<snapdata remixID="13313636"><project name="bot grader" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAIy0lEQVR4Xu2de2xTVRzHv7fd1sFgGyBjjg2GMGSCBjQmujjAaMRAFBUIAhpjghoV1KhRAmrUaFx8JQpRMUskURJfqKAoGNSExBc+4hMFoow3GwxGcY92ba/ntnu0a7u1bO255/R7kv2xu3Pu7/y+30/Oueec284wRQELFZCjQKNBAOUoz6hBBQggQZCqAAGUKj+DE0AyIFUBAihVfgYngGRAqgIEUKr8DE4AyYBUBQigVPkZnACSAakKEECp8jM4ASQDUhUggFLlZ3ACSAakKkAApcrP4ASQDEhVgABKlZ/BCSAZkKoAAZQqP4MTQDIgVQECKFV+BieAZECqAgRQqvwMTgDJgFQFCKBU+RmcAJIBqQoQQKnyMzgBJANSFSCAUuVncAJIBqQqQAClys/gBJAMSFWAAEqVn8EJIBmQqgABlCo/gxNAMiBVAQIoVX4GJ4BkQKoCBFCq/AxOAMmAVAUIoFT5GZwAkgGpCmgEoM8NeBsAvxvWfx8znIOBnCIge4RUhRm8VwUUBtD0AL8uAMxA4h5XrgFyyxOvz5qpVkBBAFt2Abse6BLG8++f8B2pEyDG1sq6nDW8CK5zp4lRMStUqeQWYJSAl0W2AooB+O+TgPv7oGieP3bAf+J4cgJmOTG4alZHmxxg6ofJtWftgVbA/gBa/0y2+M5a8Vw30Ll33++XmkUoGZaXugC8czwF7A9g6d1vwOvzp9zChrVLUx6DAaIUsD+ARXfUpsW3egGgkZZIDBKmgH0BPOgO4P4vT8Mfb3UxwD4aYopfPHkQbpjoGuA783a9KGBfAOd/2CTFuXVzCjAkh2NhmsS3J4DWemOBJABXXjoEFxZ3bNekyYUMDmNDAL+/T5xm/If59c9L8WVVYS2mucReY9VaEd8hpQ8ZFNRmAHpPAJtniKc+AwuwPaYP2dkG5oxxIUsMUpv2euH1JnYS4nQamD7aibPzc/DJnja4PbHbPWKswFTza2DkRcBl6zKIBSmp2gvAQONvcGxfEhtA8Vj2zrWFcPYYlAJivl64sanXfcLXr87H8EHRo9ldn7vR0BwJYheAw84DZr4jxZUMCmofAD0br4Z5eCtyi6fEBPC96wuD2yRmIIATj7wA0+/DWc88LGbJEFjxFi1vXlOIQR2PdKfWvgXPd7/irJefgGOoeFlBlEWbmtAets3YCaDZ1ozWk4cx+K62DOIh7anaBEDTj+Y1WbCOamMBePOUXMytyIXvaAMOTl8YoVLp528hq3w0fjzUjpodzRF/K3Q5UDs7P3itruJyhG/0FSxbgmH3LEWbz8RNH5/qahcOYMvxvRi08Cc4ii5MuzMZEtAeAPr+WgfPtlvjAvi+GP1iQRQyyUD57i9jjoKvzsrHyMEOHKheAH999Llx+e6votr1BBCGgbxliT1nZgg0A5mmPQBs//oheH9+rm8AJ4pRLEaJBZJVbb2Yfl1iVN03ZRZMrzeqZWe7eR81wdqItkoUgOJa3vIUHkQPpJ3q3cseAPr3b0WbeAaMNwV3joD7p1yFgLc9QmbD5cLY37cEz0t67h3WTB+KCSOcOLr0IbRt/yEugOHPj9EjoFOMgD71rFWjx/YA0NKqebURF8Dq0hzce7FYNIgFSN2kKyKkLd8lpl8xTb72gxvbDkZOlQ6HgXfnFgTr7zv3SrFS7l5tjPl2AxwjhgdXwdZquLP0BDBvmWhjcD8wRTzbB0D/nrfRvm1R3FXw+msKxHQaOiLz7T8UhC6rrCT4u9dvYvGm7oVEuFgrq8TJxqjQMtjf2IRA40lkTxzXVWW+mH7Dj5vDAfSIt6dzrw89X7KkRAH7