Пример #1
0
class bootrom(object):
    import binascii
    try:
        import uzlib as zlib
    except:
        import zlib

    def __init__(self):
        self.__fpointer = 0
        self.__size = len(self.BOOTROM)

    def open(self, filename='', mode='r'):
        self.__fpointer = 0

    def close(self):
        self.__fpointer = 0

    def tell(self):
        return self.__fpointer

    def seek(self, offset, start=0):
        if start == 1:
            start = self.__fpointer
        elif start == 2:
            start = self.__size
        if start + offset < 0:
            raise OSError(22, 'Invalid argument')
        else:
            self.__fpointer = start + offset
            return self.__fpointer

    def get_size(self):
        return self.__size

    def read(self, size=0):
        if size == 0:
            size = self.__size - self.__fpointer
        if self.__fpointer >= self.__size:
            return b''
        else:
            fpointer = self.__fpointer
            self.__fpointer = fpointer + size

        if fpointer + size >= self.__size:
            return self.BOOTROM[fpointer:self.__size]
        else:
            return self.BOOTROM[fpointer:self.__fpointer]

    BOOTROM = zlib.decompress(
        binascii.a2b_base64(
            b"""eJykfAt4FEW2cPVjZnomM0knmUAIgfQkEQKiJojrAKPWhCEPN4YBg4ZZXINEZJ+g4BV33aUm6YROGAJCNjwWYaIYwl4WooaIyu7thFdQRHS3vegaNwSMibo/E54Shsx/ambCRu/u9/3/d5NvuupUnapz6tSpU+d0d/V8d/48DiF0/gxCDOJRMnpi2bKVzyz7hfTs8qeeWVT+pLR80eKfLXrqSbRy2bInAJGFH7PiieU/Q+jPzZBfidCYvc4/fcMVIpRcgJi7N6KNtI9lK57+ZQ6ifwz8R/+YjNlPoTLIlP15S74gsQsEMyrXITYX8THFHBLyRodCpeL6kFPgWUZAzByWeUxOfwh5PWsOOj//FuUhiXGJIkoQkUm2QSZZluA6xiXa0kaUpdMy2bbPFa4VyhMQu0QkBki58kTEyhJcufKkcClNgXfm2XIrYl1ZCA09UioSK0C0tKBcRGyeFBcYemRj9kKRZBYnIFN5Une4P8BjIB/uqTTaU3lCJpsnohCkXF5iZDQgGRaL37K+rC5GF0sE/EsVrcFzWPSSHNS4BX8ibLXwUrBoFTZ4JwDEeMdp05xcKtKFJRC6hJWVSGdFfP6ECVcXTIpb9tCY1f1EGJwG/b6s45GRr0fCQ7pQV00WbyXcDVnJxrtkRIxQv/FArVsXrj3FJyFmRxH28+jAg1BTVfRq6IiOJ9xcF0ldr8wxoOT1Pt0MxOomI+ZA69wHkXn92TlTkSFyffND7UJ8FkHaN4n02s9nEj4P6VEpTCbJmo1CoYrsCrdzg4LmZlec1mGCcPCkvvgi4iqe316UhBHazjs92FhzoOZDSFmKQfNFY0IXgZvHdG6CeqYXXwr1APSIcxIWal6fbyHMQ6WhpysL5nDIkA/UFghI6BIhF7NAiG3OF/XJC5J9J52TCrg3T6+THxJCQ/kBfWBBiIh5wBflLTcW2fJP6+MXfO7rzFcRqtwOrfkFgsVOUsjMLnGY8y0Flfe7JWZpTzrlmTi5bOCYrXkDOGRW3wCezD0McBeAnIFyhw92oq4xTrvKOgtUo3PMaeScjllnITY6J51GXeMB72HQn9R/pVVo3P+vVlWjAy1d8eUInX0SYdaFEJ6fjDin6DLLzPwslLzpsFMqMMv8fDtSN/U6s4vMs4TOzFlCUebaTeUCy0BL4xwudKNrhxc4Y6hm8AUIOcgOyFkusHyO9ByP9fd0YD3zqsqwvC6EyP15ZRKq9lbzs93IPZ0rEeZ6CFONhnMjU8DIni2indMTS4zVi6HPVSyHjC4JhZo6ixii900uylkd7FLI2S65mmcSibEaVy/6n/3SfmgfUMJOzyihfD5Me2p6fiivOBFlVvPVE6rLoPRe6INjMqDdIoCy4VfQtAroXSiSQh8CJ+4wVibkcqpzwzh0Rn5QEAp1QDoXyr+OT0QC9MJC+gykPKTLq21wXQG/lSAxgUqtS/nu+P8Vl/F3o/L4WaiMeRiVzXk4NNS1g/wYOL3t/3GModBZOsZcEcUUJ4YGuyqGJU/bVvPDrRmOCP9K9iO5gnHoaN+QGsL9D9P5FylzN9ED7Ve6vCPWE1qQXPXnfAnSSVzL2tctDyBmnB0x63fNGRW6MYzXJYKdz4MlbRz+zVz/jWN2C5hLxCwcAbMAl4yAOYCLRsCgg4xrBKwD2DEC1gM8bQRsAHjKCFgAOHMEbAQ4dQRsAtg6Ao4B2DwCNgPMj4AtsCaCI+BYgC+PgOMA/mYEDHJA50fA8QB/NgJOAPivI+BEgE+OgK0AHxkBJwF8aAQ8CuDWEfBogPeOgGG/RbtGwGMA3j4CTgG4fgQ8FmDfCDgVYHkEPA7gF0bA4wFeOQJOA/jnI2AJ4PIRsA3gkfOfDvDI+c8AeOT8ZwI8cv5vozZpBDwB4JHzPxHgkfOfBXBmOVvONqSFvYcA7EfXCHoQOZBsK0Lqd0rKuUy2YdQ/8WpX0dI1P4M+2MrHK+9/sgKx831ImlOJ9GAjrLoQQTPiLhyCfMKBDWRsVzZAcuUnlYNAnQfbwG9EPwysCvs2P0SRdHg9BBFRO42wP+pLkVkBi1tcGLqxDGBzKWJVu5jCtuvc3OprXbYgIROieBsAb0Z5rostT4cxTd3FRsubyQSouUNDKg8ezKyuHeVs9Mo28F07gqiOWQiuFazlgSAJovJ0xJbfDR5HDkkYyht6nPo6DVao/QfU4rzlMPYVVYG8DZDW1whrJ+aV6QOli2EXLyQTwSKguAVETybRPTma/mTbc3lgEUptRjGy4xt5u0RM0dEcImeXwJ6YB7ajVFSCdk42ueIQClWXLsao/IlMTgbJg1/E8RxQiildbG4BHmJKV/g6q2x5fujjVVbtOd5n8edgnpiJBJzu9Oe8/IzPaE9iTdol6r25wEUdioMRc8N2mUoiqAZRVEbngc/tQTIoUnlAPpFKAtKUaHpXNM2KpmOCRJGA77Qepk9fjhibGyFJG+za8Z1S5l+VcrdKgQ8zvTJn6c4cgYjkMKcUqzpKxbgxSCg/RJWAfzXGI5h0sgXGdyGLC8/X19pl4GcWUb020kPSZGlwdiGK3XiMI2maGXb5bDEOfC3r4UTPBlOsZ4No8DF4ceZzp65r13p/2s+7neRejYNr9n6kXSJp0HYNUf3T1dimVT16XOYY2278/bHjBtoTUGutO6sNHjPUtdvjtogA79UGg4dnpNU7LgRnLNt7CGZQXyqu4y9cnomOIC+GVj+aGXeEzsdmhzkVxhN7QZ5MHge4Geoeg3TtoOh9ANI1r62Vu6sWZelA0VnU7BFuMx/nofzX2sPiSoKsKwnsDGhr8TPI50Hl9/84gJ7sGwPXgr44uM7uK4NrdvElpEA6o7/Mg5ylgO/1oEUlHrT4Bx6h9Nca9qBlM6F+eZ8Brkv78zzoJ2O0X3rQinsBXtln8QjLl750ufVYRCMsCOi7iF6b4kHPjvWgVTattLXXd6R4JTIPjoO6O4ZmwGgKIeeUu7VXiEG7DrPEvXQZStK0JOhJL0/WYsNplmaiqaZv1YfrkzXdoBRum0GOa2d9x5eAf+ouQ4Kf0T72CNkxyErQCV5shdkbBz45054C/jLToZMnD5VYASaF/rluMXRakZrnauZhvRg6J+lWhyD9O/gpP5LPwrX0GzPMjfxNctcOmXfEffWGjOD6WkTLWUWWMCJ60KEyh+WrNzyISVBTPYil+2qJ3A1r3FxaX7kKVllM6avmM1B6u4xgns2l4pqTjru13zpmab+h2qc9FJVaKlD/NrKyDVsiGrFekPMLkWWRaojiTKO7nGPcV+/ME8k0R9pX+9qHa9zQ+hMHp/3Gkaj9dsgVLV0OOPuh5iTwuH9hgGf6h/F90NObUWonYVwtAF85Zmos9L/W83K/Xsn0MT1c/7eaudXpyWL0jUX+dZ9e1ThPFn+ZtGsDp+Ki/eyF3l+C3l8Hrt4uRDHb6b7rzwHotcbLtQz0vM+x+qv9H1ii+CcBv0qm5W9A+T7tuTsNf2j1r+jU52XrTaU5Fbs0HeT0pTnrzCQ/2uY8tPlZq95xx1f7PQKftnAAxhGlHwu6NvRYtD8YI6UXliiMi1tFxyWzjru+2kvrNWfj3WFO53zV0kP6OEhfz7s7FHLnrA/hBDObF0DhHUtx9dw1tKM/MQ8J4Timh+23DMdbPWxfbF7AEMbruatPiHKRBVykaBLI/jeYy2Qw4kfBvvGPzuH6Iqg3aaKM2vSaa93SogNoTOt/+qeeucHfBhpp9j/dld55Rea0aXjxrqhdjV3uf6YwdPNCa55H4q2teh+3REScPwdShDiF8ZmVbpDyXjdHID7qP6/FuzlkjuhNnVwI2c7evBbQvgO+TvdhJGrHqJ72cn18RFrB7mBZVZlX8jpJexVT/AQ6GKmHGOwNkPS+jqSePCh5rd+k6GvzqOaDHPcR8OvQfyoshWs7atId/wXz+5uv9oN9qacz2dOLVzhS1MlymiOu/2Vo3wJpo5wenRHseL//Fcfq/p2Onf0Q/8Q+1MsSqd8cHbHiuKN/F4z5WZmLzCfgjvuqpdasMJqJ9kUmEVgPpgqaVwxUx+gM03mvPV5rqJmonAV4P+jVa51b7hz9h9Z24/3A0zDtQpT0s94j/bcTY1RKLbILNPb1znTgcSf8dgxmD+PCrqsvtcUedGUj+/1r/tAKq/B1IqlRLY5Vo5xKEU61MZC/ScdfzIYWUn7qjtTxYV5AgusyfTT/GtgU8EVu9kP6YMRmcDqsS2Y0Vk6D2XCCHF+DfdpcutiwBfu3oy8LAl6vzbHsq5Z+bt4mYlCOk8IBiOhqJgLXru9bCrCJKKaoM/XLiX06x/6vXpMZbTTlbd4KMo3OBug9rEPaG+zBh6Lj+KYwFPyzzAIHKNgetAW8pD1SEycOwC4ZbHGvQJKQCCFHpBR2pGBT0eIQtVMmkNMhgHcEG4PzSXcTytvAX2563l2/FnwxL2/dSRiPwBqaZjT9msLDPlkcrJWgLCNtoYxa8gbdhUh3BlZ/pK5Uu+heTKxRSGnJAzvfNuylxW0AaH9LbCHKSCETWmJp24yslthILxkZEdnFnJZdUOakWC2x1H/LmB5tvwWgUKiO6CN2eG0AdOneFnb7C4OgG8ZH4Td4hS0qIVEbGbdL+89orhN4nuxY9nW7zAS1IBPwOixft3cagPdVj4D/14C0+IFhGYG1Clpp/QgqsOaC3rBfcoLuIl+3U1/Icd95CDFqZ0UsX53ahslhGTseOv/bHlffqMYxmzOPxLWSxsd6qvr52qo2ognt4NG1MZgT/D5e0/uc7hwiaX0wdyS4KLLj+Hh7SQVLVNLz0Th5EW7cYpaxrCcV3kXgz/AtTmIqRAKHdASCj+ES+QlSIa4mukJkuGpfuc0UPBuUQJam0sWxn8ndDgvw092XxHOrBxt41SIjgsNy7ISRjPv6FJ+xeghaBnxn3YvBN+sP+oMSjGGn7JdPgrdpKl1Rp/51HHkqd+qWFTqGpD+EcFIHzzMks41tT5SLIpoUq+ayygpeQhlADylsG6PpfI3aedATFmTnDz454A1Ue8ta8lv0bdQPeoJ0q88EDBEZw6jFCtZ9mCQPVKC7SDKZAhirAoYqG64nZv7vBPHrCVN1zL2fSGuqij9CsxvfDugxSr63na1tlzG+ukVPjGSyvIhU4CWHxooXwBdGhmX+63J6QC8mIfTSgqN6u84qbBTqGrUbZDbF9j0he69UAt6PrnAAZ5ElUF4F8MPQ98dbmBq9ol6tJsaW2