Local Bodies in India
Village Name Kadoa
Village Code 317524
District Name Birbhum
Subdistrict Name Labpur
State Name West Bengal
LGD Code 108799

Profile Details

Address Line 1 PURBA NAWAPARA MAHESHPUR
Address Line 2 DO
Address Line 3 DO
Pincode 731303
Email ID indusgrampanchayat@gmail.com

Sarpanch

Sarpanch Name ALPANA KONAI
Mobile No. 7001733461
Email ID Indusgrampanchatat@gmail.com

Secretary

iVBORw0KGgoAAAANSUhEUgAAALoAAADACAYAAACzt3lWAABQOElEQVR42u2da4y961mX55MRBWkUZUuDCnFDVIi6JUo0bWpQYzXbeiRuEg8IaI3HWtDItsFGSqopJLQRBApNSwErlEO1CASrpFLBCtRim7qz09SKDcao3/hEMs71dl3La+7/866Ztv9dZmbPJE/WYdbxXddzv7/78NzP2fkt//uJd/7H89/3Bb/7/Fd9yq+8cjznOZ94/is+6Zdv4xN+xS87Xnfwf8Yjn/Kcaw8f/5mf9qnnn/UZn37+2Gd/xnbJ4L7V6PM/9df/mu0+Lufr7o1P/sRPuPRZr/tcj8Nv+m3PPX/hH/uC85d91d87/48/9Z/O3//BD57/4i/+4vld/ju7zR+eH+cfv+przp/7Gz8MCpcFm/sYXBfuvVF4Jux74AiZsE6YV2BfBfHqPSbkDCeqn/u6r+ux4Vg99vm/9fw73/Qd50+9//3n//v//t970G/q339573uP1lygC7nXa8Xn6P1Ccx14apEnyHuWfGXVJ8AfKfhXTdY92DUMWPZv+MbXnH/g537uTlv1Wwv6L/zCL2w/0LTilSkrGCbkypk92E/JhgKvdJnyZTWUKk6SlcXue3XidWjZT8E+h9+5BgHL/vJXvOz8fU8/fWdhP7utkHPKxZpPS77S5AV7dVsJMK1q71uNlcyZlrtw+5jnPueTLsG6N3mmZeZ5Pnc1Oa76/CufpLB/xd//2+c//e5334N+EzT5//j5/3n+7d/x+ishX4F+lUZfgbECZe95hQ8gr5osq9c5ZY0FXdgfHYP7T52J9hxwYcdJ/Wsv+csb7HfNsp/dJitOhIAfgh9kD+qPFvQ9+IW9cJyaHHswX/exe5PGIdSf+2m/9vz5n/nc89/76b9uu3Q89ps+bfv/yuqfkm91ULHsRLNwUO8K8Ge3BfIf/Xdv2xynacUbMvxIIy17Vn1q3T2rPR3SvejIfP51oK/EqdUGbMYLP+vTz//s7/is8z/12z5jG17/ot/zOed/7Hf+lm0iVCLNzzRhn5r9L3zpE+ff/Np/dv5j7/j32/G/B/3jIFeEfFrxxr4Lug7qyqL3lH0dzX2V41nncgWVo1ZZWTMtdrV4AQdaLLXWG6C/+LHPOv/y5//28y+9gJLx1573Odt48oWff/7Vf+oPnP/dF/3+8z/yOb/5aN1Pwb4yFBxDzpwAjz+EZLwH/Rn8e8/7/usDlrxWvBGEadFXEZgJso8X1FrnRjsaK5+Q18lcjZWefjSPn/fzmsDtqDzBkgM5QL/8Rc87f+kXfN7xOuNVT/zh89f8xT9x/s1/9Ynt8ouf93nba/QzTimzdyyVMshFrPvP/6//fQ/6M/HHgUUvYln2QF85Vnux5+tkOWeIT1BXSSEhr0RYgVtotc5czv8JOP93KFMcSBQsOEA7Xv/Fj29Qf+OX/Znz7/ybT1wa3Mdk4LWmlOnZ8JSDiuPP70Bi6bZq9hsNOpKFg9xY+copXIULV6n9q9LqKykzHcGrEkGFV1jrLOpAzscIf58j3EgVZAiQI09e8cQf2QDGajMA+vv/1hPn3/0VX/LAEHasPq81ZdMpy6584TfAot9m+XJjQccBIr1fa37KuZwTYO+x14k5r6Idgj6t84S1Y8IKqDqNQv+Cz/6Mbfh4rgN1H+9AhqC/3/DSL7sE81uffPE23vayFx+vv/Ur/sIl2LH6wM7rPnqI30/g96w50gWn9B70Z+CPLN0XPvGiS5BfFUW5KtW/lxg6FbMW7gl5LXXBFlxgRWLgMCIdGGjol7zw+Ru0fRyD60RLiJoANJd/6Q88tl3yeJ6PJceCbwA/+TfO//XLX3ocQO44wh7ghZ2Jwuvx3U5lUrXm+EdkTd/1sz+7lVzc1gjMjQX9B976lkvx8o8V9FPW/BToOoMdAD2tM/cXcMEGLB3Ef/Ln//gGOkDzOC69LuAOIBd4IigAvlnyC8ABuJC//R/9reMQ+lOw87l4T2Gf8q4WHWOjM/rWH/7B8w9+6EP3oD/MkGLrWK5K/FxnAlxXtjDqRE5n8As/81OP4T1uV3treQ3xATYDS8wAcuPcjMcP1yfcXHqd5wGoFvxHXvmV23jnq548/8lXfvk2uO5tgb9k3QP6d734T5x/65/7Q9tn5DOvJnzDi1h0HFFhxyG9B/0h6nMO7lWypc7TKWt+nQSNse4CLuTAXcgZgm9ce9PQF/ADM5ADaC05VlkLLeS14NzvYLLwGjwXQAX8Ha9+xXG885u+9vy/fMNXb5fcfvfXv+xK2I3EYNX5bDi2fNcZoapFN3n09a9+1eYz/dC/+ZFbKV9uJOhYDU6ZV4UTJ+Sroq3rAr5yNn/vr/3kD48hXV743F+9DQA3ScNAsgg7YDu05MoVIH88ll1H00kC4K/9G39xs+ICDtCOt//TV26X733t121D+PdgF3QiM9Oq896PHsKNHGtDqTPqguHBor/u9d96/uM/+RO3Dvazm2jNOZjWmZ+CfG+1kFZ8L4EzEzXCLMBY7lPjS37Lb9icTPU3g+uA3jS8jqbDswD/83ECzhnARI+A//DXvXwD+qde95rz//zGbzp/6g3fsA0B9zqWfYIu7EerfgC9sL/6T75gO3sYdpwrnqaEwaK/6c1v2sZ7n3rqHvSP5Y/KOazHdUCfhUk+dsqQmbxZgQ28jpf8rs9+YPyj3//Y+T/5o797GwDyjU/8wS0+DeRGVbDuwK6Tur3+SPYIdrOYBRyZogUH8Pd917c9MIBe0Av+JmX2QL+w6hN0rDoTtNlTM76u2mJwe8JOsOA2rUq6UaDjhFJXgSZEG84E0SnAJ+Sr1Hlj2oUbkLHQhblAAwS6Fjg2x/Dg2DUhY2YScIDeCYKUaRSmKXpGJQqSROtdsJ/+njdso/cJ+YR9ypdp0dXpfBczqnwuC8Fa3tAlisKOpBR2qklvS6b0RoFOyp8Fu0DOAd4DnGF0oLUthgUbKTGjCHBCd9TSA/AV2FpBQOkwtIelnJlI4GmKnsEkIDxoaNDoSfU3gAv1HB9687dfgn0PdKx6YZ8WXcgLOp+PswzHinxAV0kpY5QwOqcYJEp5CTfeBthvFOjoPiyGYcU959MDz+CH4NLVOlilZiLRwVb2mbzheuXICvAHIH/yxZeSMlpMgQVeNLW3e/+UIwBdy+2lQDN+/i3/fBsT+BXkK/mydEoPkRe+G2eTY43MxXfnTERI8wUHwAFd2LXslTAkkciWkkS6B/0j/Pu3b/+xZZJoQj7XYAo61tx4NhZbyI2KOKZMWVlxL4GjgBd0gcKCzshIoyN7ervw1moX8sK+J10A/BhuPHymPdBr1fm+fG9gB3SODcdsy/QGdI+xQwmDTsc43YYIzI0CndPhnjWvJZ+LjwUda44lR5rwg1UbM6q/BVxrPi35tOiFHnAm6Ma0vRRuQOSS2yvIpzQR8lMWnXFdZ/Q6oDOQLxwjDAPGgjNlYW8kxsUZJPUA/TY4pTcGdE5/nA5X1rw14dWPXlrvba12FyNYqz0hP0ZODoMfe0qWlTYXdGF3ALuWHeAE0bCgsW7vrxX3OmC/7we/Z2nN//t3fcslS97w4rToE/QZSxd2QfcYWN+OfCnoVmZ2cQnGBa3+jv/w47eiVcaNAZ3THwduQt4FFVrzWhprq2vN1eRoTkEHbAF3aM1WzuccBX3C7qWwA5uwV8p0AlSPO3rfdEA7Qa7jhO6BXtgNMQq7oNcp7SjoWnUWqlOAd9Ply40BnYiLy+VWS7umNffAG07kdIs1F3KBV7rUkl8X9EIxIa81V8YoYTqEvZe16FprLbbXO4R63r4K9ilbKsGIEFW+FHR8nILuqqquwtLwYJxYN3DT5cuNAZ0lcyaJ5vpPx7QuFmRVtgg31tzrWPUJeSWLoO/BXidUeLTeHYLtZXX0zGjWqlenF/hKlild+pqdWKccUQFflQMYebGUQZ3eUaNzPMNePJY6mJvev/HGgE5M1iTRlCs9sNWKrpY3pFjZIuAFfYYS56hGn1JlL9pSKz51c6FutERwdTgbTlzJGaGvZb/KET0lXQTd7yvoHBtB53g+umiG6vB3cQE1Jbw3Wb7cGNAJLa5An6fLuSa0oOuIFvY90KcjurLmK0u+B/jKgk/HcYYHV1GWlUavVq+EEfir4udz5dEEne9e0Dl2E/SGdgV9Ls64ySuQbgzo6LzZmEiw5wLm2eJZ0F04LOhTuqxgnxp9D/bq8gn6BHtq7Bk/10LPxBCX83/TSa2kKehTo1/liM4MqaCr0yfoHHO1ujJS6eLijJtcq35jLfpey4q54JmDb8rfBRF1RAV9T75Um3dMjb4XO19Z8sa9BXNenxnQCbzDcOMqpn4K9Na6dPHF1Ocr0Lu2tAZmtvqwhBfpwiBTeg/6FX/ves97LjX0n+0tusoIbe79tohoY59p1cmEFvY9nb6y6hPy6XgW8j2oZxZ0OqCVLCvgq9lXEZlrpf8XK40adbHUWNBbp96VR+0YbPs6ZAuXGKt70K/4IxYL6Kv+iXMpXfu3PJI+hNa3rOTLjL54uRdirDO6CiE+/S2vvAS64K2cyVXMfFrzlXUX+FWs/RTou2tID9/pKtAZHMMV6Fr153/uo8fe6hTiAfs7f+an70G/6o+ST0Cf3aJW27HMlspd27kCvQVdU6vvxdFXcfO9KIugr5zIAroCeUqUSpVTkRhhX4UZKSbj869AX8mWhhcFnWNGLL2gd/saqxgBHX1uf/V70K9Rudj+iqv1orP+3IW9Nt88Lm5I4mjCfqrWfIYXT4GuRf9vr//6kxZ9z4JPaXJVmHE1rnJIH9DqJ/T5tOgcK45pDUpzGYD+1//Kl24xdGQLlze5Zd2NAZ3MmiUAV4G+WjI3dfp1QF85oysHdMqWlTZfgT4hPqXJ98Yp+Fegz9qXraryIGe06oW8oAu7i0c4nlOfK1/sycgiDKw6CzHu4+jXrHWxqGvGzFegd5VRQbdHykq+VLqsQouroq2Z1m