ABgiqfeN6JoZYkod7oxQos7tx4NfnO5VnZvOz8V1E3Ij6vjFwHbjx9H7h9yITglo8W5qMwD9Yhtl0yW9noRYmRjiVMMqphj5kiqindUyIHavOxcdPdt3ATiqquM4LqkIrJycAjYD0Op8409ijm3G/G8uSC6VAaq9avI+TCsUz4RF1QN0R96mFwVsCKA1sokfvg2TEeASwJ4283WstIKvFoBDXOIZruNdUetDSp0fCXaErUsCHTstsa5Z0oZfd3uinwUJIAGMmoKtNceKyiZUlJeIN/RCBP7X0oJDDSfhFHt0E8ae3aXarjqxRSPKJFHXeq3LKoePNeF0czNysp0YN7o4om5t3VDUt3QTTAAJYBSAKypPCdDMlABoyf30ztBZs1UIIAGMAnDVeaHPh6RiBLTu+9Rf4lWvjh0dAkgAowBcXuFGfnYgZQByBEwrdOHB1FmErBSj4MQUPAM++3ch2sOOkDkCphVGdQBMlywEMF1KB+MQwJ5yE8AMBvBkSztmv/Ij/GKTzxFI7BUo02GibEJlr6odPrAHgdbEvl/GFKsR6+fFeZW47JxhaXUjA4PZZwRs8fox86XQV68lWwzx3l/ZObEhrD+0F57W1mRvGaz/+OwKzJ488ozaslFCCtgHwK07j+HRzXsS6nXMSmLPecx48VHKsHLkwD9o94hvUj3DUlaYiw238QNJZyhfIs3sA+CWncfx2ObdiXQ6bp3wkbA/I19ngFIB4AcEsF+e9NHYPgB++scxPP5ZP0bAsEwd4sA30Hko3A/5SgsEgLdzBOyHhH01tQ+AHl8AV67ekdJvQu1LjZ5/f2buJFSP7z6mS7Y96/epgH0A7LOrrKCjAgRQR1cVyokAKmSWjl0lgDq6qlBOBFAhs3TsKgHU0VWFciKACpmlY1cJoI6uKpQTAVTILB27SgB1dFWhnAigQmbp2FUCqKOrCuVEABUyS8euEkAdXVUoJwKokFk6dpUA6uiqQjkRQIXM0rGrBFBHVxXKiQAqZJaOXSWAOrqqUE4EUCGzdOwqAdTRVYVyIoAKmaVjVwmgjq4qlBMBVMgsHbtKAHV0VaGcCKBCZunYVQKoo6sK5UQAFTJLx64SQB1dVSgnAqiQWTp2lQDq6KpCORFAhczSsasEUEdXFcqJACpklo5dJYA6uqpQTgRQIbN07CoB1NFVhXJq/B/4K+HtgclJfQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="bot grader"><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" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</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="Sprite" idx="1" x="-80.42222709186746" y="-9.944285189116373" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_robot"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="35" y="52.33333333333334"><block s="receiveGo"></block><block s="doSayFor"><l>The purpose of this script is to determine the letter grade of a test assignment, given the percentage.</l><l>3</l></block><block s="doAsk"><l>Input the grade percentage now.</l></block><block s="doUntil"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doAsk"><l>Input the grade percentage now.