data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAc9klEQVR4Ae2dB9zUxNPHhy6ooGAD0dcuKjYUsRdUFLGDvSFWxI69/MGGHbAi9oINOyqKvYtgVywo9gI2iiIKyL7zXd0jd5fkkrvc8zx3T4bPwyWbnclmM5ndnf3tbAOjJBVO06ZNk6lTp0r79u2lSZMmJT/NM888Ix9//LFMnz5d2rVrJ5tttpmsvPLKRcn98ssv5Z577pEPPvhAvvnmG1lsscVkxRVXlN1331022WST2DIp05NPPilfffWVNGjQQJZbbjnZbrvtpFWrVrFl1QWGhkGF+Pvvv+Xmm2+Www8/XLbeemvZZptt5IgjjpBbb71V5syZE8QWmM6LuPDCC2XfffeVTTfdVHbddVfp37+/vPrqq4E8YRe+/vprOe2002SZZZaR1q1byyqrrCILLLCAfalXXXWVzJ07N4zd99rw4cNlpZVWkv32209ee+01ocz33XefdOzY0b7k8ePH+/L5JXL///3vf5Z33Lhx0qVLF+nbt6/svPPOtv569OghO+ywg3zxxRd+7HlpU6ZMsfW11FJLyQUXXCCffvqp/eOYj+Skk06Sn3/+OY8vSsLDDz8sZ555ZpSskfJQX5HtGhYwlx599FGjX7xZd911jVaiuf322+3fgAEDzDrrrGP0JZnHHnssl833XJXVnH322aZFixZGlc4MHTrUjBgxwtx0003mmGOOMfrlmu7du5tJkyb58vslUp6WLVuavfbayzz++ONm1qxZNtuPP/5ohg0bZstI2d9//30/9rw0tZ5ml112Mauttpq544478q7/9NNPth54hquvvjrvem6CWimjH63p1KmTefvtt3Mv23NVFnPIIYeYtm3bmtdff903j0t84403bJ3vtNNO5t1333XJmd933nnHqELbPOSNS9ddd505+OCD47L55p8xY4bRVsjMmzfP93puIpqaRZdeeqlZZJFFzI033piV7j254YYbrOKQN4ySfhHc65JLLjGLL764GTNmTOCt1fqYk08+2eZT6xOYz11Q62623HJLg6KF0UsvvWRlqqUMy2a0eTVbbLGFQbEL0aBBg6wSapPqm3XChAlmiSWWMAMHDvS97k0kD3nhiUPaypk+ffpkWLT1yxzHPdDuhmncuHGG7a+//soc+x1kKSCWSfsoBb9IBPHVkheeIEryRXCPJ554wlq+QhbDlQeL3aFDBzN58mSXlPeLdcZaRlEWmF988UWz0EILmbFjx+bJIuHaa6+1ljTsnrmMhx56qOnWrVtuspk9e7a15tq85l0LSiAvrRS8QZRrnY488siiLWCurPvvv980bNgw6NZ56RkFpAlceOGFjXZw8zIFJZAXHr/mM8kXwf1/++03o51323QHlccvXftchi/cj3RgYLsGNGFx6PzzzzcbbrhhHgtKjHV+6KGH8q6FJdAca1/WjBw5MivbRRddZJvxrMQIJzT98Ealfv36md69e0fNHppP+5NGB0ehebwXMwp4wAEHmIMOOsh7LdIxPPB6KekXgWyaKh2Nem8T6Vg766Z58+bmww8/zMuvgyrDX1yaOXOmWXrppc0jjzySxTpkyBCjI9ustKgnKAz9Rkf0a2lOo/a1HR+/8MDr+sbea37Hxx57bGIKOHr06PgKSP+jWbNmhpcVl+CB19uHSfJFuPIw8KF/UQwdeOCBRkfMWawo0YILLmjefPPNrPSoJzTdyPXSVlttZXQE7k2KfMwAis67q0e6NjqajMyfmxHesO6RN796IxJTwGeffRa3nld86LF1w2i7bV0tuDLiEjy4aZDhaNSoUbL33nu701i/alFFO/uCm8URLhEdIEjPnj1dUqxfHT3Kgw8+mMWjgxhZcsklZb311stKj3qy7bbbCu4LR9rnkldeeUV23HFHlxTrF/cKfsEXXnjB8uGewk1TLMEb1cXVtGlTNKbYW2XxaWuTdV7oxCqgDu1FR4GF8gZehxcZUNIvApn40bSTLjq64jQ24ajVfqp1LDtmdY/YD8edx/3FOc2zug8FeeqmsY7huLJc/tVXX110BGtP1Z0i2pdzl2L/wouMKKQtWJRskfJQB3HIKiBfbrGefm4GLzKgpF8EMj/55BPrbOW4GNKBkrRp08Y6lh0/Ttu4leV43S+zD9rftafqbrCOcHetmF9mcVBq6Pvvvy9pdoOyISMK4cAvRP/880+hLPa6eggi5dPRs81nFVA7qyVVHg+ADCjpF2GF6n9MO5VCpfKXcu+6zhul2WzUqFGkx9AJgkj51FVj8/37fySWNFO11oAOxhJ7NJ3EsLKi9ilTBUyo6rEQxcw/e29PMxfV0nj5Sj3mnn/88UepYiy/A4NElWcVkM59MQADV2J43QChHC8Csw44ohRSt4t4v3RQJL/++mvRIikP/OoPtDLo9NMfBDRQLDFQWnXVVS27zkuLzqYUK8ryIiMqgShKkqLKswq40UYbRUZl+BUSRAcyoKRfBDJxlejUF4dFESN0rIt3oKXTb/L0008XJQ+m559/XnTWw/5xjnJ37txZ1BHLaWz6/fffrUxG15BOp2U8C7GFKQPPjIyoxP2TpKjyrAJSUJ1fLfr+8LqHTfpFUCh8bh999JF89tlnRZUR/Nz222+fxYtrhpEY2L9iCOXt1atXFis+QJ0dyUqLenLXXXfJmmuuKc5qAX974IEHorLn5YMXGVGJFiJJiiwPNzXTVDqSNdp8cBqL4IHXO9V13nnnWXhTLEH/ZQYapJYkj1VftoVE5V2IkLDWWmsZxTbm5VQMnFHndl56oQSABsDIcgEJ3377rZ1bjoLA8d4DyBplZP7cS8DDbrnlFm9SpGN44I1KivE0yy+/fNTsBfOpIlvQRsGMmiEzZ6Kec3PGGWdE4cnKAw+8Xkr6RSAbBAwYQAWJem9V8Bh8oDp4DRCtXPruu+8s9CwOAAMZzB+DH/QjPj4+oDiQJmBU2nXJw9Dx0TAFCRAjKpEXHvCWUQkFVFBr1OwF8wFGCIPLeQVkFBDgJIDLOHOj5IUH3lxK8kU42QAftCl1pwV/J06caCFjYegUFFQHJEZnNArKI4MipM2iiy4aOG/+559/mg022CDy3CrgX+BdQUBS7X5Y4G2kwmkmQLrwxCEUEGhdLvHRat85N7ngOQrIc+USlj6XMgrIBb5ErEWUl0Ee8sLjR0m/CO7xyy+/mLXXXjsSdo1JfSbkjzvuOL/iZaUB1yKv9jOz0nNPtJ9mlQXERxjp2g+j/TkLTP3hhx8Cs15xxRVWXhjiBStN2QA+qGsjUBbgCvKQF544dNttt1lQbC5PLtYv93rQOXhAv1bFT16WAiIQcCT9h5dffjlIvtFJbpuHvGHEi1hjjTWseS/1Rbj7oPg64LHQLB3puWTbfLkHpEKBSwG0jEogqLFE55xzjqHcEJUI1lGnGW1fEawfoNgoxPPSb9X1KhaJA04OlDkomssuu8yCYPmAFXxQUBzlAeaFctG/4+MG+g7ahWOaahR+4403zpS9oFBPBpYh0LokReqKiywqTwHhHDx4sH0Ze+yxh+FlUukoG6aaSqXZpdO855572r999tnHXHnllQaAZy6hJFRMEi/CyVYfk4Xcg/MDQwcKmE50165dbf8H4CrrRuISikZ/Fkj5sssua+FaihSxA44TTzwxtmXh/uqusYBYmnkGa9QDIFkGHDrvG6uI1DFKCPwNeVgaysdHXiwMjALwXpNUQJrgqGRz+g2/8e1pwaybQhf3oKjWTYBLRBfTCM5hfq+55hrrJAaxwvJDVtJpHylPJDCju+++W5566inrJAUIwOo43CP4vnRxjgUM5DJqp9ouZ1RrIcCGvKRWxro9cNHgeVerIPoxiA4QSlqeiQ+LVWc4m3kWIGfO0e69f20d89xqFe07YVUgy1GLIYAP1CnvmffDb7HELJCrI+bd0ZcoFKiAUZh322030Q5+JivnOiq2DlkSFSmdmeLx5uMaeSEUT8GY9lhXZtlli/ZE/2PtLARuj1mBs846K4PfUwtn743/EeSHrtWwecHUqcUVXTBlz7mP9o3ksMMOE+1D2kpiqWVK82uAjxcQCWuWkyDtf4ta6GiioppKv3wss1SrZv9UOczpp5/ul80ux/S7AL9rtnGzcO4lXRyeOQUNzTJOL7GGAh6WjkKM2FwHnKafa24Ux4iYc9dP9MpJj2uvBopDeProtvZD5N5775W33norY6V8suUlaZ/Gpukin6xrLArXTnYGoJl10XOCBdWBg00B4uPmZnW0LDTblIlmme6BuihKhnV5bp0eJlADJStgLvT+zjvvjKWAQc+AHJAVrukGlu+aVS8PzXMQUTaiEzCXDFBWR6BBWdP0WqqBxOBYdGiBk6sXPpFHwQKusMIKVhYIEx2Jx5bL3CqW+dRTT7XWL7aAlKHsNVD0IMQNIrwlBGFyyimnWHQ1TR7NXy7RDGKZHD8WTOd/M+egqxkt69xylsXaf//9bZOMPKyi4/fKJ+6Muo68SaL9RCvPWdKsi+lJrddA0QpY6yWPWACaYKwgip9S3auBkvuAde+R/i0RFhgiLBoKmFLdrIHE+oB16fHUqZApDpbPe565kB7UiRqo+ia4TtRyWojAGqhKCxj4tOmFOlcDqQLWuVdSvwqUKmD9et917mlTBaxzr6R+Fahq3DDAgZ577jmLimH1HJAgZmUInKRh0zJQoWJfbzmj0xP5i5WFLKX0Eo5171JS77VqOa6KUTBhyI4//ngBO0ioOKbgIGZTWHYJpk/BnBamFffFMQ2ocalFAaRWGdZff32r3LoeRj7//HMb+Z6pPtYIxyUUT5cMWEwjsXUIa0HEfz4mMH9g9Vj6qYHRhQBLVUm1B8RJ5s7A3FkkpFtA+EYEJUqobmVg84QFXvcrDQuFWGFWruj0rG8BPYx8BVtk4lSzGIiVhSDNQT2DzvZC0/zKWqlpOGkrlgiRi/JFWadBHvLmhtUNeviaiE7PFhOFtn3go2EJhAI8jSK1g4pbsekVq4CEtGUpISvVohJ54YE3jFirwcKnpKPTh90z7BpgXSwlFrHaqGIVkBVvLJCKS/AUWi1XU9Hp45RdUUOxgn/HkV2beStSAbFgrIiLu70CFQ0PvEFWkD5jTUWnj/Pi2VVJI2fFYamIvBXpB2RREQuPXECkOKNDeOD1BlX38hPURxVQ2MstLsEDbylBhcLuyd541UYVqYDA6/HtFUvwsnbFj2oyOr3f/f3SdDG+jXiPb7PaqCIVkIDoLoxZMS8EXhdUPZe/JqPT597b75zlpvg1CXem+8/5ZanotIpUQBaOs7C9WII3KIBiTUanDys/i+xZRsB+H5tvvrl1qkdeaxsmuI5dq0gFrGN1mGhxiOTKzAebWgOmZUE9ihg1+nyihakBYVUzF1wDdVWWW6BwRFul6Wc/FPqgOgtil6Sy8Ip9N3R7XLuJNhEgqo0qUgEJhM6LK5bgRUZdIPqiLJxnWStEM0uTCxGOhDAXzGkzF60upJJi3lihdey/ilRADQCZ2SKrmPpkVIkMP2KAUpPR6RlYEAjK7VIAcMJtdeDKh8tII5GJRioTjVKG77ZqIjwE9gFBY7CyjK+vFNJ4LqWw2/tTDg3imJGjoeEi74OWYfIc0Nwhw4/wE+bCovzyBaXBG9c/idLhP+QvV/m4D4gYdiFwAdWryR0TqIBUBnCjUhWQaFWlEH0g/jTka0YM0ejZ/RKMXlyCB96gXS1rOjp91PJrTEG7yL6UjyPqvWoyX14TDEYNYCekkaQyZcE9ocEWbSg1YtK5mDDEqcNXRYgvvmSCDfGH4uYqL/FdyA9uj80DwdoBGMUakZc+DgqCfGL8QfSJ+PMqIPtx0IQyWtRI95kyRjnQQI6WFxl+xGwG2Dti5fXu3dsvS2AaPPAWM4sSKPS/C9QJTS/xFeNa2EKya/V67oQhu58DEyIM79FHH21Dr5GH9Pfee89mJy60w9YpateGmdX4coYQbYRrc8S8qjfkmnb+rRzmYUlnuwN3nTBtbm6XcLkgUrxEHGcv6Z7CNmp+HJwceYm0rx+MV1TecU1Fp8+7cUiChjyxYAQNFhqSq/IuZVlApqewDDg/IawVhMXCcXv99dfbczrM9BE1JK61Vs5Dr5HxbbNtM+l/xHnxEuHTaE7ZnBnyRraiXzZ+/HghvgwjPwYCfPVBRFRVIrQSBJPARYWCKxKckrzwuFFmkGwCZRKfpm/fvrYfHJTPm05eDRMsffr08SaXfIxDWmM4y9ChQ0UNQgbtXbLgOiIgSwF54d5mU4M92vCv+J8Iv0qT5wgFAUJOFCtHrMUodk83BhkugBD3jUIXX3yxsG6ie/fuosG7bdPvx0cIX42BbJtyeKIQ8ggfDB8uEO8+c15+DRJuFZXIYOzIVAwhwzuzg9Lx0dNXVaS3jezKB8dxtVHemhDWP7BABkuF4jEHyctAQagQAj8ST1gxdcJ2VxpNX+hX4bmnT6fBvK0iEE4Xq0Malq5Lly7WSiGrX79+VpkZIcOL9UAOm0iz4R8xmTkmahYvnxjV9E0ZGDF48A4gsMbcC+tMv5ToWPTDQMxQPqJjMYrWzWVEofm+o8ygl4pDGB8d/dL+/fvbmQnWa4waNcqGD0bukCFD7P04DrPYQfcgnfrxKiCtjdtIkREvcbmp+6CPIEx2nb9Web0G/xLTfySSP5g5VUAbSV4V2YCjc31Xf87CqeWKTs+dVbntLgJsbaDKkvkDAc1WE/rB+q51KVzqysiRZwHr/BdToIB0AVw3QLczEP6SoqSi0+eWB28DXRk2LHSeB1bf4SGoSqvnqYCqU0DPs6WHFVADDSugjGkRq7gGUgWs4pdbCY+WKmAlvKUqLmOqgFX8civh0VIFrIS3VMVlzJoJYYM+AAEOTMBzO9BBMXXg5DneUmQ5GVF/mZUAXaxzyEU7iKPeK81XfA3kuWEAPjJ74JQHpfEiW8CmMVU2duxYq6hMc+G7Ih8R6ZmSgpyyOXnkZ86WbbVy5THN501jVoU5aW8a92WuGDCpIyJJdevWzfe+5GF2AjiY3wwFMy+6h6+du2bWgXlcoukztafBgNwtYv0yhQasHsSKF7HNTk1MF9YVFHashypzZt8mmBfnwI9MPTExz86VWEZFwtg5VSb/mZJD6UiH1Pdulw4yt4kSe4m94AA3+MnT/X8t2hdwA9NwwNT98gHKBBYG4WDWncvtcdh9bQbPf6CPgUsB9+IeGpnKTivi+GUKUmdSZMCAAfaahy30EGVj21p2dmLK8dxzz7XPw46eujm13QEUAAQh3VLKroGsJthdwno5C8hLAcXCXCTklA3gJs0cVsilsXgGi4OFRJFyiRh4fvJIw0o4VHCnTp3s3LDffd1mhCBqsJRQofu6cmCF+ZBQOp4vN6YfsfpABLESjeabZ46yGk1jydj5aHCLw4cPt+jldu3a2dsyH64RuewcOaghFJK575T+rYEsCwgCg6+ZZhQrxEtCoUC+YPGYMEeJFM9nt9EixAUKwSQ/BDoGywRAQLF3FtGBPEJVYCFA9frJAzSANQN0ivVl7YNfPm8TD1gBosnLvS/pvHSeg2YfBafpRvkAQKAkucoHD8SHACAX6wgsKwoB8VIMo+0y9OzZU5zywUu9cZ2uCoBd7u8sdxTZ1Z6nkTapA91DsjKLqJxYFzYw5iWx5SnNB4gUkBn0kUBroIggc7FaNIH0nzhGObEgKDNWEHlcp3kFUoSMXHmkoYT0+UCGKEjVNx9KR16UBKwhIXjpV7GQyHtfLDIfDy+cDwIFBc1CvxK0TyFCNn02rBVWOAg97eSAHAKxwrMGEZaUeqHV4AMDN+hFwATxVX26KkfVk/ZHjQ5EjCpwrGdVfKLRjzATuTQWc0BmbeYt4kXh+wE56ldyVhNcrV8bTS4YxEKo6dznxxJjxVnrkRSxlgWLWexIO6ly1BU5Va+A9P10/YhFNhdT6QzIvAuiipGRy0M/sZToXrnyKvm86hWQlXwMaNw6lLgvC/Q1PkO3cDwuvzc/fkI+BvqxKf1bA1WvgMzsMJAqlpZT1wqDBda7lEIsKWBgwwAktX7za9LXDzj/cuUfgY7OXZ0X96ngd7Fb4vLihkJ5iXTFehfWUAeFBYkruxryV70FrM2XhLLhcsJFhdsKN5NX+XS8W5vFqxP3rnoLWJO1zICHETPKxlQkDnyOmUKkH8oKOixhhw4dbLHSvqBI1SsgjmqawVKIWREc0oWIOWa3Thrnt9eBPW7cOOscZ20v8QBxyqdUDxSQuDNMyxVLrGum7xZl00CUjBg5EAMX/H1eYgaJ2ZvLL7/cKiBNcH23goU/a28NVuAxfTBcMbz8Yoh5WyyZ7i1SkB2lc4CKXOWDmQXzLNzX2DtWUeu78lEnVa+AzBMTZZ41t8UQ1tMbiaEYGV4eZlewfFjBlETyAKnVWCnDhg2zYT6AWgF+jUo0qfjsADa0b98+KlvBfAAkwEcySvbSVJkqL+m/2fqv3LSYLCab679G+q9Wqb5MfSvG0CgaO/Ljqv/QaNNrFFwamSdKRoW5WTBCrtzp86abVf5c3cjMxjX2N/DvZJ8tyvPn5qkXFpAvHGvGZtagu6M0qWABwfC9oKjvKP2/QlaEkTijX3CDIMaBt3nDbnw891Pp+HNnDQ5Tc77Brk23kGfazA99XOgZynE9entUjrvXoEwcwIBdARcAmT/hhBN8747vjjh8EydOtIOFOMrHrAvNqyOUDnQ4ygZqmgixRBxDEb3KR36jniIzPRhP6GQm+TuvhTa/bZKUGF9WvVFAqgY/HSPQo446SkaMGGH33gBUCwKakMHM1wLdAjw7ZswYadu2bawaxbp5kTMoICHeHAG2ZVTNkoM8mtdAGkzPDuiZlyfpBFOzCu9X/HqlgFQAbhkWBxGnEHTyoEGDbAxElI0mmiCZLuKrX4WFpeFmcdFkta+TyUo6ECxmQnBQ+9I/ipCZPt96+ub5L/HMFY6WWROmyeDmI0KyNZAJG4+R7e7eS777v6n++Ro28U+vwdR60wesqTpliSdW0C0fBQTL9FshMOxHMybJWmN29i1mqyYLy/3rDpbJ730rl/58m1y31QXSaOo8OXn0+bLPNr2k9ZQF5O/VG8tx718kb2w/Upo0aCwXPDhYLu05wC49PXryRTJzmfkfhLvJFot3lme3vNWd1spvvbOA5a5lmvK40fVtmUIsYJNmLaR946XkuVbj5fMJU2TMtPEy65Uf5fWlf5D1v/ta1u64pnRttb4sOKmpNJvdRLY+dlf5YtkZcsqc4+TscVfLzI7a1PrtaNGi9pvgqndEl1vhEpNv+4DNtB+Y/zd7WkPpNfJU6brEhtKrxVYy508jC7doKas0XEmO7LyPXD746n/XMc9orME5Z8uUJXQs3aaVzP1nnrRsvKg0nNHcV678UftNcKqAiWlQiYKsBdRBCAORnL8mv7eQw9r3kLeffl1Gv/KyjBz3krRu2VpavjVb7ho/Rg5cu4fcM/oRmfnbXLn/iVEyB2unMgY+dpMcvurO0nwS/ct8uQ1m1r4FTPuAJepNUuwfTf5G1rnw8KTERZKz+UpryTPHFF6mGklYkZnSPmCRFZc4m7OAiQsOFlgXLGCqgMHvp0avNFWXSJM/Wmi/rTTsYpxCt5ibDReLw5tU3lQBk6rJEuUsp1El+nbtITeOel5mzZ5TorTC7EsvrmFCuu9YOGOZc6R9wDJXcCo+vAbSUXB4/aRXy1wDqQKWuYJT8eE1kCpgeP2kV8tcA6kClrmCU/HhNZAqYHj9pFfLXAOpApa5glPx4TWQKmB4/aRXy1wDqQKWuYJT8eE1kCpgeP2kV8tcA6kClrmCU/HhNZAqYHj9pFfLXAOpApa5glPx4TWQKmB4/aRXy1wDqQKWuYJT8eE1kCpgeP2kV8tcA6kClrmCU/HhNZAqYHj9pFfLXAOpApa5glPx4TWQKmB4/aRXy1wD/w87tadbp0kPLQAAAABJRU5ErkJggg==data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAB4KADAAQAAAABAAABaAAAAAAHwbojAAAvMElEQVR4Ae3dCbhVZb348XOYBETBETW5OVFdNQVRy5yoHEJivqRplmVh0y1vmTZpNF0107qV1rWcmhxQRtFC/ce1yUwUrRxwAIdMUBSUeTr/72+73u06i32GfQ7I2fBdz/O63mm9a63P8dm//b577U1dnZsCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigQMcXqO/4l9hxrnD06NG7rlmzZtvtt9/+yauvvnpFx7kyr0QBBRRQoNYEOtXaBW+q6x0xYsQF69ate7ZTp04PL1q0aN7YsWO331TX4nkVUEABBWpfwADc+r/hmFzXvitXrjw0VzargAIKKKBAVQIG4FZy1dfXb5fvSrl3vmxeAQUUUECBagS6VNN5E/atHz58+Aks/+7X0jWwTNxAv+UNDQ1PkGZPnTr12ZaOaWX7mkK/ZYWyRQUUUEABBVotUBMBmOB7JEH15tbcFf1K3Zih1kUaNWrUPwnK3yddNm3atPYEzQcY+NjsGlZ27tw5ym4KKKCAAgq0SaBWlqB3a9PdcRCz4DcQiC8iMM8hGO/f1nG6du36XsYZwDiHke83ceLEJ9s6lscpoIACCihQE19DGjx4cPfevXufTQDciz9ZLEMfnPvT/TqXj2zM6ncl8Pan/y6FtmeYCe/LsvQrhXqLCiiggAIKvK4CNRGA8yIsR3+EWegVWd3qyZMnd8u3pzxfE+q8evXqeHL5MtIOqZ79WRxzca5sVgEFFFBAgdddoCY+A26LyoQJE9Zy3A18f3cxM+Hf5MY4nnyzAXjcuHFdFyxYcHiFGXQa5t5JkybNSYXW7EeOHLkH/QYxZtfozwx9HW8k/sRS9jNR5jrfRttJZGOZPL5j/BLl++j3K94wzKZc1Za9ARnAGEcz6z+QfYzZh/G2Jv8y+bnsZ3bp0uUGrJa3ZnDe/OzDNR/EccWPLhbicVt+DM7fgx8teR91R3DOPdj34bhnyd/OEv5VnHNJ6o9NH8Y9iraeqS63X7V27doHWLV4LFdXN2TIkK3YjmbMuK9GG+Os4J7vcKWjEYsFBRToYAKb7Qw478wL/IuU09eIHiKg7ZtvL+bpH7PmTxTrU5kX+OemTJmyayq3tB82bFhPHtp6in75mXgc9qcIUrRdRiAZXmkcztVA2w8IWp/P3lRU6taojus/lYpvkt7YqKFCgeHnk04lWDUKoMWu2T3Em4Xk2KhLBHnGeGD8+PGdZs+efRaNX2yqL/V/5XvUR956660ryddzvY+y35vU1LaMILxT/iE6jvkancc3dQD1t/B3HtpMu00KKKDAJhUozmQ26cVsxJOvyo0dM+NmNwLSns12qKvbpoX2Rs3MMntQUQy+0ac/bX9tKvhGB9riTdJnV61adX6UW9qYSR9Dn5+TWgy+MRbD92X2eXPMwKPc1Ea/PrRVDL5xDO29eMhtZ4LvDIoXNteXtkOYvR7Gvo7P9zuz+7fIN7P1yAzLXfgbFT/fL7dlmTcVKywroIACHUlgsw/ABIUDAe+bQ2+0lJmrL2cJJl+icDUpgklKfyPfpo3l2YUEjI9z8A2kOblBdiKfZtKxJDuRft8m/YT847l+EeA+P2bMmP75ukp5ji0GSaoa/sTxZ9N/FOlE0nnUPZc7vhvtP8iV18syu43vU59Jvxs59jfkwyW/xfJ21L07V/kKdX+k/HtSozc+BP1YBq+bOXNmfL/6dNL1pBdI+S2sJnLOj4ZhvoGAfBH1/0vdzaTycjbnW0H5BvZNrmDkxzGvgAIKbCqBzXoJms8sD+aF/kZwy7NBXpjHsnwcdVVtBPIRHDs5DmK/lDF6VTVA1pml00+T/WHh2FtYYv0ES6yxTF3a4jNUHiK7nMIHsqo477c571dTudKee96Ge55G2zb0v5Wl4SsYd26xL5+hbsssNJadD01tBLR9CXQPpXJLe+5lFX3SZ9rPcXyalb5M/nzu6dL0OSxL2Huy1B5L0+8gXcvy8HeK42P8Ma457rm0McbPuZ4PpXKlPfcbM/gnaCt9fszx38Poc5X6WqeAAgp0JIEuHeli2nAtnQkCMbMrbbz4xhuKeKCnL/mB5Ae82lL+74S2BN/y0Rshw3X+pW/fviMvv/zy1fnh48EogssnuZd4aCxmyjELLi3b5vsV81nAG1ysL5b5/PVlguJnCYp/Tm1cSyxDtzoAp+Ninwu+DxL0R3Mdj+TbszcBn8rXFfNPPfXU1f369fsi9XtFG9dzMn/fbxCsG60G5I/DJ/7+peDLfinHxPK3mwIKKNDhBWo9AMcSevkFlyBQAudFeD142v7xyiuvfGy9hk1cQQA5oxh80yVFMOWz2clce7ruNMNMXVq1ZzbdbcmSJb2Z8W5NcFzOzHpRPAA1aNCgu/nMdiWDbBUD4da3VQM20Ynj7+Kz6uMjuDfRpdnqWbNmrSYAf5NOV2Ud4//PL5NiiXq9LWa/VMbSfmnj/JdhNj+V3SuggAIdWWCz/ww44fPivF+vXr3mENBOSHUdYP/ygQce2OxnywToWF5NW5rppXJT+/q4T5Z0r2EG+QgBdxnBdwGd5zLec+RXUD+f4HtLfgACfY98ucr8vRw/pK3BN52Lp71/QX5OKrM/lWvdI1cuZwuz3yUE/4vKjWYUUECBDi5Q6wF4HS/6RxbS4AgEpNMIuhfgf3/ub7Az9ZMJTO/J1W3K7FN8bWddcxfAjPWF5tqLbdzb/gTfu7nP6dz/B2mPp4E7F/tR3pkUy9ul2W+F9qqqONeZLBUvquqgCp3jq1aM9fVcU3zG/KVcuZQ94YQTYjUgP/v9EcH/+WI/ywoooEBHFaj1Jei1PKTzhxZwv8QM6vP0+W7Wrysv8BcT+Ga0FPxaGHdDNK+/Vt6OUbnPAdzb7wi+8ZWh/BbLzM/QFg9KLSW/A2kf0ob8JxUbPeXM2G3eBg4ceB2z868wwL7ZIKfxpuJbfH7/dBqUmXL+s99XmA2nv2/q4l4BBRTo0AK1PgNuFS4zs/jlqym5zvvee++98fWkzWmrJ8Beww3lg+9sAu7pzKJ3wmAfAtgR7I8nHUwA24GgNYhjnupoCPHGiOsen7uu+LnRc1I5Zr+0n5HK3MMPil9TSm3uFVBAgY4qsEUE4MDnBfvO/B+B4LNXvlzreWaIh3GPB+TuY+LTTz99KIHpyniYK1dfysZSLz+DeS+Fdi8bF8feEGWu+0bGyX98cDoPXe0WYxdmv4v5NbFmf1p0Q1yPYyiggAIbWmCLCcDMklYV8Fr7QFPhsI5ZJPgOyl1ZA28wPh1PFefqKmY5bvuKDZu+Mn6C82vpMsh3557Ozma/5c9+af/+9OnTX0r93CuggAK1IrDFBGD+IIfm/ygsyz6ZL28G+fhcN21r+X5vo1+OSg35PZ8Zx4987J6v60h5ZsFTuZ5ZuWsa161bt0sop6e1Y/b+/Vy7WQUUUKBmBLaIAMzy7In8RU5JfxVmwy+R7knlzWSfnwV2yf4pxoq3xmesnTD5DI1XVOzQcSr5MzWcl7ucCLzvz5Uv4fPsDrmEnrtGswoooEBFgVd/uaJiU8erzP4JuvhRih9mV7eWmex2+SvlO65dly9f3oMly92YBe5H23tJI0n5r+J8kxfu/At7eYg4B58xxkM/jTbGG0b6VVQSFFaQ4ms8620EvlXxIxfrNVDBPzzQZbvttvsvjv1OtLN/mOsfxK9ELavUP35Ag++2fpzz/k/W/gz99z3ooIOWFp/gJqDGP2d4VxqHseNp57OZMf6Mz3tj+b1+9OjRu/DzkGPpF8F379Q37TnmAvp/e7/99ltWHD/6cP3dt9122/haUGljSTiCfnI9nmv7c9bUaFfpM+hGHVoocG9/5prfXuj2Iv+i0p7t/d5xYUyLCiigwOsmUBMBmMBxFC/uE1HJL7O2FWnmokWLjs3+EYBGY7AkGw/z/BepPS4rCRZnsHx6TW7w+Cf3ZlB+dxNjL6Z+JG8KZrIvbfT/DZn4nm6lbQnB8sOFn9WMH9+If3ShGKjic+D4d3h3pG3rCoPFm4Xid4FX0v9rjH9h6s/13EB+bCpXs+e8D/CPJxwUD35Vc1zqy3ebj+V6wq+8Uf4K1/ff5QozCiigQI0J1MQSNLO2I3DdEMH3SsYaWin4Zn+30ezbE3xjmK0IDjHjLm/MZLelcAypqbF70xb3WNroH7PK47JipV0vgtqQQgOnbTiVuvmF+pixvrFC8H2FutNJlZ4g3or6oWmcWLImPyKVq91zXQfwBuot1R6X+vNm5jbyj6Qy+xcYM62C5KrNKqCAArUjUBMBmBfb+Cfn5lXBGj9wETO7eBDpPtJ3GGM/ZpinN7XcS5/YfkRq72eKyzhXPDxU3pj5xQw3ZpCVnkqOWeGzLOf+Nh2QzRRvbaJ//HJW/KjGtal/2rPU+xjjHEx5Cin6VdoWcOxFLN/uTWC7kvyVdHq80HE+9T9Lddly9A+pW5HqqtjHddy/cOHCfACt4vC6Ov4Zxgje8cMhpY3r+G57l7XTWO4VUECBTSXQ1IxsU12P591AAixH92OoI0m7MZtdQ9B6kf3DAwYMuKfS57sb6LQbZRiWv3/NwO/PBl+wbNmyvWbMmBGfcbspoIACNStgAK7ZP92WceH8k4n78TDdA9xtWq05i5WMSsvmWwaId6mAApuNQJfN5k68kc1SgCX18dxYKfgyi3+Oz5J/vFneqDelgAJbnECaVWxxN+4Nd3wBPvs9gKsck66UJfQLW/gMP3V1r4ACCnR4AZegO/yfaMu4QH7n+c0sNffP3y0z3v+knJ4GjwfrxlL3L74bPaup71rnjzevgAIKdGQBl6A78l9nC7k2Hhg7kdntdQTX5u443izeSL86fiwkfnDksOY626aAAgp0dAGXoDv6X2gLuD4+542l5lZvBOG9Wt3ZjgoooEAHFXAG3EH/MFvSZfHPCf6a5eeB3POOrbjvl+lzeSv62UUBBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBzUugfvO6nQ17N0OGDNmK7f2Mus3q1aunsz2xYc/gaAoooIACW6pAlw194yNHjhzU0NBwTH19fads7FXkfzFp0qQFG/pcG3u8bt26ncg5rorzdOnS5Rh2IyJfaxt/k7255pGkbvlr5++ykvI1/G0W5uvNK6CAAgpsfIENHoC55Ot4Yd8nf+nr1q17kXIpkOXrayC/e7pG7mmXlK/B/fe45mHF6+aNUh339QL1Py+2WVZAAQUU2LgCaZa6wc7CC/pkBvsXaUkalBf6Wl3qXpXugf2yXL6msvj/lgt+mvRSJMpLczdQq3+b3C2YVUABBWpPYIPPgFnO/AIMX2DZcw/2c2uP5LUrJlBN5g3F/tR0Z//L11pqKzdlypRLueJIpS1bkn4sld0roIACCrz+Ahs8AL/+t7Dxzjh16tQIUqdtvDM4sgIKKKDAlirQoQLwqFGjdubz4r6dO3fuylPHL0ybNi2WTRuq/eMMHz68L7PXHbt27bp44sSJz3L8umrH2ED965lt7sW19Fy1atWcW2+9NR56qhs8eHD33r179+fBrhVvfetbHx8/fnyL10efTrNmzdqesbYLH5zm4VOzy+IbyNdhFFBAgZoVaPPnf2PHju1GUDmFpdn3cvd7kXoQHOZ36tTp92vWrLmCIBGBs7QETbA4ndnklZWUCLo7cNyZtMXXfeJp3fw2n/GvX7t27YUcH4G0yS0L3l+gfzy53C/XMYLeXZzjStr2IX8G6VuTJ0/+Ya5POTtixIhr6HdwuYIM5TXcw1dZyp2Wr095AmqXPn36XEf537O6lZzvevJncmx6eGs+5eGUD6TtO+T7ZH0XUXc6S/cTs3KjHW8mTqL9A6TDc8dEn/CdR/23OPaqrBz1LW75JWiOP43jr2nxIDsooIACCmxQgTbNgEePHn0QM9QJvHhH4C1vlN9McDmK4Ps5Kr9fbmgiQ7A7ksB2A8elIFXsGTPZzxDUTyHAvp9AcVuxQ5Rpe1cEPMbZsUL7VtQdTdvRubZ4Ini9AMybit7c1ym0dc71rWPsKEZQrhiAmc3uSttoUvkNDecbSDm/9aVwC2Ntz77cj3wf6m7AYk8CfMz4yxuB8vMUvluuaJyJMfbk2Cu4/wOx+WzjZksKKKCAAh1ZoOqnoJmRDWRGeic3lYJvzPbuoRwzuL+R1pJ6kL5EanIjuAwgSN1CSsH3UfLjCMiHMN4BpAiEMV5sMUuePGzYsENeLb72XwLX22i7mZoUfOPJ5Zuo+wYpHgiL61pDym9d84WUnzBhwmLyJ3LcRaQIfJektub2ETjpfxrpp4V+k6mLwPhIVr8D+wic86j/HPd7Y1bfmfyHsnx+1ytXmE3+HHzexf54+l/IPmb38QbhU2PGjDkg8m4KKKCAArUhUNUMeNCgQV2Zjd7ArW2d3d5M9h8mAM3LynUE1kHkrybtn+oq7OsjWBFEUoCZsGjRopNnzpyZD5R/Y0Z6PTPSWModQ+rJzPpy9geRSlPSWPpljGsoR8CP7S+UP8xs8KFXi6/+l8D9do6dQmnnfH2lPEvTN1EfqS7ut1+/fjGbb3HD4Oe8OfkT5/9YdOb+rqfupMjzJuF31D8Qeba4x2Noe5z7u5T7ew/lcHgzqdHGZ9gX0/4EQffvLMHf16ixrm4G485l3J9Q35k+x7BP5yh0taiAAgoo0NEEqpoBE4wioMTnqLHNWbly5XsIWPNKpew/lGdlweDFfH0+z5Lp4QSOWNKN7VHGObUQfEsNzEjXEoROo7CwVFFXN4AgFwG+tLH0G0vJKXAtYMzhxeAbHXlY6S52J5NafNgp+m+gbWoah2D7N/KlB6YIzDMxejzauL+YrT8cebZYom600b6Evr9IwZd734Y3E2+Jz3CHDh26Hc6/4IDSmxHy/RsdbEEBBRRQoEMLVDUD5k6G5u7my+mp3lxdKUvAmE+Q+G8K3y22RZkg9O5c/cP85ONIZnO5qteyPOgVD0E9Rc0OUcsM/CB290Se+mNjn23nE3yb/LlLAtkdnOPrHPNp+sds+HXduOeVnLsnJ51bOPHLWTlmwcWtE9c8lONiGTvesPROHXhjEtl4MK30eTJ9Sj6p3b0CCiigQMcWqDYAp9lvBMK/NHdrBIS/EHQqdqFt91zbMMoxk23ttk2uY/lpZ8YoBeVc23pZZqLfoDLSJtu4zkZfHcJhNXXrXU/2QFh8tn3Eeo2vVez2