<snapdata remixID="13145969"><project name="guessing game" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="guessing game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Numberman" idx="1" x="-50" y="-20" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="4" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Numberman_cst_Untitled"></ref></item><item><ref mediaID="Numberman_cst_Untitled(2)"></ref></item><item><ref mediaID="Numberman_cst_Untitled(3)"></ref></item><item><ref mediaID="Numberman_cst_Untitled(4)"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSetVar"><l>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="doChangeVar"><l>Magic number</l><block s="reportRandom"><l>1</l><block var="Magic number"/></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Magic number"/><block s="getLastAnswer"></block></list></block><script><block s="doAsk"><l>What&apos;s your guess?</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="Magic number"/><block s="getLastAnswer"></block></list></block><script><block s="doSwitchToCostume"><l>Untitled(3)</l></block><block s="doSayFor"><l>Too high!</l><l>1</l></block><block s="doSetVar"><l>Guesses</l><block s="reportVariadicSum"><list><block var="Guesses"/><l>1</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Magic number"/><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>Too low!</l><l>1</l></block><block s="doSetVar"><l>Guesses</l><block s="reportVariadicSum"><list><block var="Guesses"/><l>1</l></list></block></block></script><list></list></block></script></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><l>You won!</l><l>1.5</l></block><block s="doSwitchToCostume"><l>Untitled(4)</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>And it only took you </l><block var="Guesses"/><l> guesses,Good job,Very impressive </l><block var="Name"/><l>!</l></list></block><l>5</l></block></script></scripts></sprite><watcher var="Guesses" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Name" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Low" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="High" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="any number" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Guesses"><l>8</l></variable><variable name="Name"><l>g</l></variable><variable name="Low"><l></l></variable><variable name="High"><l></l></variable><variable name="Magic number"><l>64</l></variable><variable name="any number"><l>0</l></variable></variables></scene></scenes></project><media name="guessing game" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="105" center-y="98" image="data:image/png;base64,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" mediaID="Numberman_cst_Untitled"/><costume name="Untitled(2)" center-x="196.5" center-y="160.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMIAAAChCAYAAACVgWDFAAAAAXNSR0IArs4c6QAAHKVJREFUeF7tnQnYNtd4x/+WCJKgqiopsSUSO02K2KpKI7EvtZRSe1tbWltQRUhDVdXaWmJXYqm96aeWhCJUUBJC1VallsYaDSHt9Xu/cz8577yznJnnnJkz85z/dc31ft/7zpzlnrlnzrmX/30+LRfnd1M7d7lTLDOLJYHzxWpoxHZ+SdI1JB0k6cqS9pe0n6RLS+Jv+0i6iKQLuDH9QtL/SvqRpO9J+rakb0j6mqT/kPR5Sae5v404jdJVThKYgyJcR9JNJR0m6Tfcw59ChijFv0r6iKQPSPpUik5Km3lKIFdFuIOk20g6XNJlJxLd1yXtkvROSW+daAyl25EkkJMi3EzSPSXdVdLFRpp/aDc/lPQGSa+VdFLoRW6Jxlz848KSLuiWbizf+Df7mLMl/dT95N8/lnSmpP+RdE6PPsupAySQgyI8WNIDJR0yYPxTXHKqpJdIepWkA9xSjZ+Xk7Rv5bhopAGiiCjFtyT9p9vf2M+vSvqcpJ9E6qutGRT6YDfny3t7s0s6ZUfJ93ANoLwotI3d9maMl2XoGe5vIwy7u4upFIF+HyXpKCfM7pGWM7ok8CX3cKEUp0tCYT/ddVHH328s6YZub/brkq60ZnvVyxnzJ9ze7MOS/iVy+8HNTaEIfAGe4N6gwQOd6Yn2RuStaAdvbixZHD93PzH18jbd0/3k31i/flkSb1uWT0NwllOIj7uH7WRJ32xp6Nck3VbSrSTdQtJeQzpd4xrG+x5J/yTpHZL+a422el06piJg+TlWEm+ZJeLLkl4t6X3uYeOBw2QbA5dwCoGZmCUYJmP7eaBbroT28xlJKIQd7EXYm93NPfyh7YxxHkpxgtubYQJPhrEU4emSHptsFnk1/AxJR488JDbdrN2v6n5e1+25WMd3gY26OR+7zp3q7yjByyW9WNK/pRhEakW4lqQXSbpBisFn3OYpkv4w1U3rMW+WOhghDpV0E+ePyf2h75remyX9Tez9REpFuIekV0i6UNfMFvr3n0n6A0mvy2R+15b0REl3zmQ86w7jjW6pHeULkUoRWBoct+5MF3L94ySxNJwKbMDZmz1yqgEk7vdZzviCD2YwUijCJu0HQgU/xb6BsfH2/ytJVwgd6EzP+4ozx7NsGoTYivCXkh49aCTLv+iZkh4z4jSfL+khI/aXQ1cvkPTQIQOJqQh/LukpQwaxQdc8SdIxiedLZO7xkq6XuJ9cm/+YpPu7iOLgMcZShPs54Qd3vMEncpNelmj+t3M2970TtT+XZs038vbQAcdQhOtLwlxYEC4BzMkfDT896MwHuBiooJM35CRi2F4aMtcYikCsCA6cgnAJfFISsTux8DBJz43V2MLaebik53XNaV1FwBoy5gawaz5z+juGhRje9j+S9MI5TXyCsf6xpL9t63cdRSBbjI1JwXAJsKElK24o7p6Rw27oHMa6Dgfv65s6W0cR3iaJzVnBcAmwmbv9wMtJXSV0uSBcAoSUk4q7A0