9S6JQlvwrg1fg/P/R9J0Hfg32vJKByBti7UGQWdQE5k1/Y8Wco7pprSYXeRBELpnFCGfeZ0Wv+YRVWexIJtvp9gm4rZzTlHug6pDOOfskBPaz+aZRlQr5KDk3Ye3sFsde5nNf3/ndV5rTlAbPK0ZYYLgQRdr63Cy+6GkrQbXLU1Vy17khNirqoYCRqdg/6R+CQ7u1mUYs+G2Oq01egt2TXAq/q864DbQ8VIF8tptirRqxDqpVdSZgV2HvA9/4V4HPBtKO3T8He9a4FnY4Egj43O7ANBoPgAR0bqFNCn9+Dfs2/pz/wgUux9EZgZqLoKtBbxThr07c1nLHm/OCs57TlG+PNr/jKY8sJ13ayYojBde5nOBn2LPxecmhl4fduO3la9NUFHVw6BLz3OTH5vEBuWzsm9gp0Bv1oCCFq0VsGYN0RvxWrjEj9Iz3vQf8IHNJV46JVRnSCXunyhc//nGP14mo3iEZb7KTV1nFf+2V/+lKvQ1bqc93LXuf/Wv+5uGJVDrDS2HsRmgl24WbCMQGZkA4npsP7nbx+F7sP8PndMKDWnAHoaPS9DYTdo5TSjfuldB/h317PxVWv8+mgatFp21DQvfyrf/T/t5uoFmX1e1vC2fuQ+x32QbQnC2NraXHorGXLis1KpjfLXG3EIBy5GqtJoQTaLPLFZFJ2CK2T8yu/8A9dGtzXydv/tYMY/5+gCzv/f2wBurDzG2GUbnrV4o0Enb9Zl7437OdtiPGRATpD0LvSyO5agMpj7YBrG2dO1w7vc9hCjuuN2dsrURmw9Uy8ANFqx5lRdejkep1LoG+0RF3N62GBfQ/es/0a29ORwff3egffq49jsvZs5mBSFPSeZadFv+8C8FGGGYnPXrcd3WxaVNCFnIFFB3YslQsL5m4Tbq+y2mJlPq4NkqyF775CNght0qm1MnPBxrxu/L5auguYbXRqy+pLn/MwYV+QZYddftjvqnGwLV6lSzOjLcfQIcWi04fxNvzdyCajdgO4Tju6Jo32LDqQM5Aerod89BobaM19ivZ2wGjPdN7T9tGAaWcsY/RtR7E3bDwE5EgLO4BZK17I53dxgnYZ3DF1f5io3YbG5zApOEbKHkE3+1zQu9P0bdkF40aCTrnnqZZ01wW9Vp1Tu1uoPHpiB7m9neLmRNjb4Na20koaIzxGd/a6CHShNcOFEepnV0u1J7t9JU/tgvfAznZa+nGG8tghWQSdyWClaKNgZkXR5/ct6T6GP9onkHWbZQB7/dALuvoUuHvJD7yCfLVzXHe2aB/07f5DK+k5AbivxWXCDqDtHTNXLq0G1t/UvPUnnin6WTr55mfp57BjWTcbcAC3W9I8fthdA9Cx7m0n3S0ZbV5032T0Ieh0Sj9PtaZbgc4PVtCFnKEV29PYhWJuUmuvRpuT0iX32Ds94Hu9HXrt72jZwd7i667n3BI5F4/lOVpyPoPvvXp/uwP7vl0oXkd86nD+D/AeMyw64VVAN0HU9bs4oGSwb9ueozd2axcybmZJr+qFzrgKdC16d4vT0q0WVTu4Dah2xrVH+hK2gN4+6+7yvIJ9tWCZGD9nAdrm+d7AW9DnaO92J6ulyU2UtVV1Q5D6MYLOseOYtvaIaBiQY8lv236jN3azrq44Wm3dMqMuWB+s9oy2GGbbQocHwFcLNKyFEWzuA1BbS0/IBPq6sLt5ALBbejDb3VlopTXfm2Dzc6zeU19B6+4qq7auxskF6hlv5z6O29y4i7qW+13pngGrTjXj3oZd1wFda/74YVsVW0hvevWxByWK8qRbt/D/btHirhYryPfuq4zBSmOt1eunrHktuZCv5Es/K5+xyaF+Zs8uxv0BHsgBm2HEhescs8bMcT7vt0h/hv7YGMroyynQrWAEZMOJ06K7V5BSpX3SNydvgNO9Pcl8MoxGqJkn8Hv6ecKOtQZ0d3yeLeK05oW8o+/R18Vin8qEHkOTF8/nutZdCaN1n6BjzSnHva3bo9940InRYkn2oi+nQBd2QG/2cEIOKEdnMpEKtyXvhreeEbqxgK9xXUkh6ABtabCD24I+rfmEfMoi5Rif0fi60RQmec9cm/N98XzuA/aWDAi60oVjjwPKlju3+e9Gg44FIcU8rfoqzHgV6AX+KFEufvAJ+So+vUGDM3tYiODjDSHuwV4oJ+hYdOC27n1bAXRY/XMV6IXc9/Cz4tcQ/uOz8jktZ5jrapU7nDkm7DqjLp+j/ug2W/MbD7qhRrR6IzCziZGgY7mEvPIFKybkx420ArkQNBbd7RldZMCEa7yeSTE3+tpzGhmVLgBNWLFpf24zAarPJ+wP6PSLz81nMoPJZwR2cwZM8K/58pccqxGdpDrme5rd8CKvRWDgtv+d3YYPycJpJMxcfVTQ+bEn6K1ebCxcyBtTP1rvQ52I8HRYCgDkr/nqr9oWB6t5rwK+WhpnE5mCFbeyEdi5vQJ97zVNAPUM1Lof7uOzUqrL50WzO6Hb3awbiQk6j0W2kOa/rZGWWwc6p02qGvdgF0J+VADHenHpfkUPgH443a8kChaQ5xb+mUXl9TmdAxBQmMxRmjgKZ3fAE3Rky7Gz17e88hLohha7u90xzHkoIhNKJFu/T7O7AGttOo8FbC26kZq5Y55OKWcyQop34e/sNn1YOu52BdIEHUiNMAh69/+slp6p/E1LXwCEheT5TJqZ5gcgoMI6Co+LMADD17fGBWDn3qWGFwEdbW5XXSy70gVpI+wuFuG5vDbfhfdSVwMllr3lCYKMVKO818/K43tWM3vqexhbN76ODPrut7x5MzQ3fQXRnQKdjFxLA1ys6wojIWXM7OYEXX3bbc+1cDyH+DNS6FL05AIOIBMcIDLDCCiGBLkEfv5Xywy8DBJCBR2LDuhYdLS7CaMtk3oAj9epnnaY7AF2a2CEHFhdFsjnYXLwOdr7ptac93H/U56LX8JZlO/LiiaaK90njD6Oer39XxycZk1hA7qNeOwlOFPpR73rRrsHHS1M1oa4ksh4uqt7XFLXpXWW1HaDXWPiQm5okQgLoCtdAB0pwwTAqrthgSuA3ELdZqDdcdpJxWOcAIDq5+quc57duomZr2dJsbBzhuS7d/Pfn3nzG2+lZb8VoGNF6BDAQf6+7//eTR8ThTHO69begl7IBWam1DuMm9dhtBgLOLR2ShRLZ9tNgEvh7vI0ZUj3NLWHDGC3TwyRl2MN+qEFha/n5Jmv1/YdfX8/Q2UQl5Y4cGx8jhNmgs4Zku/bHbKZPOwteg/6MwD5v3zj6466lIHFRlZ0se5jh4UDWvO5EJpLLbsA+6Mrawp5Ye+YgD3Qcz1g+v9pzS3VBXT7q+OMAjrypTUvTjCX0SlrfM1KotXtDqXcaqt2IS/sHE8uje3z/flOdBm4L+p6yH/owi2ZEZg86FhhIiVuFVjQ/THbLXe1YVdlzVYrEsj3gOmwItGOAC5eBs5C6ftuiaJDA1AbJLFOVNC5z54rPFbJsEmmC8vK7X/xl7/kKG+u8xk7Oet0Fuzt82ebd96HY8nj61Rznc9yX6b7EP84mPzIWltPucoG+3gDOrHvPdBtvdbd6HrfKpxXa766H2gABkDcBl3QGcDSvYF8X2XLHuguoxM4rD/XbWXBexRQoPd71NIX7nnG8bnbxgCHNakdgm5B2Dxb8P/bJl9uNOhve9uPbvKikRKAB3ABwrnalrEdQLethaDbSFPo2rSou7JpuSbUq9AgsAjJ1sbupX/nw+PQ5oJLncpuWDt7PCpd7ArQbVkuba715GGt6aGfi6/P4H39DHwmwOfz+b03CXRxe3Yks/2eLTS2iXr4n/1eOJaA7ud30vA6tKG7B/0hJYkIiwH6rAfnukvU+P8EvT1c2jHXisGjNRs7QLRdhY4az1fD2rLOlm4CznW7eTEs0GrH2rnJQEG3/fRs5O8C6WPbjENXLi4Fs5PBvpF+Rj9nh4/h89p6r5Nrgk7YkutOXI4Lj7kH/SH9ffBDHzrGj1eZRuQM1kXQ1eh7oGvRCgbj0o5th6EetimRgLRBZy2jEAL5cQX/ocZ8tUdSnVEsuc2KKl9cKF3QnRQ4g8I+N/1l4vHahX02Tu1oa2nlVzU6kRcnOJ+F73IP+kPOggJ69WY1s5od0O1l0srFVY/F2TG3DYaAoKfxS2CnV+E87SMl7L24B/pqI7CGFwUdqy7o3Z6l7au7laMdvLqbRZfm8Rnb3332eO+l76sjXIuu7+FOGjzmHvSH9EfMnAPenZ7rVG3Zywvg0eg28GmzIiMGe9rYHx44+ZHbO7H/8xTvJGjD0dlZt87k3MtzBTsQA7f9Fk+BrvXF6s8NegXeycn7+znb9astr22D185gvobSxTYhlhNvE/vweYiG3YP+EPQ5WpQDbKTCyIISxPQ6EsYacpfRadUfAP3JBztmtQf6dvsgQbYffqddtPKBz1iQPhrQeb5NRa8LeicHQ+BtDz27++71c2/vx4JuGFPQOd72fizotymWfmNB58eyvwmXxsJ1JrlufBeLToiRQqxadbN/OqFzG0WteZv9F3ABsf3ytKSr3SUEfQ/yyiili6ADXyfLbHTE/9T0c4uYbu/odo+rpqUdQl7fYIJO+Lage0a8B/0hW3ShaLcrkyVYdBxT26wJenW6zzN2PfcLnT0QT213PneA7hYvpvA3nRtrPjW6t110cV3psgd6Yd9rQX0KcqWLWVl9kYLO51XO2VbvHvSHmBEV9Ia1tOYuNyPceGwJ97mPPmDRcUh5DRt+zs23VqBPsHvKn+2dve3p38KsVWhxRl1MFhX01V6h/cwFvTtinNrJboKtFW9X3xli1BlFuhR0LP496A/xD6/+uP3IQX70tqBvi5sPzugEHYcU0PnRjJac2gla0Pf6lJ/ar0h4WoE4t3asU8xnEPS+xuymO4Hv5Jjbv+xtNDBBX7WuLug6o3Y8ULpM0O+d0Yfwx4oiM4AFvWWsZjJd1Ny+Lo28qNENje1tq1hnr1up1HJPiaAlFVIbhHbHu2nZDS0WdF+3GdIV7JU719nraFr0FeQzI8uxoszXvjDc7mPwbQj/3oP+EP5odbE1wKc3+AL01pAc+50P0JUvszPWtOqrRv21tB17e4EKuquEWsLbUdB5z0I+i7u6Ia5hw8qX1eZecwKuzjoryJugEnR39thqWw6yzAl6X+vykP4oz8VyALqWsTUkOqYklYil20R0zyGtNa2E8UdeWfVpbefOcgXdBc68rqHQWvVad0OLtc4zO1rQZ5Z0pdNXVv2UAyrstdQWk1FIZ8uLLWF0cZ/Oqlngm7wd+q0DncgLB1lQ2lJZB5OB1RF0dHqtunXpgjZBb0SjIcZp1WspV0AB+rZw4uL1tearaEtj6Fp0J8x0aiuvDP3NaM0p6XIK8hXodURtYgToZoJ9b36X+zLdhxx