data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd8VFX697+3zEx6hwABQYrSpYi6igUXECy4lrWioIJiwQaKBVHWupZdXRW74t+KiKKiqKhIEcWOKIReQsgkk55Mpt573/ecmUnBIANMIkjOflZCuPfcc5/zu09/nqNkX/Efi5gOFTBBMcESP7eMvwoFTMNA1bSYvo4SewDGdH0tkzUTBe49/iCOO7xvVE/zlBZS8NhZv7t2wEPLKSyrZugTC6KaR1wUewAqFliKmBqIMXON+rVaLtxdCnx0+fHk5uayePFiOnfuTE5ODomJiRx00EFMmDCBESNGYJomc+bM4eEpExg57O8oiRmg6Rh5P2N5KqlMOogtbp2Tn10U9eNjD8CoHx3lhRLQGulJdsqrvS2QjpJsu3vZf4a0J6dN69/dNnjwYJYuXdrg9wW5P3Dqxkd/d23V5fNZk+fivDd/ivrx+zwAFSws1eKVSZWMeSQVy9KlfmmZfz53VQWnV0xMye1jPGolSYzn3YvpLNNEUWOr1+/zAHTY4OEzfmBk+495btUZPLSgB5alYJl7QclY3GppqNLYssR/YzTER2XRLr6Qgpr2WIoRo3ljM40QweqBBkCpqP7/rZ42TmH6C0FpYSuKsMTquI4aZoam6gdTbyimpT4a46FYqFYFyYoHr9megGqG1F4Bnz3mzCqmGcCRpDBnzFdc80IKW43eYGr7jCp9QHLA0LaqqBgYQuJZKkpECgjgKaChoPnKufPyMQzufhA1wQBn3XovXi0TowlYpa7a6JK4iNtOtbjkjSGY+FHUEAL3HIAho82Gi29vX8gtL6TyhXM4ftVAMfUYf0GNTbdro/EABmBDgtVutmKgBR18fPeFZCgBKZZVRcFhs+Gw2Snx+TjxX8/h8+oEBUD2Wm1UETppmrKOWdduobW+ldOf+hv53q4Esct/23MA1r1jl4R1bHZ3xVCagHvvFMohfVYzNUzxHkIH3WEcsCJ4R0IoiiIFsNifz265AIfiYf2aDfTu20deqiuQEB+PjoFfi2fQjfdTYaWFHOR7ORQliGLacBh+0u0/4TSPqNUGLEVFcIm9HuIZiuB6ilAx5Z+mZYWVjhDb371vKSwqBI9VrPCcO3zUikFCnBfDp1CNA12I/h1GCwcMEyTiZTxz4MHcesaxVBS5KCgqomePHvIKTbFISkjA5w0QFxdPYcDH3259gcgW7jVAsBC6uGoF8GNHt4QhIlYVjgLt/QPkDPXFeo4Kndq1kR+RtL4lAgXYd9BHQopAPUrVXWcYFj/kb8Nr11B2AJhqavRvtZyNham47IegN6LL/mUAaCmK/BLVPWUW4isGlk8fg12G/BTpJJWcUeyNBYmJcWzZnIeqKnQ8qA39p7xElVAif8dOxfWqFD+NSJ2dQCms70W4Sa3LpGkA6FCCHJ2djSqBFQKXeMfoR4gDCnJXBix+LinBCIdJxW+THWUckrKV18Z8SZA0TnuiL65gF6qDaQ047V8CgGLrstOrcZYl73GkRGyzQ7Wz7K7zQnqXNE4Ehix8wQB2u10CUOhjgouoisVxtz5Dvq+hWBGC3KFWo3q91NizwvHr3de7QmJNQbVUTPFBxGhEOGCKDQZmZoYBGJrc2j0EynsEl3abCt85ixDqgpxHfswWbZQC3r15OQVFCYz5vwG4jVaYO3gQ/hIAxLLz1CW/ceVMIS6FW2X3hwBOXJzOstsEAEORvw3r1tOtcxcsATgNEuLiJCglo1BVhk9/iY0V/gYPS47zMve6tSi+n7n0zYvZ6oyI0t1fU+zuEEAWjidLGlSKZTKgXVsS8O3hIyzpNzUUDdPS+KHQiVvqlg1ZqKroHJqylk1F1fjsPcGyyQBA/bFfA9CyNGyKh6y47Xw78R1u/aQbb/92KkFLxzB31+GqomhBlk25gLh4sWE6xSUlpKenSTGcnJRQzxoVbhuFAZOfoNKy7bCJFjpeHKoft5mIih4DM2UPcRK5TVHom5VKhq7JdxGmveCs8lOKXkeQswn85FZWsc3tl3NJrqkKP2kwHK+vW6uiWtjUIIZpYZo2TEWT4P/LANChODm+/XLuPRfa6rn4jCRm/NSDlz9Lx2X1CxE76iF0tgA3/+NYzj28E7qhhbUjA4fDgV3TpU64efNWOh7cCbcRZOAtL+3UcrRUQ4JPbJixB6It6mVHcaGOytC22QTwyfVKqkQAWP8NoiCXqSgsLXDiN/Va+oqPsTFXUUjcC7CDuM9Cw7KMBpjfr90w4uuTX6ECK25+g+MeGUKlEQ5+70neoPBZGRZL/zWW+LAhaLfbsOs2SbgtW7fQudPBWKbBwRPuQ03OjmL7//xLLCyOa5OFXTEEHCQgdhy1LuNdgFBIna+2F+DR9JDbSjBRAUCrnsTZGe0b8Uvv1yI4QkRTDTKyXyGf/9CKoBr28O8BAOUXawVIscUxd8q55KQkygiJMAZkMqwJQU1h1J3PsqYyHETfLcvxTwKjInhPgI4pGWhCBNb6/0LryUhIIEG8ZxSeQKHRBjQHhRVePFYwZKxJUWxgmhbVNV7clogxRWc4/SUAKIjoUANYhp2AFnpxy4xCnuyAh1ofGSqaGaRnmp3nbxmLTXzduo2nP/2ZVxcsp0YV2yCsVHV3Vag/CYF/9NiQuX9iTg6K4dmj9dXqgpIjqizaXkBA3VE3bnzq/VoE7xG1orkpirSliJsmmun2/WsUerVpRWs1GPKj7v63W/uK4v6VXg/OiujA/JfhgPv+Ju/bK4zXTY5q1TokhvcCgH7L4htnkfRERDNaABgNlQ6Aa4T6IZzuwum9W86DerSRNq/0N4o4c3REaxHB0dHpgLiqjvFFiZ5GbGmhetfOE8U0LRzwgIDWvvuSBzQAhSGhWRYpio70mQqHcRRfbWPb6QsEcdvU2hjyvrvl+9bKDmgRrKBxZMd0EoLCiSrc9fV9YbvO5g1tZfg6SyG3pIr8wO6GAPctQDT3ag5oACaodo5qnQKaCA+pIl4UcjiLUd/PEk6tCv0+EkMN+yvkv4UiDH5LY2lB4W6GAJt7y/et5x0gItjC0EAP5+4JKStCbp3jdXIykkLpVWi/B6DgbjukQimWhqF6Uc242p0MxVcN1lbUkOfx7nKHxfWqYqIaDgzdI4ue9smhmCRqNbiDSU22vL80BxRMTJQ5dk1OIisprTY4JHxdNs2PGhB5a4YEoCYC5TtywB0BaImEJoV1lVWUuavrcoQVBZ8/iF+37bLGVSTOirQlsa5B6XFU2JLILSptsg3em4lFkegjY37kuhe7o2h1H9zezLnjvX95APbJak0rWyCUci5HJEYpYBiqAwmJ1ugiACu2V1CsGntsrEjDR/Hy+thRpMfDd0Veps5evNt7KtadnJREZXX1bt+7yxsUi3gjwIjuy3jwzF94O7cXD3zUhwr/77sc7HKuXVzwlxbBYrOPadcBh1kjERap+xBgkypeOJujge9qpwQzMRWVJfklBITTdjet5bDmiM1mMe+qM/ilqIweGXH84Kxh2pwlu72PYu1dOx/Muo2bdvveaG8QKVTHtl/L4q2dURRRxroXIZKdPPQvzQEFueyGj+MO7kQw4JMVDELbkwavFM+hdKJIWccfNYgQHv4ay853TieGBGB02R6S7uH0fssM8urVIymqVpjyxufMvWIYPzjdewzAju3bs3nbtmjxtNvXCXrZUPBHUsR3e4Zd3/CXBqB4faFriZJKTRGZyaFSxAaZwCKjpbZ4qK7+QqRgRepYhaAWeAuGuehuQC8cFgiiWzqvTzid9WWl3D3rG5nK9NE1J/H9XgDw4I4HsXHL1l3v8j58xV9aBIe4j0jHFAAUXKseAOVvIzwvXJYoACplqxDXwuCIVIyF0q5qKxej3FDBOMQswjP4/oTh/FYaZMrshdiVIKZpZ97Vw/ccgAp0ap/Dprz8KFezb1721wdgmO573+ZizzZQtwzevOYsbGaAc5/7AHc4lV03rL0CoPh0uh2Uw5qt+zcA//IieM9gs7d3CfFtkoLGs5cOY12lT3ShoXvHdlz48CxMVUM19w6AiUaAPkk637tNgqJkbz8dBwwHbM79EaLeUA2+vOEcluSX8693P8ZvwoNnj+Conu044daXQNOYP3HEHovgYYVbOX/7eu7u1o9NSRnN+XoxfVYLAGNKzpBFbbcsXhs3jDVVAe574zu8ahXCqSuq0+4862j6de/Eqfe8xrxrRvKDs3q3reAEI8DU3IWcWLiF/3Q7nDntD8Oobe8V4xdq4ulaRHCMCWyzvLx5zdn8tNnFfR98LVvxmZaJqYrCIE0Wud9/5nAObZtIQtDL9wUepr0Tff9jsdwTnRuZuvpzsr3VrEloy/UDR7I1KTXGb9I807VwwBjSWRg6715/Lg5PCRs9KrpotWuINIW6jiFBzcJQ7GRWFNC6TTZfO/1Me+fLqFeRaASZvvJzhhesRTFVFNPB/X2O4I2OfWTt7f42WgAYwx0TAPxg8jlo3nK++WU9P5SJVhh1D5CxaUvBpmqMP7ozquHn66LAbongIYX53LpmIW2rK1CCDixdY3VaApP6jSAvYT/jgvIDFV3BYmtE7fM9omOIuQZTCQDOm3wO1aWFdDioPeP+O5vVJQHQRBBLxJ4NHJbBvLsvYXnudgakqnxXGH0kxGEEueuXLxixLQ9dlq+FGriJbqr/6jOMdzsc2swNKPeSksJHa4j66hYA7iUlQ7dHOGCZy8m4Z+azaPoErn7uTb53+SUnVFUHP/77Muav2saUFz5i/lXD+L4weiPkmOKtTP/lCzpVBVAEABXRiEl0H/XyfUYXJvUfwvb4pkudigmRdpikRQTHkKohAJ5LqWs7o19YjI7Gojsv4Prn5/BzcRVLp43j09+2cNesT2X/wI+uPjlqN0xiMMBdv3zJUOdGbKYNUcCrYRAUzY9UH34cPNhzMO90OGS/4oItVnDMAXgOpS4no19YhF0NkhQXz3s3nolht7PgNycPvP0JtqCKX7P46OqRfO/0MG3Orq3gXkEPtztX0KW6BkO3YWgWNlFGKcOHBiLR4YfEttzdujsl2j6a4NoIrVs4YBMB8IIXFxJvKQRVO989fDkBTyVXPPYGK0uEk9pENw0+vPpkmY419e1dW8EXH9uXW08+kuSghWWzMDUdLSji2wGZJuYqLmJNRRFT3v2FrSXuGL5V007VAsAY0jeiAwoOePHzX6DqKovvuoQv1uRzz6wPmTf5UqbOnMNPziBBNcC8icNZ5Qxy8+wFtbmKhtW4Qn7pif256dRjsBkeRFPzgKqiGyq6FcSvKpQ6Kyn1VXLNm9+y0VUZw7dq2qlaRHAM6VtnhBQw+vklfHXPGBaszufOtz4lLlws98WdFzDxmdn85AryyYTT8Hmq2JS366TS9HadOHrAYSh4IBDEL/pChvtXi3M/fNsqKKsxmPDOEtYXlcfwrZp2qhYAxpC+EQCWu5z0OrQ3n6zdypSX5oaOJ1CFrgbJCRoLbrmS6/77LLeffwKbCot5+p2v6dE2nqV5FfRMt1EW1FjptnFsqo+yoMqvbhvnDx3AnWceh90IIDrr+g0/qqZiaDoB1U9NfjH5Xosb3vySTYVlMXyrpp2qRQTHkL4RANr9FWxyGdz+1ifiwAVE9CPScEUzdYLBat6bci7VFT5WFJXwn3cXclSbVN7b5uHYNJOygMovbp3j0/yUBlRWunUu/ftAbh11NErQJ7uRyhIW6eQO1SWXFBdTXO3jureWsWE/4oAtAGwCAFpVLspKS/CJRj3hfH9x9JcYoqurqinYdIP0zDasKPTyxLvz+FvrdN4t8HF0qkF5IwAcd+JAppx2BPx/Z/SOQ8xcXFxMidvHtbP2IwC2REJiiL56jmh7oIr49CxOvGMmQdXAshyyqEdwKtNS6Zep8uI1Z1JaWM2PxRU88e6HHNE2kY/yLI5INxrlgBcNH8jtJx+BFvwLAVA2Ej0Aj2uNLezqZqu1gosKeHFxLv++YATH3vMyfpGMJY7cwmJQmwQemfgPht41k9njz2DL+l/x+QPSoIg0Mxd1K4YFnsoKWWccl5SMPaczpx7Rq3EAKgrFLhclbi/Xzvq6RQRnX/Gf3SxabCpINO+8EQCWFBYw/sUvObxDOvddcRpD73yFoAqDc5J5cPxZjLz/Taq8PuZOHIqruIZFP60mQddIcOjE2RqvzTt8YH/6dGrX6AvpmkZBQQGlbh/Xzf5mvwJgixUcY4zOu/lcSoucjH1pkey6cFzXNtx50Qiuf/z/eObKCzj+ntfwKaLY0eD9q0awyuVl0lsLZcJqaDT+7b582TCO7tGp8dVaFmVlZRRXeZk466v9CoAtIripADhzUajeWIVr+3Zg7JlDGHbni1SadvlE0Yn0vatG8KuzhlveWbzLQvcnLh7KSX0PbnS1QnwXFRVR7PZxvbSCK2L8Vk03XQsAY0zbWg44c5E8zuqoDin874p/cv3zc7l/7AiO/9dMLMQJSj4JwN+cbqa8s2SXAHxq7DCG9m6cA4ou9c6CAso8Aa6fLXTA/QeALSK4SQBYwNiXltCrlc6May9i+N0zCQTgyHYJPDjuZI6f/gamqvDe1SP5raAmKgA+M3YoJ/ZunAMKAJaWlOCqrubaWd+wobAFgAekESKwHOKABTy3aCVPjDuH/ne9GErLF4kJ+Di+XTr3XnYqQ+97hXcmnMZKZxW3zglxwD8i2ofXncohHdo2+rkIALqKiiir8TFRiOD9CIAtIrgJOKDurSA1rS3H/+sFeUBfBFqic3xQ0Tkxx85dF/6TKncxKwsruW32kkif1Z2uZsbYoQzr07nBob6RA2KEqllQ4KTcZ3LDW1/tP7HgFkd0jNEX5oCKu4Ty0gCGLUAkAhKKgoBPE0XpQWxVNWTltOLHQtGeLdQd6496zlw6dBDXnzxIpvSLMxCE4aFrKoGAH13XcToLKfSYTJq1hI1F+0ksuAWATQNA3VvOTxu28+/3v0ORvWbClUmmCaoPw1L44t6JVBY4+brYxx2zPw+d0C6jJY37Ac/6W2/u+Odx2IwguqqhmEZtszTxjPzCQtZWwx2zvsRZuv+kY7WI4BhjUOiAJYX55LQ/iE9XbeU/by8hYBMHBIrjXzUSNfjirjHc9conXHlSb7asyo1qBbcv3sZ5gzozpHMrbIqC6ffj93sxDAPDCMoWao8v384alzvcASyqaf/0i1qs4BhvgTRCCp1c9sJiPv33eSz4KY975yyWR6QqlsHy6eOY8sYHfLG+hHkTTmNbaRmvzJ1Pr7YZLCus4fj0IE/nJ8pVHZfqozScjiXCdEMOTmXs0d2x/AHsKGha6PxdwzLxmgbTFqwlv2LXPapj/Mp7NV0LAPeKfL+/+aMp51NctJ0xLy/CYZrMu/V85q3czKPzvmXZPRdz96uL+HTtBgjqzL12BD+7Knl29mcMyk6R2TBX5niZkZ8