WtacAgoooEAtCVQbgMvBj88mm1xiDgC+irSMz10rWhB04snktC0iEw8/tbSt4bj5pPKT0OTjM+DScexLDyS1NEittOMbD4Cl4LuAe/0J9ziVpeZnaFvODHhX3gQdRp8fkirNnmvlVr1OBRRQYIsUqDYAL0xKBIN9yTc56yT47pf6FvcEkxdS4KTtHJaH4+Gqtmz/SgfxZPb+5P+ayrW853PenvicjFPcRiwzH87sfV4UclssXT/CUv8F7A3AORizCiigQC0IVPUQFgHh3nRTBIgzU764j6eHqft8sT6VOTYfKN+b6qvdM86d6Rjyn83Om6rW2/MQ0z4ErHPje8zrNXagCn4hK5bou2eXxPuTxg+6pUvlfg4gv97DW6ndvQIKKKBAxxWoKgAzq7023QoB7xSCWQThRh9gnnbaad133333+OH/A1Pf4p7l01uoeymrH8aDRh8t9knl+AlGAs1QznUT6Y+kvVMby7E3kU8PXh3IU9qXjBs3rvR0UuoT+xiDJ68/zpLt/RTj+8Hfy7d3wHx5pYFrG8Dnweut5eNwKPczvQNeu5ekgAIKKNAKgUbBsxX943u+N9JvTOpLMPsj+WnsnyEg9Gd/IsH5Lak99pSvYvdLZnb/F18tijqC7iepj0CdtpsoX0ZQfZTPOFcTpPeiHLPj+PrQG1Mnxj+J5dj4bnBpIziP5bxRTvdyfzbu36nrRv+3kj5FXf6aLmFW2WiGToDegXO/k37pO8XxtHZ8xpx+QnMy400snfS1/8wfMGDA7QT4dcyqD+Fz78Fcy3ey5ss5/ubFixffGl+x4n5fZKztaLuN+u8PHDjwN3Ec9b+h/njq5nLsWRjNiK8fUf8E9XtmY91B+6W0L2YfdWNJx5HSPUe3WbRdQprDU+j3REVs8V1pvq71bsba+dWa0n935b8XZuW4v5lZvrTDodL3jvNdzCuggAIKtFMg/wLeqqGyp3Nn0PnQFg6IIJC+61vqSnAYTfCclI4jyJxPYDiHcmuuYx3HX0NA+yQBbUUaI/Yxu6XtB2TXm/3m+9GngfP9eOeddz7z8ssvX51v443Fzymfmq9rTZ7xBhM0Z/OeYT798w+XlQ6nfSRfj5rC+M9TsWMakyB3NIHyTupjFntCqmd/Fm8OLsYmng6Pr0s1Z/Nodlz/3PHxMNoujBEPt8UbnXhDdF2uvcUsTEtx7lPpu9ktHmwHBRRQQIFWCVS1BB0jMjtbzANP7yQbM72lUVfY5vCC/z7SZ6gvzXaz9pgBzs33JRh/iXJ8z/Uu9qUnjvLtWf5B9l/mnPFbyR8pBt/oQ4D7CQHtHWR/S8qfM5pjW0JQ+RlpEIHpU8Xg+2qXuntpbxTYs/rmdi8TeJ99/vnnl3LsIxU6LuO6/5nV351rj2AcD1fFLDsC8PIsH+PMiTz3Oo1d/PDJM1HOb/R5jvK5rBIcxH1fRH5Vrv0f/KrYklTmY4MI0nG+Vm/8PR4z+Laay44KKKBAmwSam121OCCz4R4EoLfxgr0LnZezBPsYvzr1jxYPrNCBpeS+LLHG58axFByBfd6yZcuevP3221vzFaXyiFzT9vx4x0Fc006kV2IcZqiP88ahFOTKHWskM2TIkK0ItG/mXt7EJa8l+M5j5hyfZb+ev+pVI1pepgIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiwqQTqN9WJPa8CBYH64cOHD6qvr++Tr29oaHhw6tSpz+brzCuggAKbg0CXzeEmvIfaFxg5cuS7uIvbi3dCQL6WupOL9ZYVUECBWheoKgCPGjXqgnXr1h2Ru+lVvEBOnzx58sW0fZHZyvGkrqmdtjtp+3Iq19q+wv2WboH7WkPmBdLda9euvW7atGlP1dq9dbTr5f+rv3fq1OkWritmwLEy04+0O6kzyU0BBRTY7ASqCsAE15MIPm/MK1COF8iLaRvK/gjK+eboW7MBuNL95m+O/JguXbp8fcSIEeOnTJlyYaHNYhUCLDPPp3v8P1TaMD2H/5cuSGX3CiigwOYm0KmaG1q9evW7eFG8KjtmNvtjSGOj3LVr17G0HUf2viizXU0aTKrZrXC/98TsnxRLpScTnH/A/nn23SNQsIT61Zq9US9cAQUUUOB1F6hqBjx9+vQnWJadk13lfJaX70hXPGHChOfIP8fM5XMEpKieQ/vjqT2/52GbY+nzftIA6rcjPUN6kGA2gZnk7fm+kWfMUeyOJJWWIzkuloB/wfizaYulyo+Syg/v0P4obT+irrwNGTJkp27dun2AtiOo3J0U/RdSfpj9JZMmTfo7+0Zb4X4XMkv7Y67DtWPHjj2PID2BumNJ44cNGzaJ5eh/5PqUstXeb/740aNHDyXon0Tdvvj05HqfJN23Zs2aa5h9j6Fth4EDB541fvz4dfnjIt/a83Jsp/vuu+9sDtk1jmMp+A/xRoPzHEV6gfxlVP+J/Fe5hsPZLyXdiNl3qW+IY9LWFud0rHsFFFBgSxKoKgC3F4aAsA0v3L8kDS+MtQflWL4ex0zyevIfJ4AuSn2o/xb5fVM52+/E/oMEi7EEhfMKbQ3HHXfcVTNmzFga9REUttpqqwi02xf61XHsYdSdyrWNJMBOL7Y3V+ZNx2IC5EcIUA/RrxfX8p/sP56Oaev9xvE49OHarmXs96TxcIjsW6g/vnPnzuewp6q+7oEHHvgf6p9M/ao97913392PNyfnp+MZ9zPZucKnjvzbaFtA6perP5RrXMLf6cfpuI3lnMZ3r4ACCmxOAlUtQbf3xglQl/ICXgq+vLBPJX8cAaY/+aMY+4Zs/BOpn0i+/GEy5TNIMdtKs7wnGOvc6M+xV5JujDxbzMYuoXxcCr5R2b179xgrgv8K2q4j/x+c