eRB+QmZxH9ArFDrQuCrNfCdl7VDF9mAIcxrOolpBW9u8EkSM8C0Pg568hSNKzQm+EWQa0ujMoHxV7W4WnSwk5wP7ysG2I9SHePOIy3NFRfaCbMpBHjZBl6JuaWyJVculwlQs6A0YvGIHUaPeCEx2sqh0RVA73bxmhmo/ilqQ4Kw90bKxda0iwxwER+s3J4n42QJMUWI3l0Brf3F16cL0W33yFlY5H8waM0tIyvCfpDTC/YDxhIgaoCR+wAnA4upo+SzeAUxezYwscUbkdGzgXpIaKM33ztR01dh72SN806swrIUAHq3JRSGrj/c9FrTcmzDArYZ+KZnsE3HN60YWt90umHV0Af7TjcdaLocqY3jm66GYrDNwjdd2ywN7Ww6TetRBopHdyNxGAfyCVjcxVI8yCeG8XrDeEkAW0fgjYrijKY4ofH7RcAxAiyMwDFFcWIoDn56ewJ+NpXf/O1+2t8YKE8egZsSxR07tFMu+zecjeAKvyjz4osIPJpvNbDGs8ByXQdbcfrWbJeAdL7UnpIxeVn++5ZclE3iESYizlEFnLOJh3yC24Yycc6LNJ849OX+UsBJgrx1BM6oaP1oqN8C9WMgnzyiPgWJZCzFGXp8f4En68z7EN2EhoZaWLjeaOHDXmokiqSRbExp/TpUtJKMawVrmDHXYwiNany7eaanjIn1lLFmWToFFifjTvCPedgNeLBXLJngnwllv/IFtPPBw0HMb0As6fZsYbJawUJmCl7caohoWSYrKxiJowankSW52fwKFE/GIYakIhsZj0XgWKzkAU7DYg2PZ4uPDOVjl2JuUkKj9wv8JsKF+6R8ff7PPjPO/I8+bdCHBH2mj+gz41/1CZZIpdYfZPAbquXQ22soEQKeDGSOtF3LQz4WZjSVtod83NCjcgGWhFGyEzPIDCXjdo/Up/HQPo1qAWi4e+jJodhoXOEdXk9DBVFKL0BbG7SQhlvLWQClY6R7BHEoI9zHGvls0wa8otk89Od3JwUYeg8hY+l3V0zTvRHMJhFbm804UU7AKDVhKK4B7RObcmDlIcBE4ZWHwisvrgmHPgANV0EnkUxj0lZY7TZylnJ383qUuzvAHmTzMErgaRy2gTwSiRn4SkWz0PiIdoFcORgr1azjTWcgLw09Btg2wEgfgZERxUiGciPOJix+WmGHjkKNgHOxgB6GNZjLUcwYnJvEhwxN0tDHGAkJQ3VDa47HNd3TtPLWGP4jPIbnImPYr0IbI8hbGK6HvKlhA8WBXMxQ3D5yWPx37XG2L2GfCr5OeP5DXrBxNkjvhJlKpyvk5i8cD319WkaDraQ8N9tK9WoM6FTyLb2wkZSwTtjI2KFHmwrsaUTwgYek/4qurJvFsiqfbeFhT3oBodWBkkRkgCgiFnbcWHpnKN3bkosl8kKJiAwwc4myeSh/n9vX7lma/WX03k4gsiphNS4mo/x3w0qM97/WEdviwiJ5AYmhb0uyoU/RF9tQ1M61TuhK953WvoY9/LGvTxOype9f8etGYE1u8bxf8Ahn/hF82XHH+emyP+K1rNv7kQnH1/sbjUUY89vNXTtg174mo64deW7gZl6dHXaUGPC1t3wooHSSXCRBtD4PrMB1ikN04Wg6FDrjZ4LE70UiEsAOxssJ+9xRSByK7RyK3Mmhe4v/aaoHTcrQ6H2Cn669MIY6BBopReQQa4/IoW4LyMHoX9nOEX2XLeybfBv0t0oIEStI9WaT0MB27QjDAthWVoQ0CltLECrzCGVBoIu9UIKSvU6gXtV6gnQD/WyVJ/TZwdd8JtHJSIQSHJ91r/9QBzuI/Tf8M4Z2NmzwCIyu1IYETUftHuSSSxlEANfcIOzLxshvbEAbs/dNa3hKZsVEJIlgQ6BW9N8HMa4AVETgSqIlsh6uYHsoHbA/+F+McxTgJwNH0/z5J8z+N8CiMh0CjDtd1YXvJIZCL4Ul8DW9bwdQA70f2arC2KB/crbhTtVCe2iYEPbS6V7jQ1YCPV7dT4ybv4UWz+4PBFU6Z51mx2NB7tMYmBHGMS7IFiJ+COwioXVQa3BYvvxbGwPXT7t20LIgI/PkAXwXAbqDl1Vja1qr5Bkd0vt4lT6PmxL09mb3T4DZy4BI3BYXwjZ+oX25ia3LhBlH4+8sWo6tZNhf6ZRhV+Q/US23So6ES06rnJwW8RTlNKCZK3fTeyvXKoHzj2Bdfthzvsigjm5a4b/os/kWuTNDwYU5hPF5W1icyBMlT3yACI45X38IUfuFgFdjr8H6DnYEnRFZW1B0pxOLyokod7fmEUOLE6RroFFS6F2V853Vrvo6tYEgeJOkrM1J2Fanj6nf3Obcnbz53qHdbc4sG2GKbwtdpTrW1NlU40tvkzBj4bt2IBR8knTnodUhN4pTA3IeQjchFxqo8Ka3rb5cGahqTTsnFV9ktlaVtT4g8ITpmVR8ianHotlYosKabtm7y6MaLnfqZGbf9ALEVHmQ0Cernk7GCN4nvVf25lVjjaScCLBVyO1HugDbxJ9DfaPc4ImG63dfMRbNV/U+RjF1GjQTeKhoHVODtW88B+MSm1adEKEvemdrvkcN3+F6hJyg91GLdbA9IeZBwY+YwJqo5py0o2xUoiHDgdUYTQMLht9IHlvMMve0GIBS5QCHCbgZOtHYEAdewTg1GdbHxHDds161xcC/QqhMlw1wCuM8ilBLQYDWPTJgUICGligzAUWLDeM/BviR2vwBwxoSrueq1Mq6gCHgrXIGhB5T8SX0jwCUL7xK9DLaN734IurKC+jZ0mtel91wgMEBB+qKQweRmZkK/7XI3FIYoPTHDxgqjAoDfuka0kgY+rir/gPYoe6Zn4BWb073NYKHIJDzxbNDl2tu85zRjdltPznKHVjdjvOJvs6meE/GXeR75vSb3YEyRMuUzOJEtHNA13MX8PT7y0b/83XeXkXJAo7qoxydsee/yOCLjvAzE7B+oxgRpTAi/Ufj9wELaPVeQXsBYqNftS1qNmrPRXgd6hwwkD1RXr3A61TC1M+Zz5DVDZ+CN3OPzwu75vnie0JXGo4c5oZ+OMTVZAL963XejUwv+EKG88rSDbY+d4SLioX2/A2IctEVJ5h9os/ns+5L1px7k7UH2jjtvraM5jHaDHx0F+P4x42P3D9AnAvi/SU5hKuN7eH8z/fjJfmIi9ydMIsKT2bZkd9EJl3yFiK2/xKDbQeR464bH3nOsPeAj8bQmRxaVWO0H0Em7XbwWQqb1ABLlFaJGOxiHUt+BvVPe6Vzt/cZQAv1NbHrnAWhUCIxzelApqbn2/UDwjlnH0d1uS3V+xP85JYU74SC0NBTxKjpW9M0npi8t2tfBb/YiIK5kfuxFpXe6fCm95zomypLEA8z5yb0344lsxHH87tKYI/ySIaraiaso0BkH4OVPx8ZWnVF4Jv5WrRBuRv82C+IvmUWcCco6iXuuFFZEmD8vyJ5jdOhLPkSpxzWTkfj144gyhMkOqcCUT3JMcMe/enC0KUh2QZ1jCiax4GGTqU7Wf3fS3MIn7dUQnkrRdRwRvaD9Xb7vs0rkNBHMVvv3Ne99a7pyIp+Z0tkwVQ3apd3xDcgkUXlsEuwqAzNQ2Wbl75/s92cx4vIJ3wkbOmr/2TXGXt2vQDY1yGeBu/Sm0vOXfaSw9vu7/0QQ4yrGPsNg1heVAdchf5Lu0LyLtGV8HawvWuHwxIUVKOfVQ1B1CXRexhBgdp8moKdh52UMNT+Ax6v3k7vdCS/CbuDDiJ8NTJWxuxYdv59GG810dOaPAn8B1vcZcDcBzDfHjeMBzgraT8Rz4GYAWNH5GkOcPMnGd1v2MSHKfPw091vCKQCNtgugGgcisJ1OloP+K/KDMUPkjsnbuLfxXQ/p2Mh7Z3jo/6SGtWJ7qJnUVLjr2lfp2Nb8yGiBx8JbJPOsTooaIZOntY0z4So5ZtwDxP8XmLsSi/mkeU7FH8eoajpty1v5xXqJxyhtAkbVAkblpCuk0oAfD1eD7Jjwt5NO+DNcSwLUk5hRJ268Gg9dNyyBPrBJYj8GvqO1ap4wC/zOkkP9Ygu5nnLsG7Kox0cvk1henpwxqGx3nS695PJsJflKCdqCmv7HS8FTcWbUPagCGtwIfBpUjPykiXOLdYg2ZkgkVkJG4iBOHedOhyib065xfWhodg2VmYTGPA80N5EwAY9BsgEP/Pe0SJS4jUDpULvyKKb2o/WL8LcFJb6G9QvHghuuReLU9h2PgxdyTsI1A7UoLzD9NEQUDgWF/L+53F8zuA93se5ukMhVkc4nJTN4g0oEWRkch7ZICipzU6cmM0254K8jHtxQjdiBiECGXgfYBMxKY5dheto/0c9W1iuitacxDxJTNATDvowkjuXwJKD8Rrp+xYDbex8whaVhIZq/09NsXJKaw92035L0Abww5nbg7a8VcDlihr06juUg82vgTdOZNcScQva6y0VFdTi3Yubvc0Vg5IP5mug1rOU5WSYhYEXG3L2znz1V5+HKFWgSXXRGGwcCYXvndwRNHXcT9pn3G1G7nhknpHtk2Yk8si3cEY8L+VlSdyMbFpjLKc1210zRBm5c4xFM+JlyQ22A/LTaBmFfWa3zZg6A5zTGQyiUdl2OpamaUvENUfAgvGl4gamnht6tAQZ1KG4MD8kusIyXSI6AuvPUGpjphSiMUfAOt0NWzMJPwnBPvateqCGh04dejFBQhOb2wkzmA2jTAgSBRP/R3xyAmG0m9S3C3gVZ1E8MmRlEyY5GzHaIPhNXiJtU2jJezepxhO/gj8S6K4kgM+4LVkdpPebu3YIbsQIEmE+0tEnTnQdvH+NRgTUg5P9H8WQRVmYMHZsFaQcgg4bwXJdPapX/LIkJoRC1NoEMfXy1HuXxIMX23Miga61Xq7fTJ/5eoRsI6Qws6t0vo7Bbo37gJW/ItUyIkeypiLmcGrDFnf86tO9k/t4d07otBYL0M7eGWFoj2Zw21b/V6+nzwjQiZ6n+nS52akrCKf1FG9EXNsJ6kfLZSDPmFIUK7lErg/kyZbajNsc99PntejR8B1ecyqidWCbYlPRMMZwK5m+JzWLrvBorCRFYyX7h3f590CkxPsOajdaZ/t/gWDN+adAfM2/pxdzkOD/6YkU8Bsh13DqcEzrE9ve68mojWueIjPN/xBhxUKPd4WQ4oTdTF/HKEzzlOY/Uv3z307fegAPFEXezvQ7T4SoNQEpPuGd5bW1doMEL/lzZC9mUfh9gAubXUzDRFc21ydj6xuItb6CuFye/KQQJYwjEAOiEPG6betD75t6nP2CXCbj5tbmKzLXNlGLxVMF9r3YCCd1DOVFkZpXNh+gkQwRtFF5EoO2pmz0tq1pXfN7cw9Emg5G5ppX7rmH1vunqyGfU5m10dmWH+z2pS0REb0P2gFSHAPRVKgWA0WdIjnSzndEIw0EkQbl+T5YSbo85sK77ng9ciPjwWYj0GT0sBL1Zjov0XUwrTAUeEBDQdy4xuvkE5HFm95u4Tlk6hxTWf22UbZhUTG/VXvQd3CtJkK9sZLIZ98RDppo/E3yuzKsHLJ09hGDNhPwTQct59L7YyqrcZJAvbIVMnrLdND31lptCrQ1//7Dnn688lCKwpB8nJTJrJ0IOItAm2Irqw9aaAl9qj1Uat2EzAdNlGJl9Z8gp+z+k+8MR0v5DBTTg/t4pce6AsXIKKiqk/z57RNB5uubq5ormqv9tR18Q71VQmaXRFDzOrdUlW2VyFj4WeGXKDtlZJWqA/LjbUyzsTnGCjEv/GLhFwflAyDH8V07VDP0agJp4krv27Vvr33bB1pxEnb78ZF4WJ3cePx4FmkvtiJdqLYKa0bs32D6cYBkrwM/bPPOY/T9mm97hb5RfCKxtMfwDxPjx0JlzdvGg6audOCAIxbrK4S1QnwejqNPgD0YH1Q77pdssG6zcmZ67Pbp6vQghpFV8xIS3hUqSV62ni/Nqe5+R3m7FsqM7xpAEyCuNhTAeGFm3hHIWaLKtoMmlzT2ZFeGV5JTQbopVRhkZyATrbuIJfzWnZ90qxY6vwfBK+1KB402aDo5JTJ2YgiqCBWzhoeC5Xw3MhT3GB6EaJor3mjI00GN33uxcs5hxBdnGO5vLfZkxfByUVtx4xGvX0YDFfybKJZfg+K8+Ve5gLc1tjet+KJhcsSvXtdqN3iH4437mVzmbTaVLWM7uTyug3fwr/M9uhRdpu6YPlUv6Zfr3zb83FhkdJt+azoVUxvzkbnUvNySYCm1lMTm8gbEdppls+YqfkJfK4xHTF07Fv3mmkXrhC/F/qslImLbx7rEtWlFLWoy2DuJ4EJken/wLjGNpLrSQmshHWc1IH1LvpwLNSrNy4xWIEvW0YjnRyMB9u3HQWPMDbxqwjq/0MBgdEfq4F3gs9zbboqunyKrnugHLW2x2toSHYnzCML9m8qhtZFCPuEED/0aNWOP1GdYz0fbEK038owC6nTDvBm3Uw6gN3OJrgJ1cnIMaISxCrXFepeCr/8YjHOUEBseJ5LMNWXRcepIyPom4sFLN0R7L9fedKFuiC4Jq+qjZfXaH0FigsrnJvlj2iRKQY1zJvmNfFQC4n+R1HiQCEhiZlgSbISyZip+Qvfpd+kuvIyk/ivh/jhrC2Igx5cgFqmjQUpGMY6MwzqVpuOdSd3DFFxRCmlAwRSmwI2gsOd/jizcv6EkiYSaczFw2jzrFp1/w7nx83C/fKTfMLbIo/aJX4p9MUDjue9qiXaFzjHITmyHURBduOdR/6bn12jPVWWaIcyVrtmlcd4yb4ysa4uNcMUj9Qf8RCT25Hkr8GFHSnEHup3PR8KReH+mGud/clutfwnOE1BPpsL2cdtqIXIqIo7C0I2eW6MK0yUOUgT0nqf0ABZrT+LsbMZ5KhtZ70UiLSnmdAlgPwz0ntgwdQGpOTBCPVko++mofI1CDmLaYxvjjphpG14kAn17bLsTdFu0T0XCYfbzb25RtpDZEdqXqq7IQH0GpX5Jd4WvPeo8ZUWHDQWIPxNeEWxzXJS2YZi2iNSpxU/wnd+jHcdjYrxF3fQ/qH/976gLN75HHWJ+fmuYOgc22igLUcoQ5LWPicwtX/P9uWVHI0tRC4nGmEwLxMJ3VCHQCtqPkIsyqd2PkRm4modXoPDn4RVYgNhu6PXH/0rvMei0C4UQlu4Yj8X94XWmpDtFL6oqk01Jo5HeG5M0ipjDXHKdcWDnGwi350jSMYL2eEHfYq1gHWUWRrVrmLJhxzBlOaYtNsDW6XrZ4kv8eOiBURNLeGTAB4hliYwMg6aC0M33gDfxeyuGC9sCBifJRuiLKUGEm5u5+qYHsTYP4mz02ZNs0TLcE1FRRCZcK8Q2xuaEKDStOV7WNScOcpS+R9CLmxZ7EwoQ99kg0oaleGTY1uEWxQi1oZsJI3mj8qGzwXV8lzftMsgrhOeTRIzuTDs9bKfOQPvFciylV4WsjyLRuxTo8kDzZTkOpAf6XjyVTe15Ct99KKXnML7bMbZ4KlcP+6WDzLokF4YGXZf48Bo57DxlRrXnajK2HaarpCAUPAZcrP6ehGJBQreRNKyrN+KkZqPbxoBX1/C4+1600Mf4MhcOMGnNW5tT2jI2/XJ9bB/Xm9Y/zOm3wGlsWO9TBhngbCIaDXRTeti+tC+58IgLv69/YV1PidyfXdtqR14GLJnBjZDdPpoxblq8ntP+Lku0l97EvrjtXutEwA5HIzGtdib85mcYU7vgNuiygfJY+CXKBrgmuUej5TIanAWc/9ydj0rcj7KBQsRtDnjVKMdsKsjgQIAJc8yGOU4GazSmul2pALmm9JQXX0QvwlpI0kGveCxvrrPh+TKLS624adKrPzmH6KjYz783jxd6W/rMdLbXou1j3DnETvu3P2oxah97SsVxL+We04XbdXxfGpE2hx8AGXBuhtxrf5RhfBmbnljPalM97nj+pXzN9tKsaOtXvt/amUQsJcnE4MvAB33GeWj1TS0J8NZ/F++crv9qFHO173Z8cDvFvA6xvV9Z1FPZF92vWfut/Vqss3nSQjzsravoPGxvpzIH/YERgdwvtsZ6hHFQe8PPGhh757BkS0CyAp2Tuc+hn899ig3cmhu67pLIc6RNZugM0ZlJWk10ScsIXwjOSsCrg5wOSm7N0gvQew/Motu/0J/WxrlFYpf1zSn+l2AmRvMSeQ76KCVt0HrPiLndAq2O31qnsF5Y0yDfFtt7rH/ywktetn8itTfW/yA8tTjWJYQBCxS1OvR+CPe31lgeMHjA0AEGDxjDPpsHxdART5TTrAb9AOTAU6VaQiGZwSJv5h9FiaAr9wCHU324aWtT8jmWYwhDZ4459j19+Qd5oiKgTgBfLHAiY6sIPg/eYK7z4qQNLEQVFuVenCDjphNNAgcx8ZaHz0V6eeV7vfTjA4plLWudqB/gR+sH8AGfZS2nLLLeqx9IgtXfyQ8agVMnUJHaDRHO5RgosUMJbh+WGuwAN6Y0QC1KGKS79miU0C5FKf70exSvyPTtRTPdzyFmo/adpXseb6DUZctaRgEfEbiBMqB2cVAfXmGjoJUkUAlZ65z4HiUioQUgIYZKiCwK05r2PVrflEgoUBF4d8JW4ZZ8bgP52MwW5VGcruCmuU0ixyBmy9ZzbLiHxO/Lh58YkYoyay0XltLEW3ymUz6/I4eTBaHB5qgcDCC/+O/KAp3/t7KIHyGL+O/LYhB25eJn0FEYfTzWpTI9uj4J+o3ZlgWerwnmLXCLg/PAwVOAZ4Z6S4+/j6/VAWSq9SuNUCL2SBADp2g6XFLPhOGzVM448dDYWmrPxNqzxLhlD72TQu+1fBqktTW2Yu76yUHQ3cH7gIsKWibyBA3ydWfbYtfZCkLX/0QjBvWh8B5lOrb8+6Mkd/gt+LZURmGbLeSX/jRI0zoSqZ+BrQqjUl9MX4j4P2q6SI47OrxjU5zOuLBHML/biEXwCubtR0ojlRWe50Xg6f0nbXPaHN1p+WEL5M0Hvp4GryTfu3QwJuwvsGoq7U8dE+Uz9ft8Qq2hqAVFd2QO7Pz1durXDIK/oXHyOHqnPeD9rs8BbUzDFqAzpugVYoWobFyf2JvSz4MNgdmFqHASHX1h6NpNlR+EPVmbR+7g1xPOb2w8uRb5TfhZkI3QbPJbSLFiaLb4R8N1tD9BTT5O90KeH0U4VaDjrJ1I74byyWFfOQpxdw5Lq7LuIPNWnMrRM4StxfR5DY0fXSIiiuSREiEa8mTF8i7EIIUB/JjiSsQdp1wKvDnAdBrlsZpAY1R5vMbLqRobYILnN4LfDtG6lUbEHfFBBP6mhajtPI8QxNqRKNf/HI26m++NRvBLZZX02ldvNdK3B8SbpN0pKlLRUmKK4RBjX93O+M7C1ahdO3Ck+i77sqPMKf36xjmJoWABYn5w7vU+tmKu3D4nEaW0ci43wttdbRmyU5b2433evc5W7iW57XAkLzNt9FlhMtBiPuB97UVLQ0H5bIVB49d5f4RE0/QH2pnfXa+9VLwydB3w9McNxSzD/UikTxpRyL2TSHJ3wkrCVDP2le2MfX8745ymSspX67wJzxPmR0LcVbm76GkkTkcvMXNYZJo+rZ1x7yGMfVe70f7M+0bfWW1AtYD3F1/193y33rDAs/azfAzpg+ZUTax4taLK1Y0StRhXN4Mi9bWeSL1pW89H5CJ9k7macQqp5gPcXGV1yCMwwsJvufn0XiU9HQb+pUnGFU+u2Ul2e9OrvGsc2qiF37JztcCcdPSge8/qEL5NYJV50+/ayqxvd05CiZAzQt39Pb39uSbgFL+RyZwtnv8sCVX5+2PxtSxDnzB98h7G/odJTMknKKTxVdh1GpU5l1jNTlumBbdNMdd8vPa93CvnM52ZBbjyY+eFKYz4CULxzyMmYQ9iaj6Ycy50bW7G6pBzQoEZ7xHY4pdDb29q126QedohmOVc9icE2cu2MtqfcWMZW7TvgT/hTbtS8MOZDJZLsXOC1Yz/vkvCr+9C557u09vbfsesfW/OBGSiNTUbQQZGKgPN6Gt0TuLBhnsEVk9HXXwx9B8HDuMDgmBfMFk4cLiytuY9Ebg6cLjmGeCVebEj8TbCaFUdJpwp0BMueJ8Y/zRiEm2IaeWcCOM3K9vo+56wj2m6ORlDpyBuOR3sCy7SiQh8DsDyV77onhS6cWhUXaP/SJXTOVVBvEKS/JX8FrBFfcSiKyAmPFs0b1tQ53TnDIVwlQR7ivMsj5w2M3or9p043SoSoyslibqlxLqeuex1/zdISj6NnJszUe+yPsvuSbv/gJ8xm91OIuBZollZo2T6lvtextjP4gc3YIZFzG7/q2exqFpql5/i938ImvBuySzw13MZw+adZM2x+J4lfYbdk3yNONdshtZL8exk4CIUq6zB4hZL7ZIwnT27v3JyQGcR0Fm8xaycViZQOlcZvHwLi3+dincfRG8Q5tXr8znYAcS9ltqfgY6/vXlnzxLv4r5EhiXMuqVOwWw+t0TJ7ud8jZoRyljg9OAUs3K7+zUi4nuA7qKhU05mO8JPr2J6ApQ+vmcL0/cfeFUqg29s18P+tLQ6cMyQB3pfmgv7E0J+8n7xJmTFP4Wd7Lzyfl+e+xJiate4X0MMOW48TsAmjzlKmFM3tB+cm9iXgQ+lMrX9PedrftHPkfe0u2rXrFs0tx0x3i8FwHJfC4WSTyGmf/BcppLfJ9XWkFMvfSi8AWYBRlf081BQKdQScfn2CC3x39FS8vEizPRW9sfsHtj/4e6L+z/yHfbN2h3Yf7quEnawniMeBqxXPPgKHszyPqc2b/dUX+7+GVoxbTfcpq5y96XeyrkM4txvIG7/X/p58h5xawOkh7iPTG9q3XeItt5+SLt79z3b/7T/Pu0ukD6ew6EE/CTIsj1UR78N4IzBGC1FCB1EDLsKMeBF3xWV38k9+sF1bS9qyaAR+KQw3GrrvaDLPZv3yWtPXYxitmhf97zRx/fMK740dBQ7fUacs2FR7S7ZS7Wmzju05KVJbQQvqGdeiseTBKbyRd+rNGrbw+1xNstv1b2zPng2WIaXY2NDuyeLSWoSlDLYhwM9XB/vSkNxyqItj/cwkI+DvISZampT35OZ4gTU2evu513doQHticizG/pURilTzmmDt3qgrcpcODSAZ20YjZkK2npvk4DKiBl7CWoyIjexOGERN5lqrPhTSGNqLBh23CZzjRm3AWxBmMTiV6EktmYp/h2UxNX80DmN0G8WCDWTnZPCOWNNv3MMPb1JTDV/cQrhspia1xWx5kVFVUSlCWWTOMhVKU1KOVwrfdnK+aLRoUOYOfgc5g5eWziQ1NKvd9t+6nYHftei7SeNHfO3xSu6XrEf71aaTFvvbjoBbcq3vqKUwaZyaeu9SmU4dzmaXommV6PptWj6bTS9Hk0Ho+mNaBqMpjej6VA0DdF06zntz0sYkKG/Yacy+yO9wEYlfAMkPIDjCfBOrmFmBx/sDkrFCUylKxt8KFxmxHO943Euh4aOKVU414JCGXnZoC85vs86RHpfQ7XQ2cIoMc2NeGRnKliM47k6pzaw8yQ5PpdZHRzGx0IyozALA0gqvoRC/hx3JVJCus1lzvQyo3uejOZOMqDp8Q0sZrHRPvdddqOyWcKl9VwDesPvztUhu3Mj60b6CI15R7jQk6HZm7Oc6d1Gdy4fbb0RWqtGuxNaN29eigs20NaN7nlVyD634Z+tc11c6I7/R9ov/69ov/K/or3rf0X71X9Hm1KK0G9AwxwM41BONiqUD/p+XoQTysWBJsrHMH1KrSHcZnpOBUt5acja2Ez7mSvyaPNSyomdOcYOcxDShe7AuUUcWJ2hJTkoTTlXAteXDs21ET4PPJ3SeaAfRtAPQy/fL7389NCTGN2iMBUoiEBB2Jg1N3kNmgt61lBgzz3G2tkO1i0ChYRqSsFCKWhdDetLckhqR6KvXDkXuefj+0zgRugoqmAhJgQtffdKKAMnlBldEui6uAnhnPjxSkZoFEYv0kiBCfrBsxdLkfmyLO3DLvHx5mYnfao3XJqLlcy8Mv2o0sXmXbuxv/19rqe8L8G3VOF69P30RJIRsD5zZT/eIisu99iThaEeN/gTibJtH96+mH5vxi0Rc8+sPiOkQt1SBdcu2u9u/rDZ6RPCTwUDQOea77IbVn9PXL8B4FEA74K8EOndkgl9TtDS/O0yFqXQt24bESBKdZ/Q+ecqGb6sZmeeBH3YzJf9c31ZSjrEfxxxaoNhDGd9IcWgb17KqmsDm5y3HPpf4VNzEzMzt7y5Jc4tkjIroy9QJrokAfmOFIYC93iWmi/KnCM2pZC+ed6WNuAtRKYr4IUZWtMGmEIk/lYzeAROH4H0Cj1l1MsTtS/KcVw9PfEePtdhLBXXFUTH4S4Mne2QuWO6ug4ZYZRM35ux7TxKDIWhr24jqjrREXf+3cjJnLi/FiLz5nDNFIiuJkZ7eOEiRExn/fTEdVEZjomW7oKyBhkBv8X0WdtXE2R6hqUxiPy0/Q/pu02Nx0n7MQMx1LVDyYzNr2mDQX8QtzbyfmQ4mvhqLTmrHMWbBFRUTmKICXCykmFn3/Urn23vr7Sr0B9LdPQZXRAPJoIs+olarEOjClHMXfQ96RiHGhflpQ94ccvtru2rQ3l+KHk1rl6zgYzeJKp2leIaUO8RdWJfqj0phY20oadJz/6g90jf6BFlLiibEn5yWEJUz1LmPK3TxGGJaudu5fr6L31XzrHLoW0s9JfpsJz/GPSJL71Wc8g+egvCgUOoK+5+3jrelbo6NBSbixwCyPzjoIpRJpuLsKDpac4VTxB9e+P8x3KfFh1ZLKHnr7p7aJ9yD8Wi9XREenf4Xh3F2QsYH8KsIcuL2stB5EhNKQTdHAW6qfZmhE9cUqxOiD6fgnJjqS32M010Z1cX2J2x7BHLiPql0fpvCpGw32ezM7Emx3jQR1gxfpif0F/C7xK3k7O7HqRziDfxdO4EYspKpCft+9/Xrvtn0DfKwqcnkOPnwIkInIg+9ZQxqqU8cPsrotdu6z3yHd5+FKEdJ2qJO3Lci/X5dCXY0Ta2cySHP45iScDhj2Vsl7aZKE/0ZD/