gJ66fjtU6NZlbRx3J4QdlYgWC2ESVnaLiD/jQdB2338fjS9fx8c8b8O9HR0W0iOAmA+Bi1KAGmp95ky+iTYrOra9/ySe567GUOFTT4P1rRvJzoZtn5nzCoOxU5ji9XN2ucQCOPuEwbjn1KByWiaaLhuois0ZkkijyJHdhBZf4LCa99RWbWvIBD8xkBIHlWg44cykoPmyWylfTLsZt+pj782Ye/eCH8CnvAT688hRWFHl55t35HJ6VzOxiP9dkexrlgOOGDmTSyUegm6F0LCm6tJCLR7hjRD5gcaXIhvmKja4WR/QB64iOAHDsywtxWBbzpo7hkbe+Yn7uKj647WIWr3LyxJxvqLH7eO/qEfi9FpvXr0ZTVILyiEmLYJh6Wth4FqlZGW06cHTvrsTFxzVoFV5aVkqrVq3Iz8+nrCbA9W99vV8BsEUEx1AEC04076bzKC3K55KXP2PZtPHc8tZCFq3ZhCE6owZ9fPqvi/jyNxf3vvMZ7008ifJKk3k/bpLumm7xXsQ5Io2NQ3v15ujuHX/3T6EMaxWXy0VxpYfr9jsAinNaWlpzxASGtUVJRfl079adm2Z+xBcb86UFHHJEW6h+hU+mX8THP27g+K4ZrHFWc/Nbi3Z5RuKMS4YxrNfO07FENky5N8h1s5a1REIOxIRUUfGWk+jg2bHHY1dVFi5fy+frt4SicBKAIQezOO5B1PU+NP50fO4aVhZ6uOntxbs8ZfPJMUMZ3qfxZATTMCgvLw8VJc3aj0JxLSn5MWF8cpKc1HieH3MCCCPBUthWUEKlOJJEHgtRB0AhpsWZDzkJGukpaax0epk8Z9cnJc0YI2LBO88HFAB0lotsmP2oKKkFgLEBYEoCzB4/iiq/RUZ6Gp6KQlKzWjPi7pepslTUyAmbwmI1bYz7exdO79cXy1/Nb4Vupry9awB+eO2pHHJQ49kwmqpSVFhESY2Pa2U2TEth+gFhBQtzISc1jucvGoYHHxc+NZ+3bxxNRWkRd7y5gNk3j2HY/S9T7BVKtjgQ0WDckB6ccdThjHxwJu9dOYrVzmpuFSJ4p8n4oY/k2UuGMWRnOiDIdKwKryFT8te3FKYfGH7AdnEaz40fgqUlcsETb1Nt6tLpXFrs5IKZn9JWN/hg2uWcdM/rlPqruP74wxgy4DDOfmg2QTXI+xNHsrqgJioAPnLhEEb179ooyxYcsLCwkDJPUPoBWwB4AFTFtU7ReXnMKZiGl7Oe/QKP5UO1dD4UbhhXARe+9Dm2oEWbOIM5t17GC1/+yClH9eX0h14Lm8SqjISsdrqjAuDYE/pym+iMYP7+RHZVANDplFbwxDf3r6Kklljw7qqBlkVmos6rl4xAtOGbNPMLfqysIU4km6o25t/0T0qLCxj9wpdS9xPVb5NO6Mt5f+/DaQ/MpsDrQ5wWrJg6c68ZHrUIHnPcYdz+j781CkDJAWVGtF8aIS0c8C/MAXPibTw9/gQU4rj0pXnMvWkcZ97xH1xqHEE1nvmTQgC86MVFiP74lx9/CGf8rQ9jH3qDOdMu4tR73qbK8IFp2y0AXnLiQG459QiZzLrjELqocESX1vi5bvbXrHfuJwmpLVZw9OxPnHKenqjy6mUnYZkGZz8xH6+mk6TDF3dczD+mPcd2xc68yecjekRf9Nwirhp+CKccfhin/PsNUHQ6Jhl8eMsVHHv/DMo9BnOvOjNqDjj2xP7cfvpgNMMvFy3yACMNj8TfRWcEAUBRlrluf7GCFStUL9MSCdk1ELPiFV67ZAQi2+7Cp+dRY4hke9GpFOIddj676VzGPvomj11+BmXlJXy5Lp+TBwzk3P+8gldkMMv/Bch2aHx82+UMv+8FXhg3nFxnjXRE72qMOXEgU08/Bt0MATAoAFhvRAC4X3HAlpT8XW176N+zk5N48cJBqLZEznz0A7yKiaWasuGQZqnS2ZxmtzFv2lhKXYXygBrLFs+oh2dJfU8McYiMPDbWMsgwK5h372SKCwtkYXo0ABwn2rOdfow8WyTCAev7ugQAK9w+bnznW1ZtL4nuxfaBq1qSEaLYhAv7t2P0MT0pc5VhagZ2Q8WvCgkozhE2MbHkodg1QZ2c1lmYRpDS8jKZMlULEkUcqwCWkYAe9GLYdNpkprCiyL9TAEY6oGbE23l0zCgGd2+LafgJBAIIy3dHDhio8rGgwM0jHy3D4xdduUJ9BPfl0QLAKHZn3JGdOPfIQ3AkZnL6g7MIiDR41ZC1vuIkdUuz0Px+Pr33ajxFheJAENy6nXMefVPGgGV+i6mGj8BWyE7UeP/6y8grz2Ol08MtYRFcHyxtM1K4aOhA4oIaHdPs9OyYSdv0VCwjWAtAAbBIaabIB6yoqCClw8FsKnLz88ZtrM4v5rOVG/AGfm+4RPHazXJJixsmCjILAJ52+CEs21zJ8EG9OXHKU6iJNhndEADUVR+L7rqCZ+b/xPnH96TUuY2UDu0xanT+8fBsUN1g6fL09tY2nXlT/sk/7n+JZyb8g1U78QOOPn4At486ioq8Aqq8FSRnp9MmKxsraDYKQFexizJPFe3atCdTT6C0spSNFR4mz1rMxn24VUcLB4wGgEd04vRB3ThlxodcOXwA5w0+iqHTnsMSOqAJ3zx0JU++v5TXl67g3SkXUlK4nUtfWMy70y+iyhPg/AdfRfC/rEQ7c687m2HTn8BjS2PuNSezytl4JOSu80dy7sB2OLdsxLAMUrPakJ3ZCiNo7ASAxZRUl5GTnUOaqlFlVLGxzM1ts79ndf6f65bJv+BRCgs1Bnw+8XfUbgFgNAA8shOjDu/GqBkLUE0blw/rw1lHdmLk9DdZcs9VPPX5N/zf4h9QtDg+vOlcaVxcPHMJlhHglZvPQQ3YuPrJt/jgztGcdfezFJtxskj9g6tCkZBIMkJ9EfzAxadx8mEZOPO3YwZMstLbkpGWIhwwId0ynGXTQARXVZGT3Z7EhHhKPGU4i6t5aMEvLF6dF8Vbxv6SgmsKyf32Xbp2q5Hqyqr1yWQm+Ri85CpqAqHE2xYRHAXdhQgeNaArpz39Obaw0XH9qKM5b1BXnnzve175YSUGNtmt4H3hiHYVMGbmVyiWjk6AudMupK1uMfKul3EpumzbJurVBQBzC2q4aYeTksS//e+KMxjSLR3ntgIJwMz0bNIzk4UDJmRchP9fH4DVAoCtOxCfmEhpTSXlzioeX5bL3BXR1R5HQYqoL9l6fQVrv36T7l080l21bm08XQ/xI06TzyuO4+Sl4yj1CBWmpUXvLok6/ohOnDYwBEBdxDcsk2X3jWPlxgLaZ2Qy7P4X0TQblqrx/o1nU1pcyBhZlBQgM1Hjw+suxGVpMl3q0v+9KcGqmSbvXx1KRrjpnYUN1qCrMPO6cxjQNgFnXhHBoJ/MzAwyMjNDfaZFh4VwhnXkT2GEVLsrad+6PXGJCZR6KqjIr+blX/J5+asfd/mOsb4g/4ZC1i2dS9duVdJfnrsume5da6RVXugyGL50EiUtAIyO7JcJDjiwK6OeWoBDDfD5nRN47sNlvL7sVyac9jdOH9DgRlYrAAAV/ElEQVSN4dNfQ7HrvH/jWRKAF7/8Ga11G+9NvZgRtz1Lta7y6g3nElTiGP3Y62iGznsiFlzo5ubZDR3R8TaNWTefS5cUG/n5RRiGl8zMVFplZMtk14joiohh8WdxsYvKmko6ZLfDkRRHibeKsvwq3s4t5bkFy6N70RhdteQyP52Ty7A8lWg24bfU8BR+jt1eg5Y+DE/xd/zizOG+tcP4ZpvaEglpjO76kifIz90Yoy2JfprscQ+TlZLIa5POlmK7yFks2xalZKbRKiNTNiYSYleE4hoCsJiyqgrat22LI86GZWgUOUuYu347//3wO6lzNte4eEA8aWvmgvB9Ck4t/J/uTaHamIRuWN6NlB58Bl8WZbOtPNj8RUni7FwRmIrUF0bqwES3p6BhhssTm4tcjT/HtvhxCtdvo127dnLDm3oIMG3ZsoXsyx+mQ+t0Zl57BlkEJIgUAcCMdLIy0mtLMmUsODxCHLCYiqpKctq1w+7QwbDh3F7I/M0FPDTvewxZ8tl8o82SZzhz+NHhnl/16KdYvLdgOWXHjaPGUJtXB+yUnkD71DhWv/IgNtENXnaOqhsORwIejx/tpAkUVHqaj1qNPCkCwPT0dNl/ualHp06d2Lx5swRgj07teP6qU0n01VBUWCKjLamZGWQKAIZZmQBg5MOIALCyukoC0OEQHFAnL387SwtKuG/ut/iauV1HrxUv8dazD5KRmYwSBn9BhZu2qUmcPvo6fu11AW4j1NVhx6jO3tJaaawq7iCrnP5aMalJiUycOJH09KRaDhj5wTIVmdn770f+yw+2Lmz3x7ZedHdeTF/8BEXr8xAAjI+Pp2fPnrtz+25dO3/+fOoDcFCPTjw9fiRadSVFRaUSgGnpGWRkpNd2EYwAsL4VXBUBYJwN09DZvD2PXwqrufOdb3D7Aru1pr25uHWyg1+u7cWAky7nhwUvyKkEr+l30mX89PFLeGqqGfTMOkpq/M3DAZNKNnFe79Zce+XlrF2bK1dj/i6vzUJVFYJBg7Ztc5jx/Ct8Umyn3C6I3vxDX/IkReu2SgDGxcXRo0ePJlvEJ5980gCAx/ftzNPjT6ZKZDlXusU5h6SnZ5KWmowlQi/1RG9jALQ7xME4cWwrKWZdfhlT5iyjpLr5JIpz6iC5wiNGjuPb+S/WfjRHjLyC5fOfp6qqiqOeWyfTx5rcDdMKNyPawsRLRrNy5QqOGXwM69atk63FQrWyFh3ad2Dbtjw6HdxJsuPvv/uBHj16c9lNd7IhpSuVVuhog+YcfyYAhw84hP+NGU5l4XZKK91oikKGAGBayh8CsLLaTft2bbE7VBQ1jjxXEWUlfibOXkJ+WfP1i4kAsNH9slSOPf1S8v92OTXNIYLb+F1ccUQbevbsRZ/effnqq69ZtWoViqIh3FnilB+hBxxyyKGsWbuaQw89hKOPPpq1a9fy2muvsUTtRLHR/ABUFs+gZP2WP4UDnj24H/eedQwVRQWUVFbXA2Bqg0a+OyYjNACgEkdeSSGBMpjw9iI2ukqb7ft1Tj3iD2r8FPzVbvo/t44St79pdcAku8ZRZd9x99138M0335KclM4dU++iY8eDyczMkkq0OOEnGAzidBaE3QomU6dORdMtunXrwsVjxlI86AKq/b8vxmlKihpfzqBi458DwPEnHcPkkw6jvMhJSVW17DOdmZFBWpoAYJ3h9rtsmGo3Hdq1xeYQvrU4nCXFeAQHnLuMXOnOab7hnHp4qDWxFcSSjdqFJWzgr/bSY8YaasL72aQiOD1Oo2feIv7730e47rpJbN6UJ7NCsrPbYbNpGIYZ7vJp4XIV4a6pIikpkZqaao497mhuuukGzjnnn5QcNRa3v3lTiowvn6Ri45+jA04/bzjnDOqEc1shXr9PKipZWRmkpiY3OMthRwBWVbtpk90KPSkODR1PcTnbKt1M//hHvltf0Hzoq/ektli8M6pG4u+M95JxNmjFboV1wNgam7VWcGacRu+Cr3jogfu4cdKtbNiwFVXX0HQFhx7qAip0Pp/PF65xMDHNAIGgn6FD/86VV17BeeedR8XgsVT7mheA1sInKNsUsoKb2wh5dPwoRvRoTUGeC6/fL/MIdweAtqQ4WSLqL6tkc2UVD32xksW/bm1WAB6caGPscX155qOf5Cmhwu8rMiPHnTKANxevYGvApMbvxzSE8dlEAGwdr9F1yxfc/8C93Dx5KuvWbiIpOY2gEQwnZ1pkZmZKEJaUlMhm26JNmdfn4cQTh0gAjh49mqpjL6GqmQEYXPgklZuanwO2Gf8I/zf5bA5vl0RBXjE+kf2MQlZWetQc0J6QIPswBKqr2VJSyjPLN/H+t82XkNA50Y6/OsBlpwzihQ++C0nisM/3slOO5LX5y1Ecdmp0hfxKjzySNpZDckD9189pnWijX/t0Rp05iscffRJXURlGINSkwrRCCqjwscku7/4AiYlC/FahaQonDDmBa6+9hvPPP5/KwWObHYCBhU9S9ScAsN2Eh5k95Xx6ZNolB/QZIvNarccBd64DRkRwXBiAvho3W10uXl/h5NXFKxrscUR8x3LjI3N1TbBRU2My/uSBPDdveV0kyVK59NQjePSl12h1UBe8NkfTALBdv2OsL2fPJOD3S+a78KtlZGalc8ukm8lIyaC60k18YpzkfMIQETUOdrtdGiTp6WnS0nv4kYdlB/gbbrgBz5DxfwIAZ1C1qfmNkE4TH2P25H9ycLJF4fZyAiKKYClkZGZIP2CotCk0GtMBs7NbkRCfAIqGz+8hL7+AeevKmfHpt3Ivdrw31gDsmqDirQZXQS5Txl8sDQ8Zdg0PwesemfkG/qBBZtuDyMpuzYqi2J5roqi6zaqqKJfF0smp6bz0xhziHSp/P2EwRw4YiI4Ne3w8DocDm80mgShAKDii2+3m9TdewzQNnnrqSfIOOoZtvtjqCNEQ3f/Fk1Rvbn4R3H3SDN648Sw6xAVwbi/HEDUnRAfA6uoaBAAT4xJltrY36GF7fgGfbark4Y++EXkMTQZAwUg6J+j4qnwUFm4h0PZguibYqXH7GpA7KdHOJl+QtMI1GIkdSEtOIC4BVlXGLlat2HTN+m3Valq178zG7cV8vSKXbxd+yOnDBtOtYydMU2H5N0uYdOsdqKoNfAGClo935s6hTXZbvF4vc+a8zVub/Hgzf9+WNhoA7e01vs9n4N4S4oBCTejevfveTrnT++tHQgZNe5mXrj6dbLUa5/YyTMnzFNIzM0jfBQeMADDZkYipqngtL878Ar7J8zD9vaX4BZqbaAgAdonX2br+V/ztDpVP6ZJow1vdMAQYn2hniy9IwDBp7S9CC8aRkp3GmqrYrU1JaZVt/bDsK4K2ZH5avYGgqtKva3tmPHwPw4cMQbXFibRKArZEFMtGvBVAUYW4NtF1Oxs3beK/85ZR2b5/E5Fr19OaC5+gPGwFN2cywpD73+TZy08jzSjHub1E0k7kH2SJhNRUEQkJcwoRzqztu6rIzgjCEd0muzUpjgR5n1/1UZjn5GdngNvmfImnCRMSBAC7xmvkrfsNAweBnE4IXdDjFgAUVkgoIJzw/63jzT6DdOdaKgImSYki0TaddeJIixgNaYRkrPyQh6ZPY+36zYwadRLtMlKoKnPx6H8fY/jJp1LutygotbDb7LSO86ErHry+AFu2bOWNpb+wJatPjJazZ9NoS2bgWreFnJycel1O92yuaO8S6Vin/ectnr/iDJSqUooKC2T7D69h0SG9FVlpaXgML7pioQk/qiiAD1jojngKC1y43OV0atOONEc8lhYkaAXZusXFmkqdO97+XDq1a3VAUVgvsSz0s/B5duFk12jXu+N1cbpGltfDx5OPxNIVXlmhy5PhQw06xbBkbuAFvWzYrBrueH8ja8oNNlR48MWQO0sAii8i0+Oib5aDK0cNpv9hfYmLs1NaXin1kwpD56fcCvl19+mog7eC6iofDz/2P/KyerM5ELendIjJfdaiGbjWbPjjuSRhRQsioWr/gQ4jM8+iyynsfdNTnNSvK3G+Grw11YiKioBiR3MkIPQngReHOKjQDIBpYIh6Y4eDSq9BlTdAUoKdJF3DYfjRMSiq9pFXAz9u2i5dOiEYCJ9c6E9pmCjhKFOUa/wjoiTZddbfLCSXwsjHf8ZT4wtbwaHWxHEJOm9fOYBEHS6fm8/HqwrwxzhXsUE6VrwKPTwbmDLmHzLZoFWrLAzTwKfoLP2xEhONw3vawF1JwK9RWVXG6GsmUdLntJgAaW8m6ZkY5OrjuqOJAiAldJzqTj1W4oJIfuPOfq5dTITrhNKFhaO2wtBw6aLqDRma9Ps86LpNbp6iqfJYLtGJQcLcFA57IxxFQmYUy9bTYfEsmifJuhHLkp4IW1x8OPkjtICGCbZixgDPffIzVWZs/HEXHp5Da8vDOz9WYplBafwIkqiWha6rnDQgA5+WzPw1BWwvrWk6R3SE3homORsXMuOBO8hIT5VpV0kZrfh+ZbVE/4BeSaTZFYoLK+UO/7LqN25/fg6u1n+uGO6XBpNHDGiYNyvSzGtFSn141wPVHqE+xI9C+DJl86FIooZAl/i5VnxGXDC/A1PdgyNgDASDaKqGpu0cXIaiM2nWIoqs0CGJsRhdEuPwV3modpfT5qD2UtAXbclDT8kkMUHHaVi4/QEsQ1TFxU7/kx9YYwmpdk3B8cVzLPj4PbxeD0pCK9LT0rGCBonxYgE1FGx1otuTqQhafPDRR7ywbB3etJxY0GOP5ggBsH/U4nOPHtLcN+34Acm/60x+axEFMQRgZ4eOp9qN311ASVrofJOsks3YktsQn5KM07So8QebPh+wPn3Vjx5j0Rfzad8+B1PVUcQZulJciK/UYrvThaGlsj6vlK3btvPxe2+yNbMLzoDtT2myMyDVYtLI/rUdruoqCEL6nKjViHS/EgU3phIS1fUrDUJqVfh60ctFiFjVRGtE3IlTkhpK8R31SjF/yGBQGnDhnemfdXqn4K6GEnp+SB8NGx5SC7BkCw+nJeqO934k23WS/D5Kt6/HF3bJRGaNy19DZttu+JLjqfQGZN+aZknJFwuwPnyUDbkrsNttok2UPFhZtDwWOokQO6Ko5tDuA3jw0Rc5/PAjMHwlXD1hNMETLqewqvnPwe2ZpHPtsP4k2AMYAWFmCOVdtGVTCKgafn+dcWGqBgl2TbbqCI1QN6xAwMRraXK/ZUKSAim6Dcuqex+pv6k2qv0mmgSypBbxmoB3BCghkAVEhCNoCqsnBETh2rCZUkesHVIfBE9QBmHliZqWauFQFXlKZySlRgJRU6g2NO54ZymlSihBZG9Hl0Q7wWo/Rc41eNqGfIKRkbB9La3adsWeGEeNCnmV3uYDoPbJ46xb9bNUoF0FhfLYUW/Aiz0ujvT01lSVltKt26EcM/Jsrr3sYjJSEjGCHkaPvYzgqZOazR0SIZb4MoW+Oql3AjYjKHv8ifoMsfHrPTqzN7pDWTyy7x/c0C+NeBpm7Wzxx/HqqmIJqhA3tLjrqI6YNSI/rw40+WYiL60sCF0jJINiMWlAKxICNfW2z8RlJfPsqhJpUUpwoXDjgCwSTbdM8I2MooDOs7n1s6AVruidQSulDviCa5cE4alcnzz6NWRm7f2YOnKQ/DDE203/6PsGE047eQCYdiw1yJyfNvBbfknTJCM09hrWh4+xcY0Iilus+XUdCxZ+SlllKReNGUOHTl0oLaygV88+dBo/ne6BrXTQDLw+kzWGg9Vq9t5TZg9nmNwnkXghcFUrDEBYX2Nn1vqKkGogLDwTJh2WgYP6oSeVzX4br+ZGspEVLMVk6qAc8JQ3sEYL1VSe/3mbBKoQr+LPG/tlkmSIWo46Ueqy4nn6V1cDjje5fxvig1VSokRGod/Gc7kND6y5olcGrbS69Yl+LSVBgydXC1eJ4JqxAWCOqVJSsBZvTuPHSiQXric5syNmUgIFwk3TFNkwje71h4+xfu0qvJbCt8t/5tGnnsRZWs6MO26hd/9BlFWV0bNXb1LPu51UkdXr90jvvd+W2IC4e4ijPb5tcp8U4kWcRg2GdTSV9TV6LQAjet9NfQUAI4ARO6qxOaDxam6kO1UYgIe3l35PwSVqOZaayrMrtoUDBiEATuovOKBobSEAKPiJgsuy8/SvJaiIdm8hrjW5f3vig5VhLhaascjv4Nla4IcgPKFnBpn67wH4xCpvuN10bOKx0QKQpHi21fibTwQbHz/DtLsewmvY2bT2J75dv5aSskrOGTyY7I6dZJ+9W268hpRzb9tjsOzxjREmY4W2uj4vuOmwNOKEsVQverC+RgsBsC7KxO8AiOCA9jAHDCmBwuc3tRaAIZEsARMGoPyLaPsrOGAtAOvcFC4rLgRACUpxr8WN/doRHxRRjrpV/1kA7