9xD2p5LmkbowXqMZM3Wt2iZOnBiz96ujM+MfE/u0tfV+mVnHTH8y46XgO5fr/jbl00lfoy3OWfZZtWpVt3TO2Fd73ltuueVJxn0fh8ZDUGmLp48/SoqvAG1FipWGeKPxYdIfSLF96NXdq//dmM7585hXQAEFNgeBLm29CQLCYcyA7iweT/2Bxboos1Q8jF0EvNjOZ6k5/3DWY9T9nvEisHyOMd5J/zH0KQVWljrjBf8P1D1IoPgp+b0IoKycjj/9/vvv359yKVDRdhZ9L6HcaKNuwQknnPBvLNkuZZb7Sq7xHpbU53G+31O3BzPH3Wiv+junnPdhxohh94zlXNK69twvy9qnMdbRMSBj/4rr/hiz7eVRjo1rvpTz3UZ2YKki95+2nhejCfjvw1AnMPYfsT+FfAN1PdnH591UN/wH9Q9SF0a/Je1JKm8b27l8IjMKKKDAZiDQ5gBMYNiW+z+yaEB9sapUpv69WcPTPLB1bqVOy5YtO69nz56foK0HKQJ2mtmWuvPifxVBchUzvKupOG327Nk7s4/PdHuRzq0UfKkvbczyFnDsEIJHzHxLnwETUF4mzc26RLDbg3zVAZivIj3NNcUwnbimcFnUzvtNb1TmLV269Axm8+XgGyfhPheOGTPmRM47m+vvwblfjvrY2nneNMaTZErvKBh/HmNG/XMRfCPD8vdTnDuyO8Z/8tvGdM6fx7wCCihQ6wJtDsDc+N2kT1YAuIy6QyvUvy2r68cMbxWBsEKXUlUpkvGiv1ulDsxQf8UMcBWB4Ve0nxB96HshQelblfpHHbPCt9InHpZ6c75PFljKVYzZJg8C0o4cG+M0LFq0aEk2YHvud78Yg+v7bX4pPRu3tLvpppse5Q3FgcyOt2UZPL7Ck7b2nDeNUd4T3Lm10r0tTJWU0xuCRh9hbGzndH73CiigwOYg0KaAk934SzyAM6uIwIvwi8XAlvVJD0CtpFx+MS8en5XjBX5qE21RPYcgED8C0jUK5N8Qn5uyTFualkVd2oYOHbod/eLhqn70e5n8VezvoLyAfC/yB7P/BuVu6Zhq94yxT3bMP2fOnLkmy7f5fhmvB9cU9/Vic9fCm5FYui9ubT5vcaBCuRSFo27FihV1PLTVqPn1cG50QgsKKKBAjQu0JwBXe+vPc0A/0v8jcJdmrtUOEP2Z/e5PYLqNALU1++ns4ytAH+BBpC6DBw8+NRcAS8MTKI6iX5x3NfsjWUZ9oNSQ/YfPa3/HsvG5FBtHlHynZvIE/h7M6E/MukRgT1ub75d7imXw/qSKn6enEzSxb/N5mxivVdUb27lVF2EnBRRQoIYEGi0hbszrJqj8IRv/aILom5o6V8xk+WrPQXyNaOtiH75nG1/BuZ36nUhXE0yHUR5FWsH4J/Xp0+e6cePGlWbFuWP/PcvPZcbYKPhGPcH3g+zWO1d2TIs7gu94Ou0VHVmuvTT2sbXnfrmfGTEG+yEsM8cT4uttMeNkGf9/STPyVu0573onqa5iozpXdyn2VkABBTq+QNUBmKeP0zHxZE7p6ZzcbfL6X19qJ3gU2yI4rSb1ZIwpBOEjcsfF9173IH2VgDaX9lk8jNXoa0E8dNSfz1pjhtmXNJkHuT7KvoEgfAvnHBFBmPKYBQsWTOD7qPG1mdJG/RNZtj/jfzqeUo5yvAmgHNd0RdYeATTdW6qqK9xvqZ43Cb0JjO/h+KlUnB2VnOenfBb711KHV//T5vvlPi9iiPixi3ouaRLnOXXQoEGlNxacuxvl07n/++kzjvRuZp/lHyGh3Obzpr8Z+/UcGLf496Tqta29zjFS/G1Syv1/VK7L/nbNXsdrV2ROAQUU6NgCVb2Y8cIfAebg3C3F54LXsaR8MgFtAi/CoymnF2+KDb8nQB6d+tPnI9RdTrn0i1bsnyY9Q9qJtDcpXU88ZPVBjr2ec0ZwuYsUs+ZSO23xfd5PMaO9kkC4GwHrbspvoD1ti3lK9/D4Vars+AhW/xaN9IvAFtcdT07HtpK6NdSlWfBixjskHnKqcL/L6B/XXg7wMQDbBB6++iDL3/EmoLy15X7TwdnXiW7gurpndavYP0eKX6tKs/x1tJ/HA2jfzvqUdtWel+X7W7MfKomxSxsmsaoQP725C28Cbs6ql2EziF/hCsOnsrr4LP599P8/ym1yjnGwjifex0S+hS3exB3H/3MzW+hnswIKKNChBVKwbO1FLi105HX31ZluvGDTlh5Aim4R5FKgjXJ8feZKAuNxZOMJ6tj6kQ4j7UOK4PoQ43yFPv0j+FKO35iOMSM4puAcy7trCQqlgEngiM92u0Tf3NbA08HroswLdXwlaDjZ0gNj5OO4CL5rSTcTYOKJ7ctIcb2xRX267uL99qQtgm8E7H+yn8h+GOc4sRh8aWvT/cZxsXH/07ivd5C9gxT30o0UbyIi+MaDbL/G4O3F4Et91eft1atXBLV0/zFEGK9m/K5cwzyK8cYjtrCp46cv494fijxbA4br2ukc4+T/34lyU1sE/Gr/v21qLOsVUECBTSZQDmqv9xXEzJUX+DfxAt+T/T8JmPPipx034nV04px78eK9N+dcTuD+O+dr9injwrXUs7TdjevszMw6BaRCl6aL7blflp13YtZZ+i1orv2Z5cuXP9HU15OKV9Ce8xbHamW5vc6tPI3dFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBA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Hexi 2
decimal 1
decimal 2
decimal 3
binary 1
binary 2
binary 3
binary 4
binary 5
binary 6
binary 7
binary 8