lCGgfUxPcZagMokm27YSVJ6zSW7SY8lgY6vuW6pd2PcydtHBAYEhPv5mkRznLpGsRuLsdLElM+C0tv2pwi6iseWrbhD9epG8cgy7Ss3z0nXgMKybXsvcvqfV/3FqPRJTc+FpRmWolKszVtTqml++bFNGCtUfsBoLo02D6rqf5zql28OC/ABpSZNVZ9irYP1pNiOjTelhX/+ennTGOX6YUa0L7TU3vSWZ02nWPyH7rWJhS/DlP9bNvGX0PO2wvKeegAX8/DSti04iyg4XIuBrWiwXKP1ONIzDfgZLfwu9r0JgDhYiTonUnocWSYrORROEzAP8Y4FVB4ihKmXMkOYjkhfIu1yII6GzWR3xOnCvgVhfsN9x75u6OfvOOdpUjnHaxzbk9U9MTnr6rAWuYo1yBA1kPa3h/57C1Og+c/IfGFSLdj6CevxP9pAD0ZW74/i9IxdzZihSVpNG3kc4/C7bH3cCrRvJApJa+BfX3RzVjFCogD5A8KCkO48UO94GWQpkrKAc5mJXxKW51HC8iQWH8s+gOoUg+O5TOAb3l/kkTVs+cWrVWkhlaB7Mw937gDCQ+E/ThYcqlKn4He64iAeZc2k5hQGfnyLcTpyvb/5MoD37ggb45/1fHuPOnG/hc8aQRixXljrTzp6Hk41yx04hRhSu87mNaZt9v2FQCv/ktPEi/JgBXc3MAdgLzW/B7JVABPe3v1EfObLL0BH04R2VrXBaoHGAusmTJZe6KLkq9szD0+WFo+akHcWbAqQt4w6dXTZG3Lz8/4JiSMvddIVoCe97nezWRZ0BK2P9wtNQella6/yF/A9RvBxnPUXXA71/gdwrmdDCKVwTr893Iu57MQrBQ8k1y00ZYcht5mrg7lzqzrPo56WjTbCkUck4K56/loTj6JnzIKVn1N7oHBWzsTKnAmCWW/Gy9acF070q7kSAl4WEJSYAfg7MKzFggFpzQaR5ag+2dZqeoGp1O12anRBKdjGqcNaMgk54dwvMw72RP6okVYukYpRGny/o65l0dTj+pL85g/LVvONkjmxs+obizsgoyh77Ezk49xIZmZRGOB1znCQPO6dSvr8BZ5rEbET0nNLSmGhGRpHftANiO9MV3IwW8+RDOIfriqWhNXnZc5AsDDNHfUAeX4ukoxc3A2p9qtuSDXBZMYlbap5uRwj2cDeO5G63B6QLlZjZOlvWPSPTbVVrZRvQ+T59CWO8NP09EvF796bCcMOb1g36QE7shhRCMiAV8PFPpPJATC3IiD08N93u41hmWC8ikmtmInHPznsNzQTYPdmY6p6sCLqzn8Ty3niQdNSlenM5HJeOmvFhq651TXW+CZOapwqxJnZlDF/BckMzDR2NuSUYflkwPnuQbG5ELSScirHY8LB9ZeCydQTi7IIWAZxrybkSPpXtR9dLI/EKJuBB7kSzIfhjJWEK03+MEiDJzi8zOB3neuRRZ6FfsnL9/5Fp4trOKYLadtSgxt6g70/lrVXDasBGP7eQx2qAnz+N5J82qWZmG0Wl93aJOAy1VebcDIrVpvzc7nygZ3fDirNvLMsO8jsZSgZ78oENQrFhy6+tsxemoBuYzRxWGHndi8I37cbpqzPWYMzcbK14dOj9rnrACO1Wj8js8z6qvTcidLGQe1bnmIqTMhnbzsFGZjd2C/v3Hihg0jzirEYzvt1g8aXaWihbshnn4af1zWCgyQ/RgCRnorITPwKVj46wY0FZG4bGE9RUN2H7S3BGrMFji9XN/uDr0rkDLO3SQH1LoPIqYcdrrR2+25cK8hEczEWNBX5F4xAKtQDfWe08KtOSIbq4xFGnzIBa2VTgFN19xG8QIQarvDZ84gZJS7pzu08+ZGmreURPmOVOO8C5RCRWnh1a5xwJdK5Ss2IjcJujPCz1cpHkob4T84xvR8Fksc/SMkm8D7LaGVr2v84fdiAt7fNLNbCjTvTy1S9KCALNyFlFbwIc1kM6o5WFXFoY+W6ZNPmYetk6sP/y+KyKSzGtjomXNgLXwIpMP0AKBVYk4E2GepM9EamYT2ac0effVNLH7TLIhgZ53pxTygxWwazHtUZvNdsIuayoV5SkRO8UXQY93y/T96zbYhVjYa/X0EJgHPZAQbfHZ91pMgxYpsqpNbGHkDKAwnqjfGYVZo8/DTQGmVKwINBXsw5H2FQOQd0bzFyGfK3PDXOovh33OZ4HXdPpm244k2PMe7e0JePt14fdb0X3x3+PCEaV4uTD0t79oib52ej5BxuBD/6ItLcDRMaim6JcbrNSH/JsKPLNye5gSPhbXGt1JOdjb/vY6PVty/vkAQ0+mn+8Nvhxk5PaL3n8rNfCT/7ZFVsN9pRzTBRgZ/DETPR+5SFa90oA3TwW8Y7zZXj2WxW+YBSLALvvNgULSTSaDL5ZPoc5k1krYouVEsOtSUQlCNz3CfXERiry5poy/ByJLqKmdeJHpytBi6TMM/pMo1+Wtk4CHR+jMDX0SPBt0ke46XWHo3KGA1xXfgaJYMuC4AgwtgXH9qkUnTwZpzw5/gyI8X9r4S9HTCVzrTMbFE24mcmU2ufdh2QizY27RAf5tLSzsbJ2Qy6qSOidE+1ah71HBIy2sbEvYGfbIDU3ZHmS67kGWa7QUPJshFiKVLVMRok8ULAmerM5R0dbfFIY+vRZgZckl0T26/4dXWe1v0DqwcAB19p/Vvq5zNrwoowRoTybaOUGgJ0dD87Qvw/5dDP2OWeQNYl8LSMAdPjMRiRlDnzoiESLigt4nOcTmgy5AyrW2N57gCWH5DYTj/YTnW4iOhznsQjDb+hYn1Z6/j/mnNvMQOX76qpZwlYnO/gtEL4O29MepwxgKYNRTPQh/8SIU6lLpR25phJ3rhd5CGsSX99IvMzSbfSa5WxARQ8/nn+B9Zz2ruEGUSL/j1hzbwHdyH0zQMjzLufSZXBGaGXdS+sCA0gh4SrsSREjDsSil2KKEgCY4M8REHsAbMhMGMdGLm6h3//kXWoxmgqhRgH6GhvvRztETOeETpXUqfTYvbaG8SEI2YoY+fo/32TzJ3I0dMfQbDEGSF/NWk2NhKuNGZv8Zcx4jLAaIdSPdhTM6hzmV35gWff84nXS3zGqhft2b5LjM/SEnAHnDX6h3RaUENjEZbOJJ8Bs30q/2RCV4BmabQJkCONIgSKhvDqVIqbXpKTVKqTlHZpqnWheTjMhMQ+XsPcfAbxSaZ8PKxP+nm75NsFsYPse/O8YH3gvCoSF6mvo1wT5VMPlcnix8gZS7ylA2eYW3kdjWL/hckOdcV4yyBj9dFONfEPoNTq95XHFhd2cMxttjQnfgBH61r1xJr2u3xpO4U+fdCLlnooWIPDAz7jMpbwOMob5KaFHsK7exdlsKix9MjlHy8a+mxIS+wA+W06vnNIt/6E4I3aH0bDmEcxYiPMnFYRtmcaGLxXNFDhcI4MVNixl6FReUwlWZ7WvHz/uQMqviasUznjJsrJhboVVkV7RWsBVrtHfbHk8qI4Y9J5Mw0SW5iT4JESZJJGySRDgZtxJ7di3rcyrlf2j3ZAmD/5CCqhs2Rllqy4zKvI++qR4ZyWeo+eXmczAiib7dXIVvZuMNSviLBpXVB0UhkTD2RCT4mIMbPAK+WlkNa49+/aTgYOJbCe5sFlG/TmEObnxnk/UVJGrnaRRJVB7Rc7UvOV1pIbIwgOy0D6WpT3BzyC5Lp0dFTlDI0rY7oRb3RU5UDEb7TqGaAFphLwx9WVhZ/ZZ4MLH+h28nKPQtFL2SjiXJ+NbGg5tEDj0gZqD7wR8wbkwGyEFPFYuJaCbkZ9A7ehvtUH8fQNOh1B7pfehrMlGeVVn9jrUePA5i2df5TlKdM5w7+c4ony2c++Cd0TQVs0nMO8nRXNw7Y6K5xHdSornR74yF8VtERMZ67gr9d9DfcV9Q2j17l/oqczRut0soA2v9cBKvPKlUbl6Ap9albl6Eczem1jk3/3X/0Y3OjtSFA8xPyMv9nMvNLK0Fj6leKkogMbsVht7lXjqGV5Yolb507erI1toXxznYK104py4V5yak7lX/CFF4146mo7vwLu/hmCYei16kOBvAUuhTG+KxZEptMDZ8iG21qRjp4Wei325k29JksI1g0XV0z5WRGEcsrQ+0sPTOVuilsG09Q3ffSDSlFy5VXqwY8JLuwtB/M3SXO2OLaFP1SjvaAdhnxlxkhz0VPczdmfiBaAypBwt5xhRuYyhEwpwgCzah4mKljGhsdokDSqdulTG3yo708n2j8gJ6Xem1tZdH3i/gBbMIUTR9Z5sPf72J3iEsoWfLvuA9iIlV6ZnzWNmoGe801B/q5ACHlznA4wFvvsM89vcqbfEw1XhZjazhNUXgqyWXrqiW7Pw2sFuMw85tM4X31+vh+21leS1Qf2DtNNjHk0uP6aVeC8R6Z/p+HOHQVz/MYVdcSvP4lMysKdnT7A4ci/L8gP9qzLQqSZsMHCfCyP6ozQKeYoEnM3hyJlmnCbIexmMAPgX67jflU8ux68ezxTokADewgFPNoTWbW+guwV9B89HPPzats60rgtEckNVzUl8y6dX6eB0a5xHM0XsA+hdgroq1f8hm8l5uOVkBKzqVniU+OE57GaL4+cHujfTejeX8mU4BItj59Mw+1P9YoydNPnGkjt3uY3oYGOUn/eETh1A27vwnsjliyWOm0W/f+KdRSfrvhnaT/VPh+ovwdy5hnwufAJoC8i5KKYloypqfR76asGahXaxl7TkbWaiPRtT67YWhj7+lXAQJXGFu4FoSPfW4//+jnyPQz18j/YS/OQr+d8XKwWkkP1fiV0T98jO8DQlRXyFQVEaMrU0fcb4z2g3/0/S9QDlNG+uV/NNapROxg9bclTDKp/3TFbrnJ4O+Z9vLKkyaadAKfWaSFYT18V22zm+0L+jXCeTuYRqRM/O+QNXjReXE6p+qGBYGGNRn8q84ofNP3TOgdNOvOkLLQbCcDFD/R1Alfse4L34mo8ESGGFMaU7FyiKIZ0klBCgrGtP/yvkY7duwROqDJHzSHznuA3xpsD5yhgrw44mZzM6VNqxofLGIw7w/SYP9XLsS/kqW0/GbL34W8MrqjWmRU5/sSohCRDI5NzFzRYDxzwGPsK1TF/ZhF0O7dm1ATgu23xq3WMG2G/0+/8YOfRD5C2uZrvTw+a3heqmC7TD6S/wPtQtQ/2ItG/7KbPR0LPiUyaU2fbbdxrIdJv9fG1OOGIKoMd7/+1o+0g/ETckS43b77oK5TC5FJlyhi6zKWnsehjTXlO2WfLdv/3mz051AhOZcuJqbZ8FVxHYr0+yCnLXN3zx7607IpSrldY3NeXvWWLNhtmnPCGV+2pMnSDq3xFx33Dm2AtKbkFa6MfOtW2IZyMuO4rFrIa+DsiDAVQD7ADa6MYsArgZ4HXAxG2DejVgBytY4Yseuh7KH3MjnAlgBeAPMYHJpTq0DyooiYzdNc9w/tgbqa6H+Rd8iGfmc0FsdlG6E0k1WVCkmoOr04dEH/edT+lmfvmsHTev0dL4XioSh9oCukrG/A6lmbTsE/pjObbNc+FR0TEnVQ08NkBog/Z2MHXem6gCiXNY7poxt6NC3YWhZ30bP3UqkHew54pKAnwZIY2DNN7RNBKi+TR/0R1fbIfoMC9ZjLKUHvnbBtkORsfk+c+daLrRVNo9p9jT/vjD01xrgKnbs5ojfDVQ2D3hby1ofoLEKeMO3yvzt/ywLeMNljF8GHRiJc/Rf4FRTnLyJEya0+mG8iz+N653Sb/E7/axj/Nht9KQfUN8C+a30NGX4CysStNyminDdCqPf4vu/7L13XBNZ9zg8CT10BEVBjYoVUbpYYRIIBAgQOrERQgghFRIIsC6CoGIXC2IFK2JBRFFURMTesSBiAXUVcS2gYl2U35lJQGB3n93v+/383veP95nxcNs59557yp17J3OvrjFG6YO79s4BphKPRp49K2AIPHWH0lzIGgiaIT+rthy93K5MzWNhO+ogZ8ilb0YEYnAWYkpA8tSZyAx1AjKj5gcNAWqEgICNaSDkeaxqteWEi+2YncE8KA/fNUaBNeyZDDJ2NhF2YgYtYPYs7NwhN84ovYDADKRjYfp8DB8xIshPqy3feq29sy4sF+rLuPrNaCUx2DQSWQdGN0PdCJlx82/axWdgsGIO7uPakaWZ5Z/OgxarsHoy04+J15a6ReZBu5bulW+PiX/4HHvXXoDtdUuPytLKwk7U3euu1tGBn3PUgOdquxu5dmAnI0NdQ7J8syIhvl5ZWxb5mKoOmjGCHMvG/w+MUe3pTRYvrdvd0h9naWagAZyO50DBzELd2OZ6watdO9zUM35kuT11Y+0maL7si83Kao2bTbJgNdwxDfs1p3MlpXU1fSS94/ZbbDaInQTcXgV6gp4SjTL0stxy6cpfG7T1TuvlXj2j5WJPIrImdKj7EtK1lqKrYMTDxhzMDkD3TVW2YLexICU1olEuAnME1RNSG1btt09mIUgfojHLqCs3FnJL8VyTbrlLIbewlnixMw2rzNv52