</l></block></script></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><script><block s="bubble"><l>Your letter grade is an F. Bummer!</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>70</l></list></block><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>60</l></list></block></list></block></list></block><script><block s="bubble"><l>Your letter grade is a D. Still passed!</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>80</l></list></block><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>70</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>70</l></list></block></list></block></list></block><script><block s="bubble"><l>Your letter grade is a C. C you later!</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>90</l></list></block><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>80</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>80</l></list></block></list></block></list></block><script><block s="bubble"><l>Your letter grade is a B. Nice!</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>90</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>90</l></list></block></list></block><script><block s="bubble"><l>Your letter grade is an A. Great job!</l></block></script><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="bot grader" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="robot" center-x="120" center-y="120" 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Smy7z1dggXokucxAaxFJ9ycMZnSq41H5BbB9gPT3/2stfC0dCz4V/Z3PS6oQOS8NItHBBzWUG8ECnXkmH+KqNHREIh4Qbc78BNkTFzll/ZxtsEW5mhD/HlRspsjo5gxWuBlbDzgeY3kwfxRC2uBOxt5OPas9QvGFkKm0EuPyA2DbAuTyceXs6q0swq2swpoSjw1YWOAgBbFjdl5JXLWhwLwr3IRIvFMZxvFgHTuUMJsD1AG9pJXyeIEarEWRLbFpe8mYuR3iDfvkJsROAs6lpyOeKar7UIsM94Q8lnhGxxlUBJnhP//qNQT2fH8B1vkU7FmSATbe5v2sVbG3DlqZOrmcXIQ7K2ObygBWNmRO8V9YBvGbeD6dzMDJ5xnN32kWAAXRIS6HQ8OoPXrC7GsQVATbhldT8oLZs4kxQATatRH8XjkW6HVmhTivNlTSvKLZnLhoicqf3HsIINXbe/HD7rLRrpGsvBhN2bXPZbTamsaG/W9QUmwmXO9UHsU88Mumtd+MqwKiFDJDVldDuahBXBPjkt+UvK6DdvxzeILvQLVjRrsP+2b/e6gJZ6TRkp16GTPI1yL/yOuTfOIJz+04Xqlq0BSdJr4FogqYaJSDa0QGRjoTjykfjmtR3m8TZRkGBmCpnF34mxRIcz6jCRjA7nYTM9DROVcM/k/ihqVMI8UJB19hqCF2wGUKXXIjaXgSRzksB2pwHMP7v4Sw8gXGGBZwy68XlNsCUR4JYBfnOtV/Wvr1SnlcEOPsduHpBhYfQbd5U7uEgWmBXKhoClE3OQGb87yAz8TOsYDNYwcpvcVTUhcIA58YQ4vdBtOfTEO3ugsimsrIJ1R3qu+2eTBuLI2oNMWlKCzoGu5wFArNHj6Kek6jrTxDe3wK8g739fBU5YqsQ4i2o5ydQ1z+ACP7drsfjdcPoBcCGOjocbVHg1siX4KlyapUFmKLNmprZi1Gx7StJHDSAzYo24KDfm53BSrZ3DFLjE2gd3lvdpaOxrXZJiwaEJleTNY7u6oG2nm7b1sNri1Hte8zfO/Zo0ItJo56ZveMFq7vYA7GkKWUGPZ0Y6hnd1QuRLfYaR+oPD2N/2IuG0TOA8dNx1OegrER3lYtOlwX41IOhIV3N/3mlQg4awJTXL7xvFVyLfTTLF1ndyUlIDT8OmSmsZNTwCUC7oltDMBPIWOFi/X0Q2Sq8ZLqYJFmMYbTCUz4Ng5T7FqqUnTgMN4DW147rnD08A6mRUbS62CAiuI41JVk7OyA2cD1EurpsWeN9GGN48rcZNGzuutJeAkxlIymhr6+5LT+0vJzOAnj+QeiUcDxK1ysv1A8SwGbUmdw8yxPosU+W3rsfK9oTuNQl5aiSlYqL4+SGixjtTGCFuwUil2OFs3gdxKj0MA4t1SIqbc60GsCo83YbUefs89QgPowNYhLHHBHequMdYuIYnk48hg3jddC2a6flmANNuaTuiduTPDwHWIIZHedftN4GU0vq2XLZ5r8Nu/Hf7qomZ5AANqzvB9H6Wg1cEbyjexHefUY/14mFqGiN0f2LD91uGeJaWmEn1pfgnR3aY3RDPNMU+8ex/muhrW+XZYj3YUDryV+7a4W9Bnixft3X+mUYXBFgY6bVQuZHeIMxWaPSFRSAnQRZ0vvQ8u5+2DN4Tf0Mq4ER6vjuQYhss7anPU3wGEEr7FX0dKUypr5vv40JG9lDh2F2EG0ARpq9gHeJpgTx4C3Qdi1aYguXF0FCnwB+SWmJfq60L7zEsaFhIwk0bDqrX0ECuDuOlW37OksByuzBQ1jRhmjVvacVrbTCRbs/Aht3fw0kC36+Vy5fpRK22yXRMbNvD/4FRpt/6ZumtBtDfPcQRLaLnxlPQ88jB0/gwgfdtSi/TwBjz12+vXRYqQgwTdqY/1VyrySBUHMWFIDJUljup2Fk9OiAfxWtCLGCw5z9fwJtt99QvYUsueNxnyd3mJM2rrcYEEzveQy7I/8TdNXS5zm6mbwbOw2jGV9wy7PxDWAd9rd+OLHLnKFVBDj7cLgjn8uNVwtemWoHAWC7liL9+P9B1/khXysa6Wa40mQxhndbcqXdrmzViLHTKBqu8wB2z3zyaJb0A6lhHLwV2q7/t9U+rfh7tz0bvwBGAzsTCod7IrfkjOGS9wDGiRuqBk+Um3VVTpWgAGzVfTbcvP5BY7jIyz7aSjWJII7190LbXbdbqmxDPk3sMGMKQxYj+un79qD1HauZpjS8tHFkt3D3xG032i+AaXaWIsN15sSOIsCi0eegWeAbLE6bTO//MaQGv+m79V0SfKGo9Cha4S1i48M0BXvYp+mV5my2AZw2KTolOTszA7N9ZH29iTqLtHQSWeHdX4W