MVgWyy94f3X85skcBv9cx6oymsQnxJCLQrCJcAyUCsZLAqbcNQRSBt8XfD+y9ntkiAmBnSU/uAGK779LmgnLuSwCtdDNjaioC7ntj7gngSuKIkwgRCQO7Aa0JOLOc0SuBezt+yOmHIF+FPJP11EXJUCfyppGcHtEgO9BckEV5dMFwCZL5dxc/zHqIIcP4Q214QTwIfdLkCXS3+hSSiWQvWlwDR0Y+3ZoYowv+tP4bSQo0Euu4F/E4wVxTEkwDprvBXqUv4dV0WRYh3I/yWuu5FCW+PL/dVeHyX8IsixBd+U4tt9wJWi+84s+l4I1p+T5hRfwX+paII+dzstnuBqRSTaUF8CZBO+8qiCPEFO7TFtnvxj5KOGNpwua5VAidKOrIoQj5PSdO9gOoeuseCdBK4ZFGEdMLt23LTvYB1jrdWQToJHFEUIZ1w+7bcdC9I73xy38bK+b0k8OSiCL3klfTkpntR9gdJxb7V+IlFEdILObSHpntBfQSIgAvSSeDMogjphNu35aZ7URyYfSU54PyiCAOEluiSogiJBBvSbFGEECmNc05RhHHkXNvLEEWgqsmNJhzzErv+UEvdiLI0GuGOD1EEyGTh0yyIJwHKaEFmW4eiCPHk3NjSEEWgjhbF4AriSYDC6dQTK4oQT6a9WhqiCNTYCqbS6zWazTz5LZLu1DL18kUY4bnoqwiUF6Uww9JpxkcQ/aqLW7oCek19fk8SNdQK0kng+30VwWdPoCLMplbDiXVL8BrfuqMxKkweHqvD0k6tBHb1UQQy/6kaaYAGPjXF+dLvWyPhlDdxqPaRdUE6CRwTqghkSH3elTVlOPBIwicJmwWsFgX9JQBrBewVXThS0ru6Tip/X0sCtw5VBEx7dtNIID9IEiU/KWv6KUkUpygIl8Bpkq7jio13XUXR8e92nVT+vpYELhWiCHD5+3yR964skaB2geKlIFwCyAzHZCh2Sfqd0JPLeb0k8G72YCGK4JP9vqOB+Jeawq20272GtuyToXH/u55TLBWJegqsx+lbFYy6FIE8WSwbBgqCsBSqw1Ml/VmPAWziqU9ztY77zn0vtzxir1YQTwJnS7qUpLO6FOFkj4HtRa6afNswqIj+iHjjXFRLz5F01BozoionoRgF8SRAqNBWFdg2RbhbpbBCKFFtsSTtvFGhFqK2W1zIl+MpgLW0eqbbFOEkSb/pruhb5qiUmj3vpsUsKVvqWMdThm11r5sUgeIV7/P6hH35Gz3HAHHSy3tes7TT7xuZmIsQl3+XdOmlCWrk+Xxb0oGSfmj9NimCXwjkxZIePHCgVCfBQhKzguTAoYx6GZVGsaStUx+tacDlBbP+rdzxgqpThKtJOt3rq81SFDok1sjrbBRD+8nhPAwGqb3tr5X0ezlMdoZj+HtJFFvZhjpFYCdN8g14q6Q7RposUZbw+x8aqb3cmvm449v/5xEGBvsdXxvyGArCJUAkLzLjZ6ci/LekX3VnERnp+xHCu2w+E/PqExwLcYz2pm4DlupjJWEeHRM3lYR5uyBcAt+SdJm606tfBIraneBOJAvtgPA+ep15EWcTZ7k0V84e+EhZBvEFJe5qChDuQnG8gnAJUATzTV1fBAoy4z8AhFhj+kuJPVwU64MksTeZAz4rCQMCISXkZEwNXiYh9demHueU/RNPZLFavOgp1L4N/hdhT2dOsmSba0n6zIijh+yWDSCKmFvCDw88AmSjRaJMbsDjjF28YKcE8ByjCGRWgp9Kwgy97SXmK4LvSSaeCGvRFCCe5g6SbiMJ5SAMeQpAtchD/05nNCAuJWc8RNLzcx7gBGN7qKQXuH4/6ULf+S9fBNsCbP3ZV4SXScK+CmJ6Q9edP2HgbAwPc1XTU5VWpeQolhhCzgkrP2XdgU9wPetfajDn9kUdWxS87cmopJi7wY92wNFLRO8KviJ81ctA46HL9UHYT9LVXXIQprDLS+J31MJi472PSxjy5/kLST9yBTew8uAlZ74YBMi8w2/S13M+9s0N7e8QScdLunboBQs7jyUQodWnVubl59WQXLZ/nSIgNAuvJhuKh2rO4I14QTeBn2eyqR1TnsydzfwDxuw0g75eKol8D+55HXgJEnYNyBC0fcNqaUQapjGt1e6qM5hkGUJ/CWB8wLy7b/9LZ3XFN505HmNGG3yrKE5jIqW3YEsj32VPUn7JNpvVc9A62Is7hx+b6SWCzTAO2h8ETI6vxQvdedtCLUwRPifpYHcCa6mPBjRaTpmXBK7vQkBuN69hN44WtkVCdvo8q8jA9r5nSLqq/0XApuprE+vrcxYirDKNnRK4hQuA7CIWy1V2UNvg0X/PgAHiwPX9B3wtt0Kx+SLcTNL7XaOED2N1KFi+BHg74tHHZN6Vsju1NOB/xeSJR7/PF6Bu3FiTLC2AvBsS0LYE4G+U2XU/cOpZl/5HlQCRrIQl41C98ag9d3cG5Q3GG/awOyJGuy+vPYNnHPMqWG2YUQRKl1pMEfSCpZTpQAkv4DL8MrCdw17y2zX+mNRTxN/zXldXGuqgFOUHap/3ogipb+1822c9Tc46/KzXcyE3OC5jAicmoQ8fk/Rh59FPHchYFCHmHdzQtsiVxrpoHn3CXfidefQJr/cdmYSnm0efPGHCWMyjj9WG342NoghjS7z0l6UEiiJkeVvKoMaWQFGEsSVe+stSAkURsrwtZVBjS6AowtgSL/1lKYGiCFneljKosSVQFGFsiZf+spRAUYQEt+X8LtOJvGoy4whgxI5+risLhR2d3GcO+KJSO4sSTHFxTRZFWPOWEoxIVhPsHhw4lS7Xs02cSV+U9AVJMOMRALbKkurZVjl9mASKIvSUG7nQt3fRuZAHpGLTIAyYkGI7YLsuSCeBoggBsiWfFbZpFCA0EpN4GagEeaA5yOVgyUTF0b2dAqFEoewbH3TsCzAwsJwqiCuBoggt8iQnAwW4T8s5X5f0IUmfdgdZfV/rkcSEYrCc4mCJxVILQmS+PE2AzpEYfALSCuJIoChCjRyhAYTCHSKxOpwoiZRAeI6gekwBqC4JeSZzrCmNksQpquXkyLKXQiYp2yyK4EmX7CxyLw6vkTjJIK9w7HZYe8YES7O7SIKo6+Y1HaOUT6/UvR5zfEvoqyiCpItKogwuWXlVsASB7W/dVMBYDwskCpZKWW2TnN3HFnPsIFFvvCLApwo3aHXTStlc+G0waeaIK7mHHqXwQfbWYyT9Q46DznhMjYrgMym/xL2FMp7HoKEdJ+noypWkAj5xRnZ8NtgUdL9zZR6rWsGDJLN5F/Hlt7x8mLKR31byPmtR8kQBDp4llXaiNjHsB1iFDFh/HufIcuf4GGDZYuPsV9bc5Uhtl8LfmvK+QPRszzhGiq3qsSjCJTyGAEIDqJPQxB2ZcoCx2ybX9nUVslcqpcDkBwfmnIFf4rmVgoKkQUJ3zma/oF4ChL9QHwE/D4DB4/umCPwkf/Qg90csKiRTzxmQV1EI0fJnmcvqMzjniVXGzpcNtjcDNRxYOsWue7cUkVHu2J5tWNCN3XFF7AQP5D3cbKkPzAZyrqDACOt/A8njkOFS8GOJgH7lVe7LbvPDMPC2JU52zTlRL5y634DVwqpErzGc+Rvm2jq0aw5grMtxkLFeNnxF0p0cZchYY5iiH9a8WI8sCJAlLg46YzCcYkw59umTXW9bIZgiUCYKukcAxYaVl81xMk1jgtAVD7Dx33/ZlZ9K5RHOTTYsbeEFtdrLrH2hNLS6F7mNd4rxEBNmRgZoH+FU2oLPeYk1xWzsc9snkAuAEmBiBASrYRHYFCWw+0nBFwqeW6EXXm6Qc8Egt+lADuYsxbBwWV8gviIQ4EXdXoB9/Wkzkpw/doa9MovNaA6xhkrULBGsBmRDQOGmAx8MUQVgh0x8RWCzbBVH5uRPoDwSjkADdnY2j5sMSG4huzVQJMQKZGyqXEiEMqZ3SI+3VdfxFQG6PuLpzeR4DVdkL2fBsS5mDUxJWkD1FEqKFuyuIfAIJ4gfO/P4pjrcKD55mpMFPjJSakmjXaHKi08yCNGPgJgMIjRzxhtcpCZjJE+APQJc+gW7JUDBeF5o4NXe0nfT5OOXlsWpSnTvNlQVwS86junxihlLDFv5W7zxwdzMhrngPAngWPT9J5iSfZltiqxwnl3FTZYtAEUFWxWBP/rWI74Ob85UWmSLEUYBKH5I6ETBTgmwf7Iys2S63WjDhETOiSU0NZZOrisZhLWIKoWAtwmey9xwV1dJhXHhPMIURonRgp0SoKYBBbYtvoavPkvKTQFLIYvYZd9ERuIO1CnCAZJ8JgU2pLnF6r9b0i3dbJ5RE2K9KTc5dJ5ktZHIA/Az4IHfBFzT7R1trvhZ2EsGKQInEadi+bPPbsjomkqQeAQx