Fl8+NiF0jvaF6U/Vo76y7GTIre0ZqjOT3kMTwDzrbLGPodpl0kFpbAe0no0tCD+tA6EQ2o107XewUh6sa0WZj2PhyytqX0J1PPTH9c2tJPdEMR0XQYrkqCfRTg/mhVLHKRsXWcstB5ZO9BFmk2EuaIs3TR9KL3jj75usirddLKvFOmDnx+L8fkMMH1qVVLVmYHNgm9T8V8hwMfbKSWUkkzsTKe6nRdVvxHoZL8j1Bp9Iir9f1EJaAD7FXBz59sTnfLDWB3Ymeu/YSd6wZrV0i3HTdttzULsJKlBbmvmq+Pneq3coe62Jt3UbU2VLiu/o5ODh0BXja1zgVa727lhJPw8L+W5YbqIDBn2I8zNKN2UYlSle1rXTbZMHetl7rGAPojVty/pkbVeWB7QDEfUsFPfuk7QGoHhudllYPGR6yb+uACzdewEOF2wD+wMrDFQt7WbLAOvb93X7GcIFbEBfsaqztcaBzjj3Sha6srztWDYN4Xlky5Lq2MrYNkDdw7YqXxuQxDT3JxsT+DH0V2KuGRHZvOzeTu0s6n4Ksaq842Kzpda71ZinoKIrYmw02b6dZaQzGun0jsazTolvXhK9gWlrB+/uDi850lcuKxUp3Ep3xEAV91kh3HYKbtsTaXkoFy3Vk15AlIjzOobqZ3vMUjQxi0Us7dG7/ZqVes7lOM8+DYxiwzrb6TYvRY7t4OIxXcpPenFRSvsLIQAo6XILnoWO9fLbUi63o/lSwnVMLe2eFGrxtLW+QJPkRfYCMEyJ+jASBXPsiBpZA2D0fZFFtkU0lg9nSdfpVdh76vab29xbCI2G2aRgVvMk67TO+7n9eSkPR1rWR2ZB6OVKXkeQjN9HukWoE6s18olVGmCT2tg53BkqXW+9cHf+HS0V1S1wzOEExCPGGVEvssoUUsfmV4N+Vcvdr1BIV2kd9w8XutnMjdde1yBZNeUORbN5/Va1cBPaUuNQBv6rQT8JPyPGeQP2PfL8mJz+Csr7g9/2cUD4G9MsYWbGlmneJCb2mMdI0K6tptaFRbquKkV6GSRIUaCuRiWY2B0MF3daGu6xoF8o/h0XSOYrwHoG+WkG5aAPtqTL6q8jNQGXEnwvPT237Cz56CdDkw6HRsgx12JpWtKS4rpB5isAFmmPAtpzQrITzctUZ7O9msrYZdbqzp2/mxrVgkmjekf1RvfQyl26qa4lTAZ8UJKCJPVL2LjFYMoSTc4b5aFwHrQ4BsZ+7WNMAfGEjVEL52mag3obg7HTkWpvYEMTjdtsmrWg/WPZvjnRbD+yVKtf0wmzVKdkKs7A/D1a8umRE64dR1G+Ef50yJBvmKLZljlNOI9Ssd7ZHd+O4wKJ1S/IrodRlozEMN0s2mIZFerJlhWcwn2uV1GlnutN7RrNo4s2eVr7BYIz/Tmd5qbjH2N3HyBe11WJFFl4boF8FwJKyHga/6vmByMBqeDFcMql4BJ4o+76SOwHakEXeLgdMN0N18jRDX66VbUjoY8ZEbrwncvO2trdidrtdYOBMttnmI+4dZSQhYZ4yod42oetHDTq6OD2skZLkHE1xhRPSl0s+gdNYtrPX9yO/cjtKA7JWDCrZudrRZkUWrfpA/HePuxdYrRhFvYuYJIRRd3nXVVQF3RteYYJ+mu2MkKFs1ZFOAiE+iWtxIwSqAbWqWrkqU54PviPZ5Zq4mHEV4dP94A9j0I4UnzyKUKbOyRSsN6joDv2H62nTKOl8/MgJnE+WicyjHD7afH6MH4UTOkljfOSPL40uAsAujpMfj37wCvlLNXPek32+6nSIMX5aSTq1S90EsGekL65VralC1AlWbxqhXryRuiYTo2jrzNGtpZyxShRQvQluMnZfcbp5UfUEXCzsDJDwBgYpx9e1fbR1VrAUi4ld5x407W6dr+4MUtSkz1/HTC4ibsjSm94+Gv6VVQC/O6RpU2jFOvLp2tUsdruQ5Pw2psTPqekeXm7tbRsXxILt3XBOnjZkfWyb3nNmSROv5+dHNujdsQvXy3ITqZeGx77etc40dbArkyrpyEIH4SMoctFEaxOQJyjCSBTA9kkodHkxCK7yQyN5nDlcr5EjHkkOnBEQEek8i2ycNtXYTJ5ADqz7hHKNqVgCoRj4QEScIkcog4li2OFnKjyX4M+pAhQ7AixDYZ6fxPzkjkURyJSJrAlcm40aOxN9zCmElkLy47mptAjuGL+bJYbjSpM19VKV2cxBbyo8mxOBpJWUbniSUJfDGPLOYmyzFmo1LkXBneHl4exubLsWKsg91Ku9erbFZGlkskZCE7gcftLA9IkPAS2KK/5SuIy8FFxJeRuSKpPKWLzkspkvCxXU0Ol5F6tOknkXN/NkieOo0sE/ClUuC0Jx5dKOTy2EJyAlsMaNOHS6FK6fSeOFS2eKSczBWzo4RcMichRSqX/Ow/3hDODa6fIKZfL5nGCNmAEcPmY9qaRB41PHo0eTguwFQhH/u/7BC7cfbjXP6kCyUdiET+kxh6O7yb7D1gMQlyF7HlZBlXCMJSym4u5BOIBCWOgJsCNNgPXshwW/twpFc7IWJZolQqSQBSVddU6icngcpA+L10qZRFAleewOcmccnSBL6InZBCxv67PqwpnDcsgYUitkzOTQB6MV4zVIb00hEZWOfEYubTWUGX7TBwYpx94IQfw+9mF+5cDl8ay8XNMsALcykkRCwQSxRihMHmJEjE/GSs/TC+ODpKIo5GOv2GzI/miuX8mBTcYIVsWSzZDVSXrKQHclUm3Z2sykamewbQ/Wd2WTLq210jGEKkeRUSaSFFIgcIkci+2RAmIZH9pWFooB/dz3MSmSaUKMgciVieIBGCuEBoYjnmCqAxcTQ5mi1nk8HCE9kJcrwfUlk0AB+e7sM6fZ2G8wQ+IAYR8cXk+ER2NFkkieaOJQMnIjZIn0tO/KlHXAeyKOkkMgWEinUV7GO4dNy4cVAiixaxx3EQZHYMP0YCeNhYFIYpIVrCI8v5Iq4kUY6NJnwxR5KQACbVaQ6cWC5HgCCJSjmTO0cXzD1FXHmsJBqjUY4fCpA7dFrGT+V24atqAfnyZNB13D46a07gkEV8GW4KXXVECSUwaspTpNyf9crkkgRuZ5GQK+bJY2VYPZibi9jiFFUeGRQdzZfJ2WIOlyxLEUVJhLKuOjggt07aTj662gRxqqpI4Eq5bHm3MpzOxgZjVIaJFJRnI4mxwXnpXoeQD1bLFo7v3kRnWSdTnQ3/NQ3e1J9olLnIn/OxzsewE8jYUwbprjfctFRa657f2YqyxEgDIfTTIBD6aCDGFhpGBGMNRKO/hjrBTANBB2q4EaBczVyDSDDVQIZYapAJJhqIzgANbUJfDSTDTQOnJwJ9BtD3t9Awx+i1+mtoYvTsgRqRGL26uYYaRm9nqWGL0esP0NDD6E9j9JFa2C+iSACAkak2IjPRQgZDXApgC6vCKiMtWAtqI5EAZEgXQIjhpwO4QfoxlGvi/zmJNmIO6ZV9tJDJEE8GcIF0jbEWYgzxWIBRkC6BELuzAbwg3Qr06hDHDs8wNdNGfgN6a4jLARyh/CLQ60M8GsAK0rshxPCzANwh3Qz0WH0zACwhnWeqBatGbWQOwBRI34P+9IO4EGAspMsh1ANYCuAL6S9ArwbxQAATaH87tA+rOyQBwB7Kz0L7uhCPAhgK6R0QEgHmAVAg/QzoMQ5YAAMgvQbap0I8FWASpO9A+30gHgcwBtKHIcTkuRjAG9JtQK8B8VCAvrDiRaB9B4gnAThD+VVo3xDiMQAjIL0PQkzeCwBokH4N9DoQnwUwCGLY6TUciKcBTIP0Q2jfAuJigHGQroDQAGA5gB+k21X6ZwIYQ/8zVfqPB7CD8mqV/tkAQyC9DUICQAYACumnKv1HAPSH9CqV/lMAJkL6lkr/fIDRkC6FEON3EQAdYu9V+g8BMDPSJhBV+k8EcILyyyr9cwGGQ3oPhJi85gN4QPp3lf5nAgyE9AaV/n8FmArp+yr9iwBsIH0cQqy+ZQAMSH9T6R+j6QP9P6PSvwzAAcrPq/SPyRQ7gX8Xoo3jZwJQId2k0v90AAtI56r0/wvAZEjfVelfAGAN6SMQYvUtAfCB9CeV/sMA+nXTvwJgApRfV+mfBzAS0sUQYu0tBPCE9FuV/mcDDIbYFpX+5wK4QrpBpX8JwHhIV0KI1bcCwB/SP/7B/0/38v+tSE//f9LL/3N6+f/NXv5/EOnp/+/+wf8v9fL/IqSn/7/s5f/re/l/fS//P4b09P+v/+D/53r5/06kp/8/7+X/a3v5f20v/y9Devr/x3/w/2u9/H8/0tP/3/Ty/829/P9RL/8/ifT0/+//4P9nevn/dqSn///Wy/9X9/L/2738/xDS0/8//IP/X+nl/3uRnv7/qpf/b+zl/w96+f8JpKf///EP/n+hl/8XIj39/0Uv/1/Xy//revn/UaSn/3/+B/+/0cv/DyA9/b+ll//n9/L/xl7+fwrp6f8diBHoxwS3AawmTQQ7cVsXdIL9jwn6YOsGoG9DBDsvWHkb4/iwFofbFG4zuPvC3Q9uc7j7wz0Abgu4LeEeCLcb3ASoSw3q1cDb0Yda+oNF2YEVscGaThMIhAwiQY2gTtAkaBP0CEYEcwKZYEtwI0Qql9RGvW5j1W2iuvuoblPVbaa6jWCc8QN6ZduauPR0oJe6wIMh0PcBvi1AdsNAPw6gMyrYAgf0nwm2fgb5jUBEui6Flm3uWwP22PU6zONaorP9pXFtK15ydjptiV673eBBtn3Kw/Idj2tfDlp3qz5b54ivddrBOSdflNtorTw1MGfgUaPouBLy+w/H4r2yKtGGAffv/Cp69OxV250yZubt+Rf6CPNCowW7q75HfU1dzL302pQww5+jKaz/ZjiVs0xb/+NkMfmiL99oVm0k+mwbLz5hitqzmz7qdzxv6c//vpNUJnAq2/2NUponfHDi0t19FV/d7O8Jf/NonJH48K7+jb03p0aMqLfdx2xAJl2sY6afqmH3HXK4rSz00NlhN46vXV9+cqfhKGL5ltka2drn9epLD+q+tBovmbMwPNbX+DR74N4jMTZTkx6iKwkP4jXzbpErWmqNxsQfnL9I80jZ4PxTz3Y2l99xSNa6tM0Q+eqYq7N7+RODPPO5cfontEVTbXKiheuaODMIAgGzzVLIjprPtb33PgrxE2qufWNB2PnLPO220x8Nz4ZxS+rPmxx9GbCksvz39mPZc6IeDWw0u29DX3p7zoc/7vhyGaXs8EllzOvbKxD5nRO2T70bd6JT762t23HzrOj23bY/qPyXcY7i+vb9vGza/cjyGnd1G5mD2sDne0i+sx/pz7kUoBE/ZSQR3VOpa2R0SY+8ICy2bDhZMv/QsZg7OtfZz/JnNXw1GF1/Ka+kJm/ohbrdhyMOTe037rB+xtGTMyZXHRfuf1OeSd5w6tARtSNP9eQHb234vdZz4uZbigPqD0aYyR72zfyNo2uyJnpylr4oblpqHGv3M4Mbuqt1OjaTkOKRv2ptOdhquNp9ofb2W4MI72P5mtU/PkeFzUzn8q70FzrHiwWaL37csUhadNv6sdH9VBbvkffVr8caJcsrW772O1pJjSxZXnv37vbmrTdXp7ncqz7r3/g+8OYJ3rtdFWE81zLNR16lzj739K3vHyBZ+DqreX9C1VMjGyNbzuzmNYbYiZe30PiVKVfYh5ZWxGQOGC65VRAY+9T5qp5i7QldT7WhxL7HQjRGjD93fHJl6UndUdaHWatmHIpTr67rKCyruWE3tn7LkukNxQM3RleXvOa8H5EYt30TUbSatElHs+iVgbNrghZvvgYS1mftKe95T8tTTX85aF2sd8TCZdWt5Ruf11bqz3nYclT3QeOQBbdv3Xl35ykl9tGhL4PvZ4ozKvte+3RsxHRJieKJ+VFPRbY2q6nDME4aozn5sjFBd8YK7paOL1HFfLag43Zf4Q2PAtLT5Dr9W2/91DODJ6odqi7kjWDXRPb9TOd7MqaJFQ+Kb8Z5199lPXRr1I2ZcG9ya1FFcVDDiS3nPEtvzLUt63h58uR7y8vHqxcHHVpta3V4+67jNc4a1+o0Vwc3hI0eVs87dSgmddxZtnf5zFgL4hiJ9ZrDupUTzugt38rSaLSwIbYsw/y/v4Udau8cNc/aJuhMtPCc+q+KNo9QVuECfzT3wsX6xdo3q0/Qv7U0L/6trf7KvjJ/vbLiNMaWTJvlC/Msb3hXmzCD6ocZJbdJb7Nb0FXjiutCJpQ1mVrmldVpZGblzrPIi9iIFJmX2Hx7UOR8ZUOTYubMDqHQ8g7q2niNZbBlbZbVtqX5Zr8VltLIlUUK9rvmJ7uaP9S8ONOQaXX/XCl35sziPe60/FcSwdVRSdLv/Il2gmLyGFaLrpbOWBNLF1EjzfnD+ZlapW+kwfFtAq7tiTEfPm+zqz6yyDIncaVWgWO//Io/DLKWHR9e1JAypbTFRfYhpSOu2asSPWfxa3jDmCmtKf4aL6PS3Kv9bRY+CLY8v8ZsMWGZwQm3XcOaM0+51Fe7FJzTH3KizZeUW7iiz7Lc6zOuIjoedXZe4m9RSxRPgi4fPzEzeHuB0Cx7mevdnFyDdQ11eQEXrhYZv37y7dbHb1dWJ0TVzRCkNA10Cy5riPDPyu9rYBJuaDasv5WL9P7UYehG7ndB4ZwmVlPYFZ3hfjUu0YSc4u3mi/OfOhReHTKm4nvkfqsnBw671rzNN8m0WaBTKrzkZbW3Jsjs9z/SaKOfchWx411TPjlbeR0dqGMhVzcZ4+QTVPE+0GvZoRRugzQyrcXuRdOHHz++V5+qrcmZc/VKwdTMxc7fNuRonThYEZy8u5A7cXJmns/QvCKSTtm3S0bFV7Jnt8z0p7UJDUT1rtfk1QZLP7BMqL+jw4inhdLT9xRo+jrnOs/lNk2aO5GycxUWWVnx6OIBsawT06mK5jyWsL7ezMZ/kJ5z2uyRFjabpiGWj47lISYFmXZBS4qjVq4qC7r5qO1c37MtbWEt1YVrPtXn1hZrVbw8arls9ya7BsH8MS1jLgtS3tyWeu37MtNC8oQ2ZlxMg/OTuee0CoKbgzmMD9yhxNIPzy2KqnfYZuXwRucXjHh2rrj8e0P+17sfrk660fz9l/QiQcX6Utb30nydaXuzXOaOtbQqcdIyezdoDM1ey04h85I+OcwU1HxMpWU6c2aWKq58q/O79aTJ8OvVsquP67KWHcg18T6ybJju5gLpxawT6CK1YTNpA1yEWnZmrmdHGRjM5/nnUdKCi9RCUr5V+UZdychwOTc4b1jbrEMGhZv3mOU+fB6MWLT727HqoqLWX08Jukd/4t8v4Fta6C91NmujrlresVm2uI9j7onAwSeaczQL6mtmpX147cmt3i/0yhEnBhWMn2Ti3DxMR6tI2yo4ztiVa51bmPJsRYXXzh05FjEnF48Z+f5KxeNXNcu2Vn1viKpvahlmWvHkpH5hTfuIxZmurjmladIaq2P8K2ZfKE20ydO/K1IfcgVl59JYbW+DdCZ89nJJKtcpPrjVJL91setVh9VW3xMw/ydUx01Qy7ojJtIqI7R0dj/UvFL9Sn3ZnFIN/77zDfowyw1vTl6hv27+Xb2Qlic6A75Ga99bHUTaYkPSneE51XLEdunAZ5c8B29TDBoUOXC0xXjdfQPesDea722s7s8v+2ji9P5in895HcYHR+wykvnmmE1hmZr+sB3Wt3x5ar/UZwwXBu3xxBVj6yZfWrV8ku6XY67ub6dMW5ClO6VqUuBUYgDXeVa/8AmbfpU43T/j7GheRLALO5Vlu7b2kP1twe8OxoRHVoLnK4cXrSgc2WL3Y4TN9EvDohi+QwtG/kJuWj90iNUHszHJh0dZH28YPLo9kjZqGineJt6ybeyhpDPjPl7cMH7Ctv3SDcuq4sNffJYNiihOeOiwXrF6uGUS099a3u9dQmLtRo+0RQ+T5/oc8f9VX7vvnBtRQ1LS5TuSKYNWp6oXXP7l/OXvwopxJaI094USl28N4m8rXwrKFgjjFK+nx9oFEvkfXJyiDszV5ojMXNnWe2MiX55mcnfV3YmOPvlbzFC147zH/GVedVfIdLOt/XyCBvt55ySm+Ddw2v0sda74so6uYuQ92kk7uyHPU7P1gIeb3yf3eVan0Wv27m6G4TIKvWkMdcnSgcHvYgNCHIi8sMSKaaFH7+oEfalaGjhpz4mAOaZPmZVptaynE5unk4MaI2LeLAjfsfDgzFc5jjNG/6E2S+LBmr1/vOiJk0X648/xR58evPH2N9nO+qYph2a8+FEveF7Os3+Wqq/RMsLb5e0zsuHrbVtC30S2sZvHP3328k327Vd7nRf/zp9x8nuf8tb2m7cu/Fgn3NIRoln0bYDR2D/upVp83XKW8mVGceIH5KXX++rMua1ZU0e8o4UZt+mgaz5esd7+ednab5/8O67VJ8+MvHd8Qtj99kUGD6b9NrEh/mNF46H8JY8+Drn1cILP8zqB3r27RTEtd1ruHam1Kc2oidqhfrPgusPtJmncLasBM8/N+mF0dtOakefvj0m7YO5Grw4LvXpm7ZQ/Tt+et63KuHntFcaB3ZdXnMu/eOmX85d0jd9dddeSX1sgot6ouj3gOvGYTc6BXLeVonbFKmvKuNUvR/XP3TVt07ro4L1rh/7+fs3j9HP5FRe+bEnbf2OTS5/czd9StuaVSazWKzT6bLQ74b3hw81fly1ysl3qM1truf6TWStuLOEvTt/8egnl84NF6vR52eeHlWVuiM6eF25wKn1QSVPGw/s3s1ZfDZ7P3MVZ2M980oLaBP2ipzUFu8nH1+2JUb++d4f4a/Gr5DkHRpv47JfsM9m3//zwwncZ5rscXo3fkRiStPOoK1rwZfTZrZOoH7bP+b5nW+W6zWVnZTWHNfu/OOJWWHl03rVFpdce6B0yPDj5IN0wqmQJN+RE3dDY42Zes8uDPmkey9lkV9Gw+PBJy8eZp1iz7lfmOb7B/L+8gsfdo3NxiUnZgbcrotaFTWhotR8umP1wc53LsXOHR7X8qu2/WHLycXQdYSHB++6p8vdx9x49blQ4hHOMQgP6h+U377T99s0o35Sy70t84y9VF3kXCvcnJmhTr12XjFi7f67UxtjczHXH0T8WmtdsGXCjeeQ22QpKyXnyPu1Uz0sF9gemmS+/OJ00mVdWuhCpGR/gwl/3erbe/IjWp1Ofr1vIXbDw5qNJjw/fWOHPUjiMcv39mdGCwHDFb25v7ul/YZ6KbbX+stVrXf5Z1lDbMU+3hPnPpUs+XfiovbrWrfBXUXuVuVN+jd+yYUet83PNz40cM7fg+HfP/kSUPMeobcWq3V7Nnzeahk8dtts13G7gyiOLtn6+bZp0I27f5d2GlXO1nmieicyaVSC91WTZ72hbUXmEr1njlJvVL+bz09If/3JlvMEZhZfgir7hNtnB2Ats9Quj68sLfN0leR/bb3esfBsTkBZ6f4KFwbGRjCMabqN2lLSct9TL3p7xoGTARF7dXOtbyTmrxYPbJo/4rJa5YWVMznjX7NGrw98cdo8M1vuiZTeIsbtx17sbx3+sanxNG1e+KHhjP97rkVJifKvXiUu+4xsefE235Xi8CBG4Fmy6nXnh62nn2H4piw0Tns2ccGXGk4Biv+AOt0/NecOLl2TL+k5o6as+z+1LxbSRm4e8HGy1PiQZXfK47oDDjJLLbyKOTA55fnOWZ0BaScfr/rVRk4cI7y+k6Vy0f/lCunz5vFFvttxZyfx6cN6z0NmTwu0mFa7QyRzsIG7SX3Bau2zSLtFJtyc7NNoXnO5HHz3+wEc/b/uhSR8WbzHOzbOuTCavqx+Y3HbJp8qreNyt74SqODRm5+fcWZb+YyamzMzPXfd82Lv3DEF/jY91aZEvom4un91w5FW1zvLA1LKXE2IRWn1NxZCK7Ea73205oSuG3v3K3hC3RV3r5K6Tpwin7+0/LHY209YJGpjgt2Hn9dEdR39ZYGx44Yl8lVH9tTH7Kne79Dempe9MGnbvfExiZCrBKOFG8Y/Lsksbw3a8G9pinuv5ff/EIg/jWVeTGG81r79bxHnoPmJZ9Be0+ev4FCa6epBj0IiD919tuHvq0NfzL3U9ti7t32oQtdWXrzVlI7Mya6Tzg9xV653GjfsRMCL42PotzQ3tS2fGmzg+6asoch533Xgxfa+aa5PHicwM8m+Pc5Kmz/jUh/4y4vu7kGl5wnmaQ+5MY7ufX3J9T9qEoht356Iu4jMjZs5JWnTo7OW3dyMG3pU82XqQ9MF00DOf3SkZfa7w6/YqDEqPVW+dQUg7P3FT0Y90K7P1z50LnHWXWzLFC2L6Fk67H189VtIwds3tY3Qd9YzWg+VNa7fr03+xODhuEPXWNK8/xBE2Lx98OsPk5ey6WlI0WK53PTXmGHtNg4bmO8z/c221FGPZBm+PM3XW9z8r0lrRFid12sl5uX1t9Bb77AcGO8ofpgx6Wfs4u/7WOmvfIzon5xxM07Ipf5Ez8NTKaKOjA9+TS+K84o99aEArs369c3/Aq2ePRMyyO20X5t/ODM0T9qnaLYhO/Rr1/fUl7mL/GQTTeqEmhzPV8NtHfe1lF8niybOM+L7P0MjahHjetpvP1KZ43lH3+T5f/5agjLTz2+4yJ2FeKeXupRMP3L5W7PtNeM8+cUajxw39uw8jpt7cu8+2fsQkpIGZzqy72Jddc6qs7fCQYWcPha5fe/yG4c6T5VvKiaO0szVml9brnbd6qXtw4RzJeGPf2PC9A9mnp9rEHFmJPkzSjH9AqCDfyhtjVNuyaP7B+MFlRzR3PjuV73CnvHnbJa1kx6+I4fLdOrnmeQZPTujHzbWZKtJeJ4zOIczgNLUxBYIottDyni13vh8S9f7NWk3hLzsJFqfbtOeFnTX8eL6+hBvw8qjJ7+WVS+ZkH2tvHPgoim5z3+zDnNtLub53/ghnlzKuM8smyZGK7U9tT9xBdzZ61629N1V09uaOP9ru3o57yae214sdadm8/TXlkfdlNuruzweqOcz2Je25NEf/0ZR4jYA9KHGkkZFu5QKy3qXhZbFhh+ZLyDp3Yo7lP2NfN/jaMCvvUv3ooXk1JYd3113oN/VQRIb+4XGTZ5w8ul94vIqcWf7myKFTG/SeHlHbcOugfKJn7e8HFLc2m414oJ7Z96HMRJfzW9bk6DXT4kT6u1lxqbo3DJ5t7tBZPbIYIR3covWr+2rD1lvbtRfGvicM+lGtyZ8ZFvX5Co+bHu8s7P9CUyBOsrjz47H17UWs1PtGV70f8SSNx75+balcTq082q92eUlk8/a7d9NW39x6tvqeS+D7Rv93vBM3eWEVux5plrn6OJd63bfWv+drQTrwyVvNOTJVHT3TEtkY0sjb3bJcbJdSyactPcS+MiAzpqLglmS489PYwLUKvatqnronjvUlDh0/QiOkcvLxc6N0T5auYh22Vo87NKOwo67a7kZN2ZIt9WMHFjdML6mO3jjiPef1pu1xiaTVImKRps4mV2eDV/N5Wgl9whCNed6n1pqmlj8ttj74i4vFEb2Ny2+t0q+sfX605eGcIY0PdO/cur2A8vTOuy+HHsWKM+8Pvta3MmP6iGOfnihKJArPo+ZNLO1saZxhx+XJmjEzdAnGHVu4K/jFUV9udwjYHjeEfZOfkgre3tKvC85U96s+pDaRPYJX+LlvZA3Dk09/oBBP8467WfyQdbc+RrfRrXXyvQlBxRVF57acaJh7o9TzZUeZreX7kycXVx+/bLv6UNCu7YetNJxrjq/WrLs2Oqwh+BSvfti41JhD5d7ss0SL2JlrrCVjJlTqHt66XO+MRaMGa1kL0Qbzf9TOov+8KGf7M0E21urnhNEebYpfFxSyQi/kov7ai+sv0k9U31zc3PLtSn3bb3r+ZfsYacVly20yt9ywzFvINKn2NhpWH3Rb2pa8Cm1hh9QVjzNtKptQV5ZnmZuVqRGRZzHPvAjZ+OCbTcmGK85FM2cqmiyFwo5GV/TOFgPWtW1WWWt/M8tfSqaVFrIVRZW7njS/e1Hzodkqs+EMt/Tc/T3FM2e+yqe5j7oqkPC/S5OKBXYTW1hjyGN1tHRFLpYmH5xpjaVaM8/HB0vf2HIFbZ8/jDlxpNpuW2KO5SLHAq2Vf1Tk9zu+LMsgpaFouEtL6ZSOlA+ySq/muF8tzqFTxjSEa/intLqnRb1caONffd4y+AFhsdkatxMGyzKbh+2qrnc5pX+uwMW37cSQFYW5pOu5y/roIFdneNnVeSyJ+ia+HPREETzzxHEzYcH2u67LstcZ5OYE5NU1GBddvXDr25PXq698+zijLiphYFOKoKEs2C0/yz8i3MSgb/9hZob3pS5WG9FhUwsF37mw/J8zXOdKWLRLjd/24hzC0/zF5kOuFjpEfq8Yc+CJ1f63Na6HbTJN8oWlOgv2Wnld+t0sqGY0Le2PWAX36acU1/FHvayc5RY6A53GmKi/rwjyObTMK1DawE2xa0mL/PGh6cWp6u8/5uTU1E4tuHL1m/PizBNaORuSgysOTuQW7vbJy5xMKsobeulbmU72lWIj/5ktsw2EbbRrrvWipQbVcqoJ6wNxGPr7aanwdDqquOdZ57xOs8lm+bkyZGdWlkXFgMVo/PQTrNi8ZgW1vl7IGuRvYzY7zVlvk43FyEeWyDQTJO9YkF1mwcqo4iU3g8pW9T3X9iisreXsmsLqltrc+k8vK7SKdy+zPCposNsEy//5b1IEl/d5SW9LLGZ+GTeG9uSJc0NMgda5uZzg5uCh3A+M5x9KiTuqiyx4OVm2IwryR5cXn3v2Nb/h+6SrH+7+8r35RoWgKP07q3T9NJ380rkuWXtLrCzHvjPTcrKnjRkkU9hpHX4i9fpYI2A6Z9JSFaUzOX51364YNj25Bcv/r8uy6h57m+Qe0B227MhFacHmReiJLNrMYWpaQpcBZ13N7OYbGIyi5Pnz1IqC06q+pYRkXInyHXzOJWNW27C8zYUGhx7mmu2xQIKfs+z829dHRdXdC0q53s//CT007VvAWpu6X+5YXo3qs3iZTeCJXMec5hODa+