPWJIE16RJE0y/MJjnErwRjBs2bNCOhu3G5BWALVp1R5MW4ceS4tovVNKlXgPKaZL/bjS+F+O3rf/k/y1rREazs2a5f7GBAFy0aBEmNtvguO6cNKDgI252w0VYZgCoMoHiQrn5sUg+lUbf0Yq4Y8KdE5LOMa0VH47GyRMF6NjtWaRUqBJYANu3bw8kvkuS9SgJvJQbADoJW9aUopwO4OzaFO3FgaeGeKkGoPwopUoDqkURnRJxH8+dHEs1AM0Bgm4axJ2I9EvHwacvK1GyTAHQ/fCda/zzsxeQf8h4eKhaxlm4tNNDjhVivb8b7fGVhPZKNQCtDgoc2PsDdmxegcYtOqJW3dAvh3YrcDdm3f+dIQnwv/kXJ30JlCkAblo3D3t2fhUYff1GF6NV2+BBBn2xGCXdADCu/dxK1yhfpgBoBgwHKLbF7I5FmYFWNb0+Lrv6Eb9wtm9eic2FT+62aNUDTVoYX3pjJu5uzEszvpskTu4kUKYAuPrjcThacDAggcqpNXBl1ydgdyyKBVXXJnXEGT9coCMl6zKlGoBW22RfrX4FuQe2onqtZrj4yqH+Udsdi+Jn8qNBQkRWhwkMHy8By/4U+o3rrBMHYDkFoN+H0PxmJKcvmJE/a9mquz+AESSSyv379we/adMuQd0lKzEegHjAYanWgAKA4ssBPYzfsgq1HbUaQcf9Y3HHxAns8SDEm/RLPQD9wcL27WjatKn/WyrtyOo1e3NZAbxt27aBp2zMFAegN5A51SoTANQRCzXZoEGDAiCVAUntRW2nimKdAEiNOe1MT2RlGSdy4qQngXIDQFkc1Ji8mimIJ2SEmXVcrQp/M26G9UAnlyqXAHQvJqOGKuDx+c7g4pn5Ub8W4JXf0lAvDkAXs5SYkGj5zUiiCfHYEJ8EycnJcdFy+S1argHYsaP6JU++MyPul9BvdAp0AkD0nUGXrCS/xozvDTsvrjIPQAYedkfxdSJjHcDZiZgmmUDUpREjRmDSJPun1nTbKU3lyiQAxUFVMRGRnG4uyskUJtz8repFyUNR91UmAagKFopayG77K0/RdJkDYGkHH8EaB6DbJVuCypcUAIr3/wKisTnIYCW6OABLEKDcslLcABTbeStWrECHDsHzg4HtQqZyLE7UyOMsVwCc0KGDLzE5GUkpKYGf5JQUxPpv/v5M/Vr9LTFJP4pkyuTElPZaqRK3wFaVFwGEGXjmejoLpFwBcACPs5UR4nnk4op4CZoBGnI8DuAdJDgmtHXb0uiuSIt4UWIJ5RWAwlSqZkj3qJcb0DgtFGrSbgsS4f0mi2pEJevzcglAguVyAOpvzgUIlhpIwPyezrfd3ADwAwBZPa0Nj5t2ShaUvHETAsAWDYxG9h8CDjl/85W33mJcS2WCObmZALq75EPVLrXWowsSofcqtdH5HBszXBQA/E19Y47zjrgURAyKW2rA+jWAtErB3vbmAvklgFnV+J2AwontCqCuqhGLz1UA9AIauza9tKU7pCZ1gJRkYFc2cITOaAkgpQlOSAAa1ACqGI+7++mXHODXoyWAexMLVpMq7nToBAh2I4oFAD8G8KaFGY4FAM+qacxfSbRsSgCaJyUp0QBkpQrBT3YfBKQv4yk2ZMpA8WpurZh38tlE+sULwK3McDQB2KwewPmiO0XwRUKZVYGa1axb2Lzbe8uuAWjuKjnJAGTFlOAnP2cDR2Os4itXBDJSgarBr97FY7uNNIyIcJ8t9Gm9imfLHuCMDzgBYL6Nz8aItQN8UTPtkQKQ89Co8Ht7DuQBuYfVo6csqSH5U1lSLHJNumDZecCpKL88og1ABig6SKePcXZNgMAk+XwAAXmMs+iS2BbBXSE5vOLxk4YTnVdg9LEYgDgCyhSGjRxdcZBaCaibATAXLsBtboCA8Qr0D3KB564JjYYjac/V4KTCnBv6hOJHpx3Ob9NCh5rP4Wz5RadWeBltAMpVqXXqZeoBkuA5u5ZhCmJJBMh16UC7tNj08kY28Pr1oWCJxPwKLmW3wUsOkCAgGE6eArbvi83Y5VaTE4Gm9Yy/7NwPUBFEQp4AyA4rpQANaxsmiqbKDFD6DLJZ5uenTgM5vxoC4+dWxDIUJLWaG+JEOvlh1aoAdasb2z5WlzdpYg4dBo4VCpQa/38HgpqbluxuU9AQqbnk+MwAlNM5qTSLlYyMBK2BFe3PM/guChJpOh1LqMuPFgDtzC+BRE1o9huoygk0p1CfuShG2KTDR4GC40CtdCBRQsfp08CuHOC4S/NNsNXJCLbPPmgm6IyfPG18Ro3BSXUjTDlooJ/ZDr5AMjsxEUhJMsw1f1NThPx/EsAyZuKCGF3ou5rNL00jgzvKhv8WMuMi3bZXd4ojLyeAt2MfcOJU5O3JLYQBkJ1xcBykoPqZhh9GAQrfzv+ZD/CvwAIjQqJWI/Cy862ZpAYiOEg6DjKdY/qTggho5rBksorOOGnkiyCzIyFUfq4CYb3qQNUqBIqxhztgcSL2nPRZ+n7U3D4uIv72GRaC4OdvO63+Zh7QOCUBq4/48Lg0XvLGRUIgk46fArgoi4pE6o3gJ/9eyTxnSgCaOzpxEqiQomfz6e9RI/5vf9Cc/aaBYfacwKkzOAFyuSxN575D+iZbAE/mTwajFR+HjwH5BcCUY0aU7WR6CZi0ikBysrFY6fvytx9E9g83+LUg6S+FkbsoGsG8W4rUCQyiglj0lGs0NJ5TRsTSBFuZXJ0oWDWROiBTlnH7NerKBg1tzxVOs0ktT6HLFkA0QU3188kENEzx4bZ0jYYdigjtItyUzSeA9/IR0Kp07k97THmItukb5hwG0lOB9Com6xUZ+1GpTcujDUBGW8wp8YeZdTviahdpEwqXmpMTS9LZ/pHrsw6BoLsKhbYxR9zE7K9HjNwk81icWJoy/luYRZp7QdVTgbTKADWfTh7N62wwkKPfK+hAvrd0lbl/2W3h2Jmq4o9dxCqyGk5uEX1zv0anf1vo4/p/JxlzxLpeyBKA3DM8dATI/TW0SaEF5ckSJejYE3j0v7jqzMTPWIbEz1mO0V1GWqhlIkiyTf3agj3RWNmMFGWiT8qtQpoxgpECJqBKA8XC0ee4OXdWbZsjW7FfbJYVFyqBxiCOv7mI+Zs/VCxetbVtFKxrhovE7JYG5NjwyH1zpnY4sYKcti6FPGOxvSnPKZUBTbM5l0etLFJRRSF2VwCkFmFELKJG7gc3rBUeRZpP0/i1nkV0zJ0G7nSQaO6YNxQRn3nwsdoKchKyHLWzHF0BanKaNWoT/lvwL9oRBzWErHRAZ8VDLI7G0eJwbkhHTwA/H4gdxOim6QQ8tgBsXNs4gmU2p2IVybshnASCSZCVL8F921rMzZnGzEk9dhxIrWyYy4P5wEFNExxN8YnxyG0yncSFY0Xcb+WCEUfVqqcB9B0Z/QqS4yWmhIQ2dMN3k7rGoqQv6tXPEv2JtmJ1HIs5YbE3r3sAwjERbWWGiWwKXnb06Tyb/UVqRvnEDDXcgUOGD+FENAs0D3SYaR6iTQyKalYN9wnpe/6Sax392vEgb/yzDBPGBUclZz2x0Gkv/O2QhQl0wQVJXtgWfSvxtSPiSBXluCf4DrtSPJwnnoohCSukk9FQNlxYoGY6kFm4/ckNhT0u32TSBqDYehOMmZO3JdEXjEHGRndeynQ5Wa46MnZK9CsByIQt93xJRLhTNBkr8ynAvfWX8GiLKZ4a1QyHWiZGbTShkaZRmBdkACE0vkoDMREtAg5xnCsWaBQ7QBznT4V78TTVNLMk7l7QZDOgsNqBcXOghO3JbTN9tc10+oXpGFo8+pnEiLylKo+f0TL32MUulS0AZY3npO2EP8EtNua0zDk4gpIAiRUV7np5at5qZVZMNlJDMqBpVrj43JJYOF7r6/Rn9l0ZWDDA0CEdEMquVDR8R5E3FPxZAlBEf3SwCSxzNKN7KoKd1agaOpmqjXSuHAKWTr2Z6MMwQGGb1AA8D7gvV0fUoWWo1dg+fRdxIEKU4I4ItSYXTrRIbE8yGcztrWiQ7H9ycRw8HHpog5pY5F2d+qMFoV8sbxJQ24nTN/TZnfbUdcdCuVr5rmEAFAMT2sHKYRWOrWoTn8wx+q1dmIDm/5MRoZ6ZLJZPNIvBEADUwKp9UPLhP/LlA47Iqz4BSEooPDxhfL9MGIkkaiSb7LrCF+XExNIk6mopcx9yAKg6JGA+fWMXRdNkcp6EmAi4vVFaKIJ/jtnqULLyOJZdxKQbSTlpNJ0J9J0Bjp0yomL6D5wAHnZQHXBlefo//B3poUkdPt2UkXeFducEI12nNsT2mt1Ok07/8qEA5nNlf57amW5HpAdGdPiQy3gGIP09qmmqVYKsWuGGt/kQKjsTJs1O29BU0+zLN++sBuIUcdEcc/Od6QoGK6WFhDtjFcDxCBiPgpF2ZxupGa9kPklkl1cUOd2iukGnBCBVM30ynq/z77tKm/ayMJi05o/OgQM7IQrTTlNBcLNvEk01k7h2xAXA1cvgwWonhfW5wiPhzevE69ZrUBPgCWgz6bg5Vn3I4OXn1Jzc3tMlkWiPxZagrQZ0yuX5z8QdCY0Gdc2w7qBtAZaoZ6bs6vvBmRp+RUDFl/9AKTfdC0/QsDzNeaQ7Enb9CvkTLAwM5MWk0khMgTTINBLfJAYPBA/PckZC4mqn14Wg6lupAdmAHdCa1zO2ogjOskgMXqiV6cwLnzMW100F8OxSKDx9xIhd3u6kvBnIyNchSuqDAU7YiAiATuAsi4As7jGZD0foXGsobp5V/WsBkKbAbg/X6g6JqtP45/oSkN2iaOYR9TmIbcn/BxbizNPoQzIcAAAAAElFTkSuQmCC</thumbnail>
  <stage inheritance='true' id='1' volume='100' height='360' tempo='60' lines='round' width='480' name='Stage' sublistIDs='false' threadsafe='false' codify='false' color='255,255,255,1' scheduled='false' pan='0' ternary='false' costume='1'>
    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oJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails>
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        <item>
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' center-y='309.5' name='Untitled' id='3'/>
        </item>
      </list>
    </costumes>
    <sounds>
      <list struct='atomic' id='4'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite x='-16' pen='tip' id='9' y='-13' name='Sprite' idx='1' volume='100' rotation='1' scale='1' heading='90' draggable='true' color='80,80,80,1' pan='0' costume='1'>
        <costumes>
          <list id='10'>
            <item>
              <costume center-x='83' image='data:image/png;base64,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' center-y='115' name='Untitled' id='11'/>
            </item>
          </list>
        </costumes>
        <sounds>
          <list struct='atomic' id='12'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='104' y='35'>
            <block s='receiveGo'/>
            <block s='doAsk'>
              <l>what&apos;s your name?</l>
            </block>
            <block s='doSetVar'>
              <l>name</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doSayFor'>
              <block s='reportJoinWords'>
                <list>
                  <l>Nice to meet you </l>
                  <block s='getLastAnswer'/>
                  <l>!</l>
                </list>
              </block>
              <l>2</l>
            </block>
            <block s='doSayFor'>
              <l>Let&apos;s play a game! I&apos;ll think of a random number and if you guess it right, you win. If you lose, you owe me 5 bucks</l>
              <l>4</l>
            </block>
            <block s='doAsk'>
              <l>You can choose the range of what the secret number can be. Type in the highest possible number you would want.</l>
            </block>
            <block s='doSetVar'>
              <l>range</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doAsk'>
              <block s='reportJoinWords'>
                <list>
                  <l>Okay! Choose a number between 1 and </l>
                  <block var='range'/>
                </list>
              </block>
            </block>
            <block s='doSetVar'>
              <l>guess</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doSetVar'>
              <l>random number</l>
              <block s='reportRandom'>
                <l>1</l>
                <block var='range'/>
              </block>
            </block>
            <block s='doSetVar'>
              <l>number of guesses</l>
              <l>0</l>
            </block>
            <block s='doUntil'>
              <block s='reportEquals'>
                <block var='guess'/>
                <block var='random number'/>
              </block>
              <script>
                <block s='bubble'>
                  <block s='reportJoinWords'>
                    <list>
                      <l>Sorry </l>
                      <block var='name'/>
                      <l>! Give me 5 bucks</l>
                    </list>
                  </block>
                </block>
                <block s='doAsk'>
                  <l> Try again</l>
                </block>
                <block s='doChangeVar'>
                  <l>number of guesses</l>
                  <l>1</l>
                </block>
              </script>
            </block>
            <block s='doIf'>
              <block s='reportEquals'>
                <block var='guess'/>
                <block var='random number'/>
              </block>
              <script>
                <block s='doChangeVar'>
                  <l>number of guesses</l>
                  <l>1</l>
                </block>
                <block s='bubble'>
                  <block s='reportJoinWords'>
                    <list>
                      <block var='name'/>
                      <l> You read my mind wow! </l>
                      <l>It took you </l>
                      <block var='number of guesses'/>
                      <l> try/tries!</l>
                    </list>
                  </block>
                </block>
              </script>
            </block>
            <block s='doBroadcast'>
              <l>new game</l>
            </block>
          </script>
          <script x='661' y='30'>
            <block s='receiveMessage'>
              <l>new game</l>
            </block>
            <block s='doWait'>
              <l>3</l>
            </block>
            <block s='doAsk'>
              <l>Do you want to play again? Yes or no.</l>
            </block>
            <block s='doIf'>
              <block s='reportEquals'>
                <block s='getLastAnswer'/>
                <l>yes</l>
              </block>
              <script>
                <block s='doBroadcast'>
                  <l>next round</l>
                </block>
              </script>
            </block>
            <block s='doIf'>
              <block s='reportEquals'>
                <block s='getLastAnswer'/>
                <l>no</l>
              </block>
              <script>
                <block s='doSayFor'>
                  <l>Okay.. bye bye now. Thanks for playing.</l>
                  <l>2</l>
                </block>
              </script>
            </block>
          </script>
          <script x='667' y='265'>
            <block s='receiveMessage'>
              <l>next round</l>