5Oa5uOayz5GALzla9d/EDbFsF2p1qgD7DjMc0+ZMvfiAhc8qqz5Bed41jbMmai9fg9buKyIKxVbKI92OCOHlWIcbKK2HnuqCf2lXa1/M7TI3e+Pkp0I1Y8b58T2L0t23t6I0GHR1otERdbh1HNS8WW4tuQ/s9+bLnlBb2grCy6tNiGkfnNfycs1Mul0KvRuf1Z5hwD/Rq6er0+bl63yox1M3BpmzpJrv2X8SIWLhmVIrPer/C6CH+seqfUl2d0O727OobS3VpQ9EtSuzP0nj6JdCHU7rnmPaUPyGaGVKcZyWSJbSz0Mr3Nys6HUol0KrasGHHvbPOKcgLe8OYK9BZushxZHXXVsR1qJvZxlNPnd+2vxvfe5GaEjWiYTtrxZU1WHQyeIDOIukpX1zRv5IvdUqvAn0C1aypCy5m3fmq2b8dACo/BF2LPqsrZxTm1EQU8FNhxZmBnaCzyPzxtMwQdH6P27Sly60AXfliuSk/iFEYE0HKAVcamSGdDmmt+gw1OlZJpJXVnKUBlugKuv7DXpmuerdxdDV2Swn2hvp+08snYF+BvkpI+f01HLak4/i5VNDt4G9bRvTWgG70Rdhdj+nyLuUMySOrGFcOaaMvl6x6ZIzRF0d1umWtc1jBKOhdsndcyT+W0u1NqpWkqLX17GP0oyW3c0KuHNBV3Py4QdhwRO2PY2myZb+3sdXFrQC9Vv24RfjhB9Ga28aNkl0jL9MhtT+LoO9JmBmBEaCVFe8Q9LbAWC1Wtt1Ft1vs5QMO4qGV9Jyc1cwT9FWkxTT/jM13hZULLgQdfV7QqcG/rbte3JoGRizEsEtWV/o0/HhMHCXysqpPbw3KcRnaidIAJcKE20EChccCA6B36Z+jG3Y9sAnAcI6boeQz89wuzt4WJx9An3CvRq35Srb0OAq6DUy7FhZ9ft+S7uNQEmBTz0trPA+RDODBahMp2ANdp7StJ+Y2iHulAS3h7RI0VxfVoncx99z5wt4o9niZdTDHhdoXE9Iy5HZAsN1EQXel0B7kK9kyY+cTdKw513kfz2K3Max460Dnj7Z0rt/sqb1wkOCYoM8s6Vw0fQr2PQ3dBv4CpEYHyAn5pa699Da/sNKz90rlzqrtBoMJMuPa1pTPMOJ19Pm05pUulAI4oQil3pbt0G896FgT69QvbYly+LGse2nNi/H0VahxpuUbhZmx9dWYNSk8D2CAVdjnVo0T+LmBgPuE2s6Zz+vGusoWs6MFXdhn5nMv3T+1ea25O14oXXC48ZPu20Z/HEFHI6IVXQBsZR+gE1vfHNLDrhVzv9GGGlv/slfwNUsE6jSuhkvo5oZbNjDd2joP2LvHkRuF2e22XX3tlWjrCSfa9Bea+VzVnE/Qa8277ygdi+l5CeC3MW5+q0FvxhTnVMDV6Jv1u/iR6OvdEKNDeGy2OSVMncKOwr26b+pdZRSfZ9sY6wCw/cu7RbsbaHWbdvwMBo61W6/YDnqD/UK+2XxotqyY618bLq0+V/YpV6ZsYUuX2yxV7gToWven3v/+Tcq4eJkWdvw4tJUW9G7a5X5G3TbcSsOp12ecvU2PZoRkyicmEK/P2cVFIdv2K4eVUEDuTtbcB9R9nFso2tSf/+N7UB9ObJvJDJSNiNjqYpVJLeCXQE9IUWvuggtAv80b6N4Z0Cf0/fvON33Hti1JHVK3X6wsmLCvVurr6LaxZ/suNtECLFhdJpOWHFBd/WSFpXuWCj4gt1aH64Dt/Vp47jtuIfm8zztGRlz61oan7c61yqxO0N27SH3OThd0S7sH/Qb/YdkBvfKFS2