7xpIfieJvqBZAvu7Ah12BiEZvgyXKjtMxtRWBoSgVHM5VvNuqqYInQnRmwY8zrmY3kikoAgcmHNc1NgPnx9n8yxXqX7sMYzZH6EURBjYM85XkK9hLdrKiuKdNG6fnLKgfAsAVpESchz2eB3pYpE4m6Wuhd2HXT2/s451BdYZOYaVVp6qNkXA1GYWI2JV2JBOTTjFJ50MI0BQGYkVBeESoEQriViA2Hy8rUsEzyr0mmYguJcrUds4165C05jbDnNXP8dVbJ9ScH68yCY7iIbeA0JPft9dPLd4sj5zhqSBsBIQZDLuUgQ8cL6pbVvoap+RRToXviFjo5t7AlEkkfRqxk9MWWowHp50POoGjD5+olatwLoUgYvwJbAWB1iT8OhOBfJxzSG0yRGmQ+WPzCAbBp3r5qGdTHwdy3mW9YD9oz27rcMKUQQ/z5PGpvQ2s0expKFiNu3/xPlmVJJULtO/iayv8COoGSgs5n5IeuPgQxSBi5/nRXWS+UU2GGwAY4KN8ZmuQyIHYa0r6C+Bn0gi0hhQKJwN9BJA1DQWRQjRACwfFn3bOb9QRcDSAPuzvUFQjId3th73BP/LxBqQYh0F/SWAZxWPKyBry6xw/VvK6wqMOfZMEm5DkB3h50EIVQQaw9rgJ7xgl4Yteiz4n71WL+FYA5ppP/4aGhYH2BzmDjzGxBQZ7ueI3YLn1UcRaPQESQS8Aey0WJFsuRLc6cAT/ZhymN4sdmZgcxt7GbFZcKaCJ0k6ZuaSgKyB5CzLtx8UbdBXEXBUkBBuyeGYVolmHAO15K1jdLywPpYmR5+Ti6R8Aut60/n3VQSeiepnCE4kYldSg7cXNxGUiNPh0vYjUeeQhdg2U/YE7A0MgxOPhigCnbI0gSDJAMnuycPvTdCVJFy/xp3JOtdSSoMuLietJODH53eGHmQstyqZ21qRD0MVAfmcJIn0SEBWG0FN7BtSweeloSSrcRil6m+p7bKeZvkA5sZfZfcElnNCJ/Z1vyBF157FQfdtHUXAl4B30gLf8PreZNAowi7C5m1rP2zhe4VdVs6qSOAszwcDq/ZYxo6YNwIqS6P6h5mReLgvrdPBOopAv9XkcGLe+dymApO2jTpeUlIQC8IlADeqJTFBje/XWAhvZdoz/cBBRhLFjL+uIjAQkubhEzJQhskSZ2KLzE/Yp8BJIbntJ2G4ULcKY4RGZfZrPvnZvtOMzo6qbJYHDyCGItB5dfOMbRorT2z41I7UFPMZ7mL3tcT2KJlE6STAm7WtrnRu8/ethvbMRfMlxVIEBkZFyvt60mOQKEhMEENvDiBCsv3+Yvaz1LYoo2U8qDgojQs09/n6ZQsYK3SWVgctythjKgID8pnn+D9LJJZKseBbjtjksdkrCJcAxgaMDmAuFiO84PiNDElM57EVgcHC0c8GxgBHkl/eKPy21Z/5Ra8GwBGlGn2wOG/lxYZRmhbantzBqgIHoIHYNv/Zijb+FIpwIZcR5HPnxNwz8IUxkqaSrhn+KPjWltwoeupmAe8uyzcDSTaUBUvCbZtCEWzgPjcSvyOP9GHh963xTH95xEnEPxFjUtAsAQLScHoacl8W+TnHjDk542JKRWACfrQq/4cridDfbZTcA55g6kJjPgUsu4yickBTG3GJT22C+ZSUzRzB80gQHWVyDbXs1bEHn1oRGC8VOjF1GkgEQRlY6w8F1+O8Az9zRfRwthXslABOMxyPLFnBjiIZmQgNniUsgTfwxkMFTGOqSzrMMRSBCfhmT/5PBhHJE8ZSPGSS1MNimQQKG3azBElZtCUpMvMftCFyT3ENTBMogc9TBRk1z80oGEsRmAwP/vGVWT1e0nEDZ1qlmoH+G3LggvMkQAwOwWmGKYkXmu5L1UfAeaNT9YypCEyQhxXrhR/jgu+BpdMPBjzBpBnaepJSoWTMFZwnAb9uGPuzO2YkHPwZbIqt0D1DIw4KbzeRzaNibEVgcgR+4Rn0zavQ0JNk0XepBKXLGV4NtZw4Wke9kTWdYSIlFgdA2Uno9elTD8r1jxmU+DQCJw0Q9OL1noRsegpFsIn7mVL2uyEszVB2UADCUKpq7n7L+lUjCYxkH5UDWAofXRnI5H6NKRUBWZDvjFXp4p5gSBzBYdbn8+jnrVI1kSQhKy6dw80fcwzkhJAtaPeW5SNWtqlBYRdCJa7rDQSSMaqg+gwUk4