oLNF9/SJu1v5rrKc7xEo4vCEpsdjaZVKSlMywu2Erbmutq/CylMHenV8WKGIucHSPHLD75uOLK+63Lal5FNXyvGtbSVH/ySYVpe02hvmvm4hFppTmux6xqpF/MrvAn05ooqYrv08sE3IdtrLRzE3SC3ia5eH0+WKxT3ppvstXhquvihO9WqzH/nxBXTRDfyVKLqKQRH+7W0XpVfUWzdM4y9fl9/TXKmX0MVky+aXh3/jr9Jy0hetFfB+gErb6nTbLZQprqOUNXun2EpeelZwMHKbYNHj0wctA+3fEWG9lvBlQ37jX/WMbvf/G9k0lH3uc+u0YcNM7xlRmZsqaYDbP9YZq6vLwv41lqv8c0hkvd2BUTl6+6NPnYF91JU966u+pmLZgWOKlqCjeAODW83yxnya+bJjifue9EKDJ3zDoVZneodq3t74Lb9o8Ixg4rnwusClcUDf9h1zLy0nSbEb6MqGG/jCwYOnR9E9nsg9WQUYeTxwxuOG5Ni2wfHU+aNqrNMt7mTNKhsRsufhy3f9uE8VXLNkg/vwiPL44YJFvv8DDBcvhqhbU/MynhXT+5x8baxOSHi9L8j/jM7aut/+uQqBtzdsjTU1YPoiRfLlBP/X75/C8l4yqEC93TRA3fXCQvV34TCxeUCaa/VsQRA+1inVw+8LXnHohyNRNxYvZas5mnX0beqdvF/e1kdPRxtaExy/iPeeQrdV79tprR/QYH+aQk5ni3cxr8r+hY+q06yvLd+SiPkbfhLO1Aq6bnJz83j9NW89zd7a+hsnBDtzFNdMrApUuoAbHvgnlEh5BpFYlhOnePhi6t+hJ0Ys+kwKemcwJq0yqZzROfshqDyNMXvImJOLhwR7hjzquZan+MnsHykMwSjd8/O93C6cnR+M+P3944+LR+p+y3GYemNAnqf7yw55U/19BPfebiPaLFkPzsbeiWba/ZbZFvnj0d33w7+83Lxc57X52cwf+9tbzP9wu3brZvEa77UaQZ0jHWaMA3i9R7f1DObvmaWDzji9dL5MPczOr3I6ZmtRqH0d6tQXXatltf+fht7bLP1zr8P0XOTK4Pm3D8nsGi9vsTf5v2oOJjfMOS/EONt4Z8fPTcZ8LDe3qCupaYortH7rXcySi1qVXfEVXjcL3gZpy06fbMAVa3jH7MOjdyzaazaWPun6e7mV+4GhpW/ceUtWe2zbt9em2zcdXuA4wr+edWgKYuXXxnrHtJruV+lSpacG3A7aobNseI191yD+Qo2kUrx1GsV/Uf9XL1pmm7cvcGR697//vQtefSH6/5cqEi/8b+tC25fVw2bU35ttlKUpbXR0Ox3vuE3cZfb37YYOu0aJnWbJ+ls57oL+cvubHi9eb0xQ8+U5bMo6svKht2Pjs7ekPmKYPweU0lg9Jv3n+YEXx1dRZnF3P+JPN+C/UTahcU1DwtWnecvPu6esyer+Ide+ckvyr2MRl9wGSfZP/w8/v3mWe8Kxz/ymFXUkjiDtT16M6zo78UfKBO2rrn+5ztm9dVbquRnS170V/zcGWh25FF1+Yd1XtwrXTyQcNDUYb0gyHcJSWxQ+tOzPYyO675KajcblPOscOLGyoyH1uevD+LdeqNY14l/t0mr6J8yUWdPW8PlJmErYtaYd/aMOHhbMHwYy51m1tGHT632F/71+jHJyWw/K8rP3XX+9G9uPcOisbHoUac8Pyw/gHfbHc2m+YbfYv/so9yseqXxv2FF3hU7YTEEZLr16Rz9681Mze2+ePoDtctNeYLRzbfGEBZIdu2j3y+5JJnqva0A/YF0y8uNy/jTSbVIAtL+S4B4/Vmv173tDVi/sJ1z6feXLiAe/jxpEcs/xU3XEc5KBYYPfv9N0V4oP69N26xp5hftn6xbj2bv85rjO1Qln/YlqefJPS5q7U/Xvi10K3WvKpd5FeT72R9dNiyc+a5+QVzx4zs7/n9+BwySly1os3oc7PX7qnhphvDXXcPO7JyoN3tz1sXxd1IMjXcfXnfE625lVmRZzRvSQtmHe1n2RRRXtQ2pdHMd/6L6puP09P4BuOv/CLwUpzZZqh/5ULsQdnoC+ps34Ly+o95EveVHbfb0wJi3lpMuB/KGHnMYJSbxpHzLSU7tmfrWQ4oeZAxt443MSf5lnXbYPFqtc8jJses3JCZ7To+50346tHBke6H7bS+6DXuZgw6fuPdrteNq34sKh9H4/XbGEyUjnx9wqs1vmG87yXb9K8PQl54cDYVuAq+Xsi83S/W+XSC4eKUKxNmPisOeDLDrSPYb3he8ydZ9pLivi0T+n5xm6e+eeS0CqvBL4egySHrD9Q9XnK5ZIbD5CMRb2bdfB5SkhbgWdv/dYdwyOQoHdrC+y9e2l+ct3y59M6WN6MOfmWunB36bN4ku/BJmTorCpvEDoO1Ty/QF+2aVLbjidvJ0wvaNcaPpvfz9vt44EPSUPtc4y2Lkyut8wbWryP7XGpLHlfsVVVF+H5rZwwaZzkr93PKxDH+63LzZ75/N+y5Rn8BIzKt7uPym1EvXh1pmB24XKd6wsuy1HoaEgvL/5rf7RqzV4RybNlf7w5V3xK3AZb/WvdOE045iw/vD9LRNtvglzCwY/T1ncYLfjkqf3LB8Fq90ardlfvG0Iz7uwxL2pmeGHP+nhEhNfJH8Y2EjZdkl4e+2xHmmWveUjRx//ers4w9NN8ykjiL3l1fNsL9YTP6JZqZMv6r46DV6P2DI4JO3d3w6uX5r4eWbvXQjTJo7a/F991aydw45YHzyCyn9atyA36MG7f+WPCI9obmLSbxM5cq+j5xvD7OuWgvfbGxR5OrGjkj80RSzuPf+nyaMf17xEt63rSQd0M05wnd2dPu7Lm+5PyNoglpLujcuzNHnBEfWpQ05+7by2cldwdGkA5uffJskOmHjJTdPnX8K31KDRR7Z2ytPjbxfBoh/UfRpufrzax0nQucxUzL5YV9YxZUx9+fNrZBMpZ+7Paa1gx1nbVN5Qd/oetvHzTuoIXXtFtUmwjxH2c+PXi5K4fHHFxUcjX1up58DftYzDtNjYbp2MfinK4PkWnKL8LlEjJbKJRwsA/Dx3R9C08eJZVIhFOHCxNVn91i0dFk+ENCetVDYUeTYxK4XDI7Ohr7nBf/djjEz8fPP8wP+dkI/nX2cNk4aFe5n6Hrk23sO2SMCPuAeRI5Ef82VvkxM1nBl8eSo9iJ0QnYh+zDld8lq9rlSMQyiRCaFUeTaTQvIAS25bFcsowt4pJD0MDgseRoLpsj5yex8U+YVQRd35eDCCQJHCV3UAGeP1xG5ovYvK6P7aEI+0xZyMW+o5fLyA7kGH6CTI4zLiPLJJ3fVCdwhXzs237s+2jlx9ZsspirIHfVh32tLREmcXEOpQkSwBWROvkALJUQVN+Qd8kF+jwWePkpMZxXGs7rT9nKuHJyND9BrvyInqTqX1ACZzaPmxDFF2JfayPIbEyl43BVTSE7IMgQZQb2Z/rPsplIAEQ7N0t0p5kKRNKf8setho1vrsCElZjAxTYmKM1n9FgyB//KX4XEVX5xLSNLYqBbCZgU2D12gkCfALyQkAB3NNgjEAn0oPqHegRG4B+tROYnA8wBSAfIVukRCYpNlEeDtLD+MvzdQ3w9ZtOCgmcHeYUEu2O2h9mQ7WyOXDZbjMftVHGlzKk9+RNxga8UfAsKtkkFVwBKoYMFyTgJfKlckoDLPDBRLMbUgG26kak+9cd6L2PHgOFxOf8JT1lMHi4FjK5v+7FPqhOl2NYJvEkljgz7yl/GFeOqRKbHKMhStpjPmQn1UjxxjYLsxg2PdgMJjnQaZwe3LXm6o52ts9PMkcr2sf1DoANwCvLI4bKRoxK4bCEeI48GhkZhjYW5e5InQV70yNHk6QlsRSDY9UjlNpSRM7G9R6GBKAPfAEAOkrPliTKcnoT4SmBAiCYn8dlk72DUE28vgcujSsQxfB50z03lp1gbOG6C0v78JPJYlQnjfY1JkIhw/RKIRDW41FWXRq9L8x8urf/lpf3/8TWJLZ/0N4MyZpmSRLk0UU7GHJGE+Pvo47LtTkNluJNpKN3Xw52EeAQG+gcCSvfy4TLlhp/eea6QafsXuFOndI640/7UFq3bsChO4ibI8RFOjPErxkIuj4s7AEYSxJXj427X+A1YmGl0r0813sEYK8LGcZxRtmpk/jMt7p5oMIysPAmHj489gG8dFBEEY4d+7z7+hSz54p+i7ClDFQPd95chkTt8kcggZwjdkcjgOAinQPophI4QRobIYGCfREbQYOsgGH+wkB4QiODp4AAsVPqAcsPKn5gCj1Q5PY5AQij+/sE0X9Sz03d60HVurOtO0B3vp7h/PgjIQm4SV4jLvNcggcTpNPFO8IrnTxF/SNjp/3ES0yBw7kaN2KWDM+v3Tn98rT9l8fi8+AnuOWVVf9x4WfZg58TQ6ukR74zfrXKdt2Ov5azae1p78kwypxOs7OZXhuj9eiahcqY8veHgj40PNQtPb3wnf7aRf7ql0nOB4enN5630tl61eTlW4i3P2jOjpOhh0tfs+3nTmIG77c6LStRGXjwVMffC+ce6H2oLczw1L3OYpqNH80YeJc0fZzHEhTFW1B7kot+HS5IFJ8WRTmRUXxq3KmHs/G2nmrfuHhDjU+2zRHpByNx+c1Vz/7vrNa3aDJzmG8UVSPvvON130ASh9kgvha9jSUXZREu9Q3739nhP33TZP3ac5IN8xby3yTs5kqyLyaZLLxC1V1Z2fNsRIHxV+XX75/Pxye9t/icX9vwCrWLe0zn2KUdK7Bkth3GXi+kQz0dlMnCazmemaqNV5K4AgEjlcylItceQLJMnsKVgJZxE1SY61XMrMSEBngzQ1tjOzVbk4YljsTkF5iOyTrwgmDtxYpWm9ve48lgpIpNLkWgAbLOSWCLGtggh+BMLm5PJomwRZWiHrx/lscrnqmq+ZqcK7VWhA7ZvLJovUX1uOgEA25Y4EXNN6GMrQBvAF4B2JLIQ+l6oDWAEYA5ABrACGAsAPlYI/lbo7odtTxTiDyLV3Ap7OMqxvbE/H1G4HAvXABQgkRKs7n0BfHxnLMzQ4CkYTWbLyAq2AJ7SkkSY9XVOUKKwbVHYgysR2xeGjS/K8XYcrhkLAEuAgQCDAAYDkAGGAAwFGAZghU0bAUZgagcYNT3AP8wjsGt+7E4l24W6dE4UeRIJpvQ/4ziE2v4jjl2o3X/GCZAouAndUcaSZTBLUo4LqqkSMh1GS1oXCTWQSu6aUYug5/guTg55qmpH6liYD0nxfaE9skm96/Ggugehs+2dnDub/7kpNAXfytwLX7Xbkizj88QwucDmhCnSrjl+T1x8DgJTDNVeZ6z2GEmiGFABa8if8cMSJNBhmHfzOZP+jl8lTuc+5V4y6ZqU4ZP3P9FSe07aVEh0D1/an3npMXCD4ybgG1xdXV0Rj/BgxBeeE0FhMB90D8b9LAw76x0u3wCI4SE1ICQwKFiZ5xWGRyP3xAIIAaQAcgCYH++BufGebICVAJvApyd1W8N0PQDp/hRsDt5jD3YvXGkieFhQYFAAhkzqLA/Bl2XwXFP5D0mV/3NTICPQg9m5RxOMSiX48CFTlSFJid+5mRPHlki5CfhTXIlsH/6THwWuHhk/Gt+xPGSqyjC6lcGiTNxVKIwm9Shjpwhh5tmdDwytkxNVPVKuOBqfkCawxTJ21z5xbA4QxefhdU9TVq3ED6IEYEMnh6vcv9k5guNlNDQY9SUhBII2Mp0FYvq7ZfbfKKEnzd/t3Cb9Dd6fd4ZbqgZgDU1sOz9Bk0AA1jSJBIRI0FQjIGoETXUCoq7clkCA+bdynbXfiKAL45k6MgNBVJsGIvebAjiq/axHXV2XaIXoIaaItnonDjbGI+qaiAb2F8fB2tJW11IjAqYKDfCkqvphDO2ixYdubbz+LloNoNVU00D01DXVNRAjdU0NDcRUXUNTDTHX1NJALDtrVF6E6s6YGvJX1//N8sjiAGK3PukSrJBs6HKWNqGzHPyzGN8zr/Zn+XRVo6vqP/QcytSwMkxD0H8NAtZ/TQL0X1OLgJgTNKHq/gRNHQIygKBJIiAWBE1dAmJJ6M0ZseskB/wKMD0Xs15T4/+98v+7V+SBcoImot4tXYEFBC3ccPF8nDv2MijzgbmF11mAYoAdSKR3FuTB3N47FUMRsKP4yF/oNgrF87V+5hTwuxUTOuBCIkuClb6hjqke25mnro1gDiKEaKwRzkNkCYzPJTOwaJcfaXTZeVeFXfahLEO6lxGUZV3Jv8j76X8anfaljVmSkXbPbvXtlUZMcJ6ImF0SiRidOhHzPW3c9/Rw38MsUAO3QA3EXB2zQEsiZoGDcAscjFsgmaCpR0CGEDT01RArDQM1ZJSGkRoyVtNYA7FV1zTRQBxVrJouNyYU/OxHD8MljEX+ZMiIcjAiIpEH72kofQ3mXG4IMKyDD0Y6eoiejrY6QVfNSscN0daZok7UVbfSiUaMdCLVVWqNLIX5ZCnYQak61NOMy0sD07kGQQ1iRDVEW