ABEjfwYhjbnk39hb2XwtydJLjdnSTcnVqQhdcNbgXdakszuW6NqLW3HZyv5aUTRuuvpXc/I6G1T3ul2My0tsF/t0pH+rGFzl3Q5nca9B97x7/fNvViV4zHD5vpTtDdxEvLPvumd2WQzuC2B9AFVNx2PSWj1pvLwqgOr2XnNpfuIrdtenvxP51Uu4752tueQwdrrpX3dXg/rT3Dz6Wun51/J+RbH/cF6F//6lfdiW0X7zToxNsFXasO8I8P6VLQhb3W3R7sPhbNrcX2ctvQKzBrxStXdDKF1kkh2Fr37o4HpFhkJpi7Om+7011ArHzhvR//Pf9/Ansp9Dx2q8U/9ESf/dArW7pzNMcO+XeX/u4k6E9/4APbNuEF3TFBd5sXxmygb8s74HHLQi51GBnKD6WJw81q5xaHgLul9Q+7yOlsuo8S78ljWtvTLr9YYJ4v7AJe6AXeswJWvptxFXQmAZAziLYwAP0H3vqWe9Bv+h/RAuLAgl754vKwbrQL9HOvIS61viunUr19LA0+aGYtdxM+QNZUP06uDiQDK+o+RSbDrNSkDbS7XtiLHUABk8/9RYczVR3X6vrCrm6vY90CLi5xRJEut61b7rMSdLQlzhSgWw5Q2Bu5EAytuhtycbkCvE5kIe924wKu/Gk5MaCzK0UTP8cS2DT6BGr3KtrbOQNwgZjvwXt7ltHKq+0dwFzYueQ+JkGtOUbitpbjPqtA5w9nCtBr1R+P9RN0oRBQe7BjkY+O5SEqYvREPW3SB7iAys14Z3luzxJ1eoEXmBlb8/7ALdTu17QayiAt+wxH9juq2buHkbKloBOtIoZ+l0KLdxr0t/7wD24/GrtMWxKgVS8EWvjuMu1O04JeCz6vY82VK3NXu9UWjqd2jWsteystq+0Z/M89Q/3MfBf9iAm7Yw90F1kgc7DoGIm7FFq806Bz6kVrFnQXTVe6qNf3QK8WN0oyx1azcthmvbtSt1BrD/x5v5fuC2pRlxuQWeDV/VGNBvF5jf4oY5iohh+r080J4B8IOoaAY/bdb3nzrS7gelaBrk6/CnRrYIRKyN1RWtBryY+hxAvAn/ucT9pGi7QuFWplg7HCv1qcMe+fjxFqd79e1r0fQp0mpRh+V0EX9kZbcEI5A6LP3/kzP33neLizoPP3za/9Z5tGtzOA0kXQN6Cfd7nQa4KufFGqcF2pYi3LBJr/TzBXteV72zzWwu/JnE5KJ9GM01tqoEXfokuHOhlX+js4LhwjjMNdqnF5VoBOx1c0Z616Iy9e1qKbzgcYY9uAo1XX8QQcJ0ZlR6VJk084mW7XqAPacdyrtKMbh+V5Xrd4zEpMwphYbb6TsM+YuvUxXQCNNccImCi6SxnRZwXoOFQUJwF6+70YS9ey16k7OnfJgjbMKOg8xmwiE6TW1+utjATOrbT2sEeSG2wx3HTArVlc0eM+SW4aJvCC7n6oxy3ULwbOKlbez224sZWPpvrrhG7H5okXnb/rZ3/2TrJwp0HHobLuBdhn8kjQLQXoaIGWbTSmY2fK3DoYKyEFfoIOsJYUu32iUAs7cHf7GB9PX5V5RgB0Nzno4hPDjZb7cgnMfGaLv6rNORbo83/8qq+5UzXozxrQdUpf/oqXXbLqE3agbkVjSwSAvUkjQBeaWkmBBzTDhN06Uslx3OKxlv1wvbe15t0WfSV7yKa6+a/tnk0i8d10SFvl2JCiTqjZ0LsWbXnWgG6ocWr1WRcC7DqhrW4EdGGpDDA0KfSFfZXcuaTTs1+pmVGlSfc47Y7OE3LrVSwZtpTAwi8/n0mkgl7I+