xzakVg0jjEeKNXizjwO0h/SSTpAoRVPPjG14ODDcHDxbRJIGwCPwHLT/BZlyw1ZfLNnpKeWeNMpaghRL1ZlPzKQRHsQcVSwMOP4AysF3GWYVrrAgRgfEWMAQ8lIC6F6qCbAJQAD6zVPaBmNpSHpLVOhXs7wgW/OuvZjk4GkrhskJMiIBRuJhteKvb4INgKu7JvCqwTol9Bkb/jtONLU1s3K5u7sP5AKKgN6ZmVUKVFNqQEQE4BlmfkD1Q92NTxJpo0u5dTbopgN401LWEBJGn7IDGHkIq24obYyhG4AY8zLH1L9TGwBGQf4Ieko/woxtjgRUbEqJWztf5Z/vB7giSzRK6KgLD2cF8BY2XzBYh1CUtDU7Ad1PXErVvFFK6NnRuRww3FY4zn2McUSsCeBHqfuqBKNshEkq4bX5ZU3jkrgk0csl880HWMejhkyGOti1siKI8K65bsT3tkaOGvCCaHTSr94Y1fTBIVI4kbMkCZj9m0j7Vt+Ah2X8kXmw0v3uEqcJRCIDYLg8UcFMEEzIONQtRFThK6gUL4lVK4jk0afyNp3UAAGl8ZlGSOYOmHD+bK3uA/4pxRY9XDxjBBMFxdqiyFSNjn7ZqTcOekCCZXaP14q9cROmE1IXca05wPP/DMfo/vgZxdPNNzANYgDAZVhr/GavIJJoUVDgVgI14FBTkwk3aWaUowrrWbnKMi2KRJ00QhSEGsgpANFILDwrNZNkAmgN/CB2Y83rCTuPYD7iBhJDgYq0UvvuucUeR8pATrf4wNmELrStISGoHXuvrySTmm6G3PWRFMGDCeoRBNAWVYT1ivcuztvJvVGPdzHc0JVCcE7+UAKC1ZetQVZGF/QIhySkcZBgcUwOqRVWXCF5VxwDU1eyxBEewmYLq7vwv3rmNww8FkCkEYBuY8/A5VkBuL+RW3/9ibamgseQBRgLq9EKET5PHC9ZkCt3UvFF4qVo/Z7wcWDEygfAHG2o+kmOeONpekCP7kiGIk/6GJi5W6YTzwxLoQl2QJPn4bRGxigmXzx0HtuBSg5hceYJJTUIK6e4IlCNKC2OtvQqHxQxAJTN9G9VKdJz4YFMDYyFPIYdI2l6oIJtSDXYUfqvzgfW0CxU/wW1isUt15bKpPdQeBgVCiGI9o6E3cT9LVXP03zMI3lHRgy8Ws/wkv6Rue3jYelN4efhSwCRTmY1mJAszCBBp6E+rOW7oi+HPmoUMhIC5u4/Q5RxJs235EbJOMqSyKOZYlAwdLKfYbfE3IEd5HEjZ/SuISe4+ydYFkGhhA8KKvS3LMnogsNWpTM3+ONhZxjAxsejlO6Rrokv6+SYrg3zcy2TAFcvCgdAEunVSyQulY+3OgAEPNuVh3+KKRgGMHX8QuEL+F5YflT1csV1dbs/17qps7J4FgTsUnYYcfuNY2jyHKARU7SyocfwQCYqEKsbrwJaEohn/gLMSpxteNI7TuNHUEqGXBg48CFPaPhG+5OSlCdaw8YCgF3tNDJR0i6QIDJ0TIMbnYmDlZOvH253csqfjJMoq2OSiYzU9yK1hO+YfP7tB3KKZsvO05UlY16ju2bM4vX4TuW8HDaQrBhpvlBgcb35zA14ZlFfkHdrCpZ89T0CGBogjDHxFMjSgEgWdshFmj2082x/zdSLWG97L7SpZhhDL7Bxtpgg3twCRcMFACRREGCi7wMpY3KAS5AlhwyL67sPeTMHEsTBw4+fjJkgnnn3+k9CAHTmXZp/0/MgoE5hTmk5gAAAAASUVORK5CYII=" mediaID="Numberman_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="111.5" center-y="109.5" image="data:image/png;base64,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" mediaID="Numberman_cst_Untitled(3)"/><costume name="Untitled(4)" center-x="111.5" center-y="103.5" image="data:image/png;base64,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" mediaID="Numberman_cst_Untitled(4)"/></media></snapdata>