            </block>
            <block s='doAsk'>
              <l>You can choose the range of what the secret number can be. Type in the highest possible number you would want.</l>
            </block>
            <block s='doSetVar'>
              <l>range</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doAsk'>
              <block s='reportJoinWords'>
                <list>
                  <l>Okay! Choose a number between 1 and </l>
                  <block var='range'/>
                </list>
              </block>
            </block>
            <block s='doSetVar'>
              <l>guess</l>
              <block s='getLastAnswer'/>
            </block>
            <block s='doSetVar'>
              <l>random number</l>
              <block s='reportRandom'>
                <l>1</l>
                <block var='range'/>
              </block>
            </block>
            <block s='doSetVar'>
              <l>number of guesses</l>
              <l>0</l>
            </block>
            <block s='doUntil'>
              <block s='reportEquals'>
                <block var='guess'/>
                <block var='random number'/>
              </block>
              <script>
                <block s='bubble'>
                  <block s='reportJoinWords'>
                    <list>
                      <l>Sorry </l>
                      <block var='name'/>
                      <l>! Give me 5 bucks</l>
                      <l/>
                    </list>
                  </block>
                </block>
                <block s='doAsk'>
                  <l> Try again</l>
                </block>
                <block s='doChangeVar'>
                  <l>number of guesses</l>
                  <l>1</l>
                </block>
              </script>
            </block>
            <block s='doIf'>
              <block s='reportEquals'>
                <block var='guess'/>
                <block var='random number'/>
              </block>
              <script>
                <block s='doChangeVar'>
                  <l>number of guesses</l>
                  <l>1</l>
                </block>
                <block s='bubble'>
                  <block s='reportJoinWords'>
                    <list>
                      <block var='name'/>
                      <l> You read my mind wow!</l>
                      <l>It took you </l>
                      <block var='number of guesses'/>
                      <l> try/tries!</l>
                    </list>
                  </block>
                </block>
              </script>
            </block>
            <block s='doBroadcast'>
              <l>new game</l>
            </block>
          </script>
        </scripts>
      </sprite>
      <watcher x='10' color='243,118,29' style='normal' var='rng' y='10' hidden='true'/>
      <watcher scope='Stage' x='10' s='getLastAnswer' style='normal' y='94.00000799999998' color='4,148,220' hidden='true'/>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks/>
  <variables>
    <variable name='rng' transient='true'/>
    <variable name='random number'>
      <l>2</l>
    </variable>
    <variable name='guess'>
      <l>1</l>
    </variable>
    <variable name='name'>
      <l>ivy</l>
    </variable>
    <variable name='range'>
      <l>2</l>
    </variable>
    <variable name='number of guesses'>
      <l>52</l>
    </variable>
  </variables>
</project><media name="lab 2.4 Guessing Game" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>