CB8lOhRcUCbqpDaKpVfStx7vG2N3di4G0bX8H3wOO/O+4xqr8LW3J94avZsnBU1/OvyK+jUvQeJcQZ/H3wEKefd1jStJATHkXpTOEEy4vmvb3pKXiPirGFEKiY3C862FwB8LbdUAk9wLKH4Tx3UHtNb1kAEu9RUnlmxLURPYeEqJjf2E6K1uuF1VgLP/FqMPCtdWN07AWCx38YzuWW1KVghDphGpl6XHBARwU+s8oSfEQJ06AOMvL9QO8IeyjD9QlpHyDjakWe2sxTK89dT077LH4Iqy7UBJbEV2R3a8WtJXYgwFkhsFICZKz7g07deJDk9DcvmYPWPP3PdA4/ichs8cvV4TjxpuGw9Jtwx/f5+MtV9TonFWsJzCEKJLOxIZpoiXSZihOKUIXJHSC9+LwyOULDK5Ka+WWEARkSw0AFtvLW+qnaNomPBpMPSscs++tLZERbBKq+HRWHYgcJtA9ti+YUOWMfZiknlmZVhERwu4LlBcjZ3/dMYcEUAKL+lkFumMQ7o8qs8m1tZD4AWV/RMIUuv45IhAJo8uVqAXPS7lm8eAlbYYKofQqxzAYUSC4TK6dBt9Mh04P30cfksd5/LcBZspteAnpE+So3u4/YVKwimtKNV2Uo0169oaW1Rj/wnvzj3nhs2CsD0n9/lraf+S0JyGpaik7vmN+5+9mWclR4euPxi+vfvi6Lr+Hx+/jnuKir6xi4UJ/xrozva0UTWTfjLFsSMELfBz+H6hZBwDPn1EoI+dBmOCzUdl+4UbPjUUGw2xDcgKeipbcgTOSM4lJXiaMApEoIiwttQ4RfRCK/mqLdZFvGGV4av6lciGYqGV2sYJ483xDFhde6V0Aek4dnhukTLB0adlS7eQ3xoNVp990udf7C+r7BuDSHOmBhnJ6jbWV5sSNeUAKCkmSJq+PzYht8YLrtonI8ElswET4XsnS3oHwFgRBitKNxzIDYKwA6VGwgUbpZFKKDLxt7xnXpJN4Z3y2q5ITIko9kgoy2utHos3DRqv6Y9aRRkoXNFjoGOrzb3IxSbDBEnZHmGgFX/512p5BG1MXJPA1LvbWQuhvy/qaYqMxy841LpnikAHO7IXye5az/OnT9fHloWSooIS5xYcMD/Bw1psycaQlDuAAAAAElFTkSuQmCC

If the words are greater than 4 add it to game_listFor each item in the list words it will add the words greater than 4 to the list game_listMakes the code happen all at once

Repeats code inside 26 timesIntroduces the game

This code will tell you what number th eletter is in the alphabet.

aThis code turns a number into its letter.

1

Item of index letter will get chnaged into a number.index1Changes the index by 1.Repeats the length of the list secret_word.Reports the results.

wordaIf the letter said equals a letter in the word than it reports true.index1Changes the index by 1.Repeats the length of the list secret_word.falseReports false.Determine if you guessed all the letters.

Inedx letter of secret_word turns into a number and compares it to guesses.index1Changes the index by 1.Repeats the length of the list secret_word.trueReports 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IAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==If the chances equal to 1 then it will give you a warning .Guess your letter be careful.Ask you to guess another letter.add comment here...If the letter as a number is in the list then it will say you guesses it already.updateadd comment here...This will repeat until the player wins the game or they run out of 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