0NNDXSmarBTlvCnU8JqPceoHv6r01mm8e/GL0yE5J6j2H+v/17/vf57/ff67/Xf67/X/6+uIKZf0P+GHp+L/4fwf3sRVLPSxecGRs2KHx4xfHztBF2h/tMuhMhBBcpw2C5lOHONMpwxTRn2u6cMPUuVoe99ZThruTLU2a0MRycrQ9pVZWgarAyHK9uKtCap6I8rQ4t5KrqzCLaGibTGXsUSOQkpkKefwElIhfku+323roxW4kvlyjC/HOoywqLK9Yxvqqo/y1X4sP7f1wZwVZU2Qdh6WF67Km0Na/h9ADN+yqK4CsBWleoH+DWwPtutSpMR9hKYi5d0lo+HOKzJStao0nYIe2kkpDvxgf+SewDlqrQmzN+jId2qSuvAnB7W2Ac3Kds2vohEGk2Cvkcr01aw1rPKBliKdL8ivb4g2Noj0stLmfb8HcHWej3Tmr3SGvMQXB1/WivOg5XDPIT5Sbne84E2LS9r2meHE7vKsQNXmB97lxO6yrGTaJltvcs76+/9+01ClAj7TZUwDwlEIcSY6n7MA3EeYtmKywbHscT2fhip4pgt8FXxDz/zmV9UcaBlgm7ntijjgUhnPnamnCxebNfpUwQ/gjGRMDQrHRmTnZ6O2C/Y5zYJ0ZlIXLD6ZIPcJC8dW0WRIDDJwqLapE0QLcCiRFIFRDPTsbgaKRNLZJ1NR4w3Ow1Y2DE3flMyz4MWFSZUsEMpIrtYtmhiCpoaTGcmy3wFTn6+Pk4+FH/UM8KJEk6JjQqnMkPtOPZCgYKZ7BfCmyBLkafSSQ6JYe6eFF6EJ5XOcEp090mRidAEuo+tPDXIOYjKiGKnRIiiPKXxLJEU7RVSqX5xPJJ9iodfHNWZkcBJTvKniihohDdFFJoY7RmaIkDFHsGoguGO8hjuHin+VNTeLzgkFRr3cORHYK0KKDwSFmF6JsezRax4RiAgKxgpOJGC7h5h5xfMsPOkiyg8lhdUDahRAoqMLZKK2CK6T0qSe5AzKQgN5vnQgqiJ7gIHmQsvwUMBHZOgEVR/Zqg8yj5QqGAoglDflJAUP/cQHiOOaUd3p9v6BaGqNKl3Bpb24DE8mKGKiDCOQoAG8715SjYpfA7woRRAPJPij3EWQfL0xljjR3moWItTdpvRs9uBPIaY7uPI8PWPSEG9FV4ePCpH2V/oAqB7OHR1GHVhUAQKXgJPIXMS0lExyglCvZM9MKkk0zGKVCbPLy7EjpEaEkF1jKCSBLZKZDGGHOaNdhNwhCcrvku+FA6DEsRRdswWOsbzVXJBwirFuYhw/MlFoicqDVCyzMZYpvE7u6zscSKrUxlxpG5dTu3WZZ9gCmZ9rFQ2kKIy6IbCM0LhyVPQvAVKlpOULJOAZ3dGhDszgiqwVTLo2EPyAuhAN8mjUj+BN8eBlhjo5S2NFoUxSayUiDAnMYvDUkmG9zdhIpPiTBEBa8IIqtwXDXNHw+LQcHeUFCLyRGWeaJKy474ySgSDwlOKLCyCqohw98CFLYhX0HgKT6aCpoBeBPJ8KUom+SQmZp8ibxWXEqXCUkFhyYxUzk+FCURYBV6owosOFXhDBTx/+BfII/kE+aLsODRE4Ina+3q4M1LRUB8FjR2GsSVXssVgYGxxlWyF42yhSrZkChoJ+KIr+QrFqmXE8nxjeT5BcdBLpYI8MAXZMboUpGRdhFk2S5SMklSsQwV+OF/JvAAKVBCMiSk6DuW6A3NhKNiGlM6gyMLoVFRBC5JRwoQYti90AWsv2B1DD8elGiK0x7hXqISKc89Xch+Kc09Xci/BZRKhIHnx/nXjnmwRGh/K87GVKf0ImGEEkyJsf1rwT6G5qMYW3MgxL+pu5KDrn+UkzI5TfyKI3dGgoFQ0HDpGV3gArxjjPapjOPTAJgWBwAHdF+1hAYKfFhAUjNVAifBEk7HKg5XYoDsoCgR3Bkf1hi6GgQ34AwIYKiZghcLDNoIKkvOG/nDBUOPQ4Fiet3c0VuSJKot8sSISKlGVheJlHsoyH6ysm//Gdw2mcWgEhu2HYzMj3EkegO6Nt5Liriyj8XwkCg8BaCdCxmQmM+L+I1+kv2bsP/CFytyVRTgTYMrKMu8eZb2ZSP17Jkh/K51/YKJTEiTgggdO352Jv5KE399piPSfVPRvmCApRfGvmPhLSZD+wU7+UR2kLn38G3X8ha2S/tlY/zMTpG6W+a8k4R/ckwnSv/KY/8AEqbtR/DsmUhjdJUH6t277d0yQelnmv2TCr0sSJG9ed8tkwDDVxQQU0X4ywejOBFZEx4tImCgYeEthgTgTWBnYRIqSiW5FvZlQjhOk/9kA9mdJkP7SR/+lJDDDJP2PR9FeTJD+bqD4d0zY+5G6hsz/h+ogdelDpQ45PGcoXeqQwZO0Sx2dRd2YkMtIvASqg38UTLnCUaaAR5FR3ANRd0cqNQWFeulMHlWE8oU8eqwnyqcFof507FMVX4VHaCzqEIhNx2A8wOaAqEAcREkMTqb3mOHbMn7O8Kkcipfy0RksRX2ceHRJGCrCtBDkjnIoPLqj8kkaTaewGRQaVeGhgBQ8eGC+9ZOOTumi6yIjddJF43Q0R5xOOdv1ABBJZT9nuz+rYrDwqpLwpzPUFdidBWH3qtz5PeiSO+m6yEhddOK/p/Oj/Imui4wk/Q90gX9Pl9BJRvoLutg/i6qTTv6n5kg/6f7cvy66pL/TTEJIkSPBHvtGggjrUoSojhA1YN2KEPUQoj5CNECIxgjRBCH2QYimCLE/QhyAEC0RIqU/3dgznYBoIDqBHu4UD1/fCASSJohmACzWGFi8L6Lv6RFIofva4BhYljqiHcT0c3BwsMVSxogGjR+QgkycRiATBhGrxAixyg7AHsABQPJzaY/oDCCYQ5YI5xE47f57KZ1NmE0cbkKw0+v+8Ttg/sxKUGVpdWbZdWXpdWbZd2UNgix9LGu2LZDyxTwkvk9/Y+Kx5VH2mX4Icd4+wMloRQwJxjqG0ErGJjLUTFIzWVjkZmisScxGSNmIITqKoOyeTlef+/cUyBCVrAwjrAmjSeUFyBh1OzXse0QiYYyGnXbnF//YqwNloXo0R4oYslcZEVZq8TwYHPvQ5OgwWiInlQE3hcmSR4RJkzg8RnKKe2KqjwMjjuvERuOkUl5EvDdbSo+XsT3cPR3kqQxb2QRSvBPDV2Irn8Bh+rD5Yk+WiAULfp7Ih8oSUEXCBG8ZB3NDoVQEC09+lMAdX4o7CaiCCE82MzouimRvBytyZ+ZEWy5tojgiTJgY7kBJ4ogDYxh+Mb7BEY4wUPMgtFWGIU6MYDxM9cNDphMJHidYJBXmOxAyHPxwRIZCSUC3VRLQFUoCDwcGjgcrHpzOI5WkiiiUBbwUGLPkUKkiyCsxTpEkm0C1ladYO/pNEDj7OsXJKOwoL3xgYbPF3nwsJLFFsSI8w9NJFXorsBCWTyJlSBHgoadUogxZicrQG88nRYgpOEGEyImnDGNlyjCQrwyVFXA8Y3n8v+CKJOT5p3glBvfOjxVCA55SWCsHytieFJQlCsQYEnE8AyEvVoLpii2i8CNIHhRsfMTeumAvfjwCOOLYGJY9TRolnKiIcvC2DU/18gHZYbJlxDEwEaXArEpBd2fgcvQjuXtgmbagBMgMScFk6RfMsWfQ6FynAKp1qsw3yMF3As8hMViSJAoLEXlLoGEUJIJ1UBQhImErepaMg3HkiXMpiRIlQ54U5zLKE1alvh60CBEtkUVDxSjFkylUcmbvZBfFoVBJTClmQoKIML+YCNF4NJXi4RPtFRsTZc8SgYnbKkLkYN0COseTpuyZTIBZAfSCxwimOzCoJBRmqwLgnp6CP73iQlJ/dhPSHnS2I8PH2tnPXZCSGMV0kMd5C2LZoDoRW4CrjBSPRaJEuLwTIa7geEqhN7i1SLDHkZQmDnQMdwgURoVThBwRzTY63FsYbj9RxBL7CaMZJA+/OBrfyx/TYzBXkRhMT5KD8yVyqaJAXoR/ICsFOmjLCrNTsMK9Y6O9QlNYoROTwOVSWeHBFHe6E4nJZNmyRLS4aIY3tvRV8k3FXm3QvRS01Ah3CqdXr3t2mtTZa784gZKayqKHibwV2Eu+MFxpWOgUDz0SQE9RjqcTZknYGwO8p6QIdwXTzp8C63h/VA7rfwG0Dg9amFFw7KlCsH9aClPOwPwYmmbEcaAVD0ecnTg6tlwnwRyVgfGDOzrWiV5S7i3kFI6qaZWQSbwAijsnhQarZ0eqLSzmmXRPtifKC+B5p0b4hIFNhaNsgcJT4eIBxhoGUzOeLzOC6oTyWPEwkbJGSWI/nhR80wkXlYMfLioUe0GCresw1rClFfZS0AmXVCqjm6QCeWwwZVxUEbiokmXAowiz9SgQW3dRYZKyZ+CSonp6J8L6CWQlhse0E8mF4oXxAFT/lge0Bw8krL2/5iHwL3hIjqBGeKER2ByTp1zHkwJTHan+UWg41QlTfyJGC4MQpnY+G3/5FsiPwv03NgUzBY4nNnYAjgem3TjUjoQNooxgWIUGYYNphB0+UlBRRzAwnp/yzYwt9rrEi+frKKMwYC6BMij+TDo9AjMXJxeSUgTQAQ4l2htm1C6UGBrMaWEeA3PYFAoFm1xSvAIAV0aJ9+X5wgyK270yElYb9iLMPwYNTIV5cDjKSolwZwag4b36Cw8KVXfZfEeqM/bqxZEq8CWhwaijO4rrBRSU0r2m8KAIqsufasJcSFVTKNWRSlJVZe3bo6ZAMDNUWRMzHA2hRlD5AWhILF5TMFNVEzx/AlNJKh10Y6pnTYp/4InEwxYZcSjTvaum+GA0FGpKxGuisrGamOhUnXlqIUI/mKSjFBQuHwVKZfBQLBGEoo4UCENpzi4obQIvGKX6jmfx0DhqCIr6Bgd6o+7+DCi3J2GE/rD4Q90VGOF4FGWgTHqIGPWgxQmZFCrdA0WDxb5xqIcL1Z1JCXJ3QdEwBeDRFGiAgsIlUagK4N6HjnoGcFJQmKNKXVAOPZCJenkEUv/Pyp0zM/19HUudgbb4ZAPd5mzmCWSWVoL45SC+JdgFZekgAaDRwEByTfR1LDdLBzbZgSHu6BLo6JIN9Ix7lqM/mF8O5AMDOtIU2FGp8A9JruLg4BAuKzQ04IwTAQCfOh2g"""
        ))
Пример #2
0
    def icon(self, x, y, name, invert=0):
        # see graphics.py (auto generated file) for names
        w,h, bw, wbits, data = getattr(Graphics, name)

        if wbits:
            data = uzlib.decompress(data, wbits)

        if invert:
            data = bytearray(i^0xff for i in data)

        gly = framebuf.FrameBuffer(bytearray(data), w, h, framebuf.MONO_HLSB)
        self.dis.blit(gly, x, y, invert)

        return (w, h)
Пример #3
0
def decompress(data):
    assert data[0] == 0x1F and data[1] == 0x8B
    assert data[2] == 8
    flg = data[3]
    assert flg & 0xE0 == 0
    i = 10
    if flg & FEXTRA:
        i += data[11] << 8 + data[10] + 2
    if flg & FNAME:
        while data[i]:
            i += 1
        i += 1
    if flg & FCOMMENT:
        while data[i]:
            i += 1
        i += 1
    if flg & FHCRC:
        i += 2
    return zlib.decompress(memoryview(data)[i:], -15)
Пример #4
0
def decompress(data):
    assert data[0] == 0x1f and data[1] == 0x8b
    assert data[2] == 8
    flg = data[3]
    assert flg & 0xe0 == 0
    i = 10
    if flg & FEXTRA:
        i += data[11] << 8 + data[10] + 2
    if flg & FNAME:
        while data[i]:
            i += 1
        i += 1
    if flg & FCOMMENT:
        while data[i]:
            i += 1
        i += 1
    if flg & FHCRC:
        i += 2
    return zlib.decompress(memoryview(data)[i:], -15)