2nZ8Rud24hybLPIbTK92Y7eYXwIsfV4xGFwE+uQfGRPu/lEgQLDC5eoO4aEF4Kxck4ShGSDNjEzWxFEv6wkMDlqKnfvWD7fR/jWj+0HDNGkWzexLt7YZNGOkXbXlo4f9uXOTgRj/YT4Cxm7t/7e3QW3Sh9cc2xE+fOjZWaerk8mat1gDbGT6iqZKzfQM1tRRLKxtOdhOcOGYuNXSjslUyUdQoWloyiN7B0cGv175RNOIL5NkMC0+1dHM4yU+AaWrl6jUbeqUbjs0aFtiY+5zPTIgGsIJggc0A1lC3+DQ/Y+io/yuej/tW8+GMyCn22TahGy260oaWxA27ZC2qATxgZSkmRfTRfa5VTGFJ1wTHheMj3xIeUqKJMkMT7szK8hVgDGTJoWg3jQcbANP0SZz2N1G6YL9aJQyCBabtcijYItpXC4KrZ1pgmg5oWAvBedI0EX/3xBk46dFyOLO811K3pFt8IwSa72x4NS5OQ61W91YMEFI/2ELXhGILFBx0Y9sdPwGmBf84PbWbplXWNcA00X7wcgRYsMTTDz+Ow0ejNe3/Fi3GGrQWo2gttolNQCB3j6yFHwCTVyO6h1j2EHo1fV8B/VSVJZeCZeTkNiPCP9gHbbdcL5QMRaJ3P+/OghEGWEjy924y5+paAvi+h3GoY28wAFai6O79ufD8aBNgr/fMIgtsCWCa99z/dQxg2Tod02KpV769MES3C4fobhFKlwGu4aZ2DLBQHbV8EwNsWTLjAbbAFnWzBTBN9RvGqX4O1vpazOaKt0vsQrslZTEdwwIPiE9VZQtcYwtsK4h1N45XurQ21W4NNNe0chDLroIrP9d+r/j4esMEsZpmGIn6a7iIwau1v6LV0RxGsjL1z81JB5XyaXVyTK2nphaDgjQOTMNIw18Tjis0zDAST+QQRc+d+wyALc4aCu5EjoDMbmvmiRxWlxJSNa71ODDlwaq1AJ5KWbUF4qmUVSUqe4OfQSyaSmkuKeTFDPbKy/ZThSWFvJjBtoArPNj0ixloH+h6XU54O+7GIXrR/sQpYzmht1u+rJQfArj1i5+Dc+7+kvCke1q7GujlhOjZvPuN78D8939Ukwh/IaaAmwfickIr+3HvcXFXDr8s8IrLCXlBv2gTYP++YvSZKpqFvbHqZkE/Noy1mFJpWN9mX9BvtR8chD6w2Q+2NPkeHzIipwP3QGbyRd8tRvuNOFNooE/Y+tI3+rWU0Gya7PSDKb6QHh6F1KM4083HYTrD+nZdBhuH7xVezE/f6fbiEL8scGn/l76jITa1uyIRhlu3rbJkGo2tTwfv881imBUtNvxVS26em0MdogLZWelFaRvdk4Fv+tYwFj2a3XcJDx2ZGjx06Aw8l8y5spif0vQN4JU2tTMKwMK+WEGxwHbWBZuFaO6NRRuwe2k1ioEr2lbWwu6JlM+621bW2O0Tl0l6vDuHsXE+bhhv1XUmTd1cB1zqtXRAEoagHyLavGhbCYAHfC87H3jFZ5fvh3WWBaZ/mN8Dw2iXq27YFBSAza/9E9zY3fKJhOT2jfxvYydFp0d/rKS6uZFdbBBnCF15uXjBUoNqHK/yLkymQq5ZCtEMGFvrxPJ4rMo5wss1iw3js8/jqq9hzza4MzTFo2uMHT77/52l7gjlkbbS+V49buyuw57W2wHXbr538dEq6KOmRxHi0R+4PkPL3NA9hn1eq/BSEZn9tJoerWJlcX9JxUoTxNgndnuDd0NT2tC97wt4KgPCa/HQJrd3o/TLApP1FTpaxbDCAserBM0Ck8XYhRvcWT5ehT6YLPH436Ml/l9GhaPLyYIH00LQMaPG4WYWIs5FK9YIh5vhVrPG4WZ4rKhTD6d4+iOecBHr//d48uPvW7a8pK0Xx6pQuj70gc86VoXeu+LxotWOWAkiwE7PsaXdFecffRLmf/xTI7hlXIIHc5UeL0rHqMR6r4K23iuFt8wpdYvo735NnVz+3uX/bXmPrOUJ0PGiY89CauyZQuNo5XjRxQPijCRxB5PWz3wKWm+6Rng3z+VZ8aLv65MFPutIFfO91Q74fmylbXaCBrDZChr7RHfiMSui23QsL2XzBPnxcUhN4EFwdE5wRmCxOh1G3XEJHin6KTwp4HLhjdXKAUQVjY4WdfsEvWqwlvu9GZGmI0ZFd+kol45x9vLE83jU6E/xnOBXqh+aTolEsaNL5wJ3d6KuPRDBhtFuwVI8YWTK3eNUSr/TMwuM2+fgAd83WDrg28xYag8MhnGDhnKbvQcRYMq34wOpS0rFOFWezgvGE+UzydfQKr+LLJ80rAjVLYith9AFmyF0yYUI79ZCBWtrs8NJ8RkaNhr1sKLZyRxVTmoY+7BhtNjlPPt1aJGzaIkz04ch/8rrkH/jCMJ8vNBG0pnK0bVobc+BaOIiPBDufcbmf1ZmV630fV4fmO4FwDTrKqfDUOx248TQslfFIXf9QHfs1IsTg5jQwHKIgwowCRnDikDnJQnvFy1Sq6kJx0tPZSCHBEeIYPqxberPfim9YQwjpGO42bjX28eKfHLpPdQw9mKMoRePcLXr3JR9J+mK9GbxJ4wES1R4dLmoKy3FpHOWseg8i+a7DTDBi8wNr7mse7e0Y2KxP3e2glXnzJgQ4054/aXudFABpk803D46WR5PF3Di9lmt5E7vpzHfUapomJAbpwU4zU/p80bDiP9Ae0ZfbuPAbzfzYiUtozuCp1rgkU2eauoqwLTrpAQj1eAlHaoCbFgdPLnw1ItJPEkZ7sAf4+zgIANsQky7VvYjxBZO87RSN1y9l4aM6BxgL62E0wyb3g2dG7x9k6t22GnWyj5PQ0YjCO+Ux/Ca9c2liRwvYXoPrLkssdc8gbCSOEIAmwnQ/tHaAvSTNxWKwKZIDbfUESlxc9+svoBbYlqsMIpu86yHLp6IXiL3mDPf+tCd3h5gS0yWd9QneF0BGPdFwC2/x+QWGKH9nkXKQtgClyZmWONfJzskCPWuPn/rAGiScNQmK7fiVLMRmIaEp+7McteP9s6iMWJX+8SiCle4j/q8Ewjv3oC6zStl3XSnd6El7kaIg2aLqc+7FxtENzZsFy1m2y60rKdPv3l4WIf82JoPJqZFrG5pnixZ4CUgP9OVgOz8BGggdsQePlwLgM3WkcaICeKugFQ4ijaPTWdhHMeKajHTSrRiVoKYwk09CQxsdUScR6edZojqF/5MUoNYA2/GPsAwA5HWbumqyaQdCZoCYBNis8L1JND/F/Yb7Mha+Rk6JmXv1Bmjb0ZX0AJWol9MlZYuijXs6hQ/jkU0fSv3UX93PFm7BpEBtlJaNu8lkQmWD6yXDMvRFUf3z0f/Dz07mMBKNoFWtx76u6Iym/3ibtS0GzX1s3GkUajJ2QK4rxwHyOP4Sy0aRAZYtLa4cB+JTda4E1fbdHe0QkfMWxeQ3OXnEdwDSO0bNaxkLki3YhJm43ghNo47sL9yOXo5jid9VMgwaTqdKjSGUzRZrsaeDAPsZe1aIW0TZApydaH16ESQY+hau2GUyTIkMzmsXDpaiIwxDlnP7rJo8ZhuNY3DdyHInTiDKxENu+LpUB83ha7yFII7ieBSkKrW4Jq6MMCiNcSD+8xKR4GujpgEHegGJvDPOFa8KNIsAjQBS2O4s5msUbGmF6E1p9DUwq3zQCrhJE1NafIHwdyB4pWDrycAAA1xSURBVFJDGUdBabKVSNeFgEU5UdMcNoA6akra6kb3I2iNIQMsXDW8u9GsdAQbHfJFFQ0XwcA6BHl9VC7Mf1686K9ZrEh0qObxjAZvp3JGxaI5vaXz3poN3OWlY2pK/04wk4bUUG6MFTSljZAi+N+ly0VIQ9L0BIJLi8KoYZzHeYXUvw0auPVrgQ90xyH9zmQ9DCPZQb604ll9vtmhXUmvRtbUkQVuO7cL5ztjT976ZX8YCSd0wFzbkzjz+LOir63VOLBo/vg+VsCuArYBBuVpaE9fY3UCh5lP2wBTAvr+j9yMu3L9FahC3cSaTeSwWyj8HCsgqoAtgBWaexL+U2nnLx8Rfc/y+5wBjMsN4ejRUQgrO0UywBZYRCW+px4VsAVwTt0Pmzb1VVouWE0LRwBT4rQVbXjDpQ+IuNIMcLXi4N/XqwLWAVaezh17+Y7ILTncMcL+5Rhgw5V+bEMc2i/ow8WJPQALHaDrJfHa9zKXg7VwFy62SEJC4UCP/ULjJ4OngLEGHZLqfdA/HwbctaXcJUkYT2+ZxrX14zD3xqh0wzFbgavSpF0B2EyQFv/D/Mk4yGpZgE9vvEi66cgjT+TU8NbgFQHniBWwr4CE1qtFyR5+dPPN161++zXaju/sS1My0Lp21onLvDxRVwGu9vl9B/TYqbn0hAb6tmr38u9ZgXpTQAbp0Jr2tu7RHdKKW+C4/U0MsNuKcnpNqwAD3LRFzx/eCAowwI1QivwNTasAA9y0Rc8f3ggKMMCNUIr8DU2rAAPctEXPH94ICjDAjVCK/A1NqwAD3LRFzx/eCAowwI1QivwNTasAA9y0Rc8f3ggKMMCNUIr8DU2rAAPctEXPH94ICjDAjVCK/A1NqwAD3LRFzx/eCAowwI1QivwNTasAA9y0Rc8f3ggKMMA+laKT/Yl9yiK/xoYCtd6miQG2UWgij5SeuNCCexfRyQClpyyIpFHpHjpJwOrl5vvpWAOrWTD2PCq78ZHVLyncX2sN6P10MsYCnqpRWt72vsbeUwywPd1WfKr0fB6CNhHLwPn452V4WA8dm+LGlcJzP2ZT1nZQiSG9cTqzxaXLTh7iMdTALRHwO2bxDJSURYrdzAMdv/IiniD3Jv6ZTEUNmP0+l4oBdqlCUzIEr3mw1kcR3A3RjGFwjLN54nHj7yosHrZj870KnitDlfbI7JxwCljImIcoXBhfL/xMpRspD9SAEMS415hQmpQHgpcAcqqB+cLXZ4+jFRbPAz23Od6ODWnUcR5IA/JAZmdnDU+A/n4sE4VfIMh0KiSB7Id7zQALVT+xmy5cLeHxljk82vK0AatZueUobv+JALc4hJdywQC/Vxa1BJhysYAlnESAtUyhEaNGiq7pzGo83jUMr58Wa9zEalf5uxhgJ+otPkuWtxMtbjf+kIe43CoxwIXK3UgWuBzAZlWibyX3egKt8RT+eGmJGWCHABfhjSO8JVa3NFkGuLkANq0xudETs95CzAA7BPiy9VnorgCvUZjsQjeVBV5iiRchfvG4yJHt1isjA2xdM+MJ41gLdJd746mybjNb4KXCNpMLvaTsF93psdkYJNGtdtudZoBtAGxGm3sSOejAgFW1SCxb4OZzoZdDTIGt8WTY9eg0A2wTYApa9aDrHBYYRmGAmxtgqmI5tMTjaIWnsGPsphVmgC0CbFrfzycycCGO81azvtwHLgjcrC50aX/4dRwn/mEy6qoVZoBtANxBfd9ESsj6MsAMsFnFyAqPJWM4TuyeFWaALQJMt//h5ix0oQstYn0ZYAa41ApP4rjw3x5xLyLNAFsEmBYmfBGt7wVlJmyslBT3gdmFNuvGkYwE30crTAsg3LgYYAsqUv+XFijsEhg64mEkHkZaXrXMGVp7MZhFCx/cCGYxwBYBprHfXRb6v+xCswtdWsWoH7wXLbBbY8IMMANsQYHCrbwaqaDD8sUMIkIywCIqldzTd0CPnZpLT2DAaZvFR8+63Zx9xRaYlxMywE5pEnyeAS4EkHg9cKHCuLUemAEWBNDpbQwwA1xahxhgp0TB4qpn5+kIpeA2wLRk8BoeRmr6HTnsWGDyhN7A6POTGMRya8cODmIJNQPv3UTjwL04B7qDJ3I09ZY6dgGexokcY7hGmMeBBcFz0wLTKymQ1RXL40KGeZ6J1cR7YtkFeHy2FSZTIVfGgCkPbIEFGwLzNjuTOXgmFs/E8mISBwNsEd5SiGkp4SdiZ4RSYIAZYAKY5kGPo/vsxgwss+KxBRZCcOlNVq0wA9zcAHtlfdkC24C39JGPr1dxP6z5qssKGeDmBphmX01g3/fnx0O4/YM7ixjYAjuEl6ww7f1MrvSHq7jSDHBzA/yr1CrDdabN3910n9kCuwAxjQsTxL9TAWIGuHkB/udFeN0a911eZbkP7BLEtLUsWWLq7/DG7meL2kxb6ph1gCwv7QvtFbxsgR3CWxqVJkvchRDTZnelx6oYIvO+0E2zJxbBS64yncgw6TG8DLBLAFMyZp+Y1gt3LjsfiQFufBfaBDeJ28dO4blItN7Xiz4vu9AuQlsuKRPkDjTJCdy1kn7wQD7jcDOXThc1TiekozWtXG4fL2qeTmgpD4unE1p5ptK9to4XxSNWSQs3LgKUDjejk16TuOMk/Uzj3/0Al6PQbpRghTRMkMm1JoA7sPK2Y72JuFB3MjiF0eq5uNGojPlY59pXp1In8FhNzVJ6QcgDwRt14YziLFI6hz/TVBaLx4n6CS4DbKnq2b/ZPPDbfgr8ZD0o4PbwkOg3cxRaVCm+jxUIoAIMcAALhbPECogqwACLKsX3sQIBVIABDmChcJZYAVEFGGBRpfg+ViCACjDAASwUzhIrIKoAAyyqFN/HCgRQAQY4gIXCWWIFRBVggEWV4vtYgQAqwAAHsFA4S6yAqAJNA/CCDI7PRhIVNYj31Wqqn9daNPtU1RYNDq1pb+se3SFZW93ioGAkB88WH+1+7NVoOJ8970RqboukKysuEVDlfPScDZuHdR22uPHeek0jGm0FJazUa/bL5lvNqbigYr6hvsnqx0gSzLx77MiAooVoLUXZS5fUzLpY+0wuFHlr4oaLV7xP9N2OAP74/T+LyyGtGxb0P9BA+7SuSxdKsr660ssVrbEqrqjQ5n2qrBrwxmJxWLOuzerjgbz/1Ik0rgKaBYKYy1etWEa6Jp2WJP11GeSfQIv0d1penviHOz8xa7dgbQFMFvf0u2/1qHl1UALlMjkEq3XN3R3+7H5QvTzXKBCXwlsv2gchnxJuxKjl4bQO6otKSNm9+pzzxu1YZMsAk9UNaWcGF6Dl5mrWNghCBTkP9Q4xw+tO7SKr3AILj+TlVbutWmNLABO8iqINq6p6rTtZ51TqFWKG1/26qyjKPlWVB6xALAxw59CBWGRV9H5N0m52P+vNnWK9QczweldfZV1+JHsmc+fU0A6hSLY4wN88cFNIiexht9mbwqsXiBleb8rfTJXc6byavX3qqzseFXmTEMBXPDJ98dzxd5/BXTq3iiTK99hTIOgQM7z2ytXKUxTc0lX9cPv6c6567uaOV6s9KwTwx+//+7txM9J7qyXGv3euQFAhZnidl621FLR7/uHO3/9GtWeqAkyBK03LjsmyvL1aYvx7dxQIGsQMrzvlaiUVTdMOynKkt1pAqyrAXf/1he68qj/NfV8r8ju/NygQM7zOy9JOCtQXDinSZyf/yycnKj1fFWB2n+3I784ztYaY4XWnHO2nUt2NrgrwJ3dPDudl9Xb7meAnnShQK4gZXiel5s6zIU3Z88Jg14AjC8wAu1MYTlLxG2KG10lpufcsA+yeljVPyS+IGd6aF3UxAwxwcMrClZx4DTHD60oxuZYIA+yalMFJyCuIGd7glLGZEwY4eGXiSo7chpjhdaVYXE+EAXZd0uAk6BbEDG9wynR5Thjg4JaNKzlzCjHD60oxeJaIKwBvv++F/8FLCD0rI8cJ24WY4XUsvecJ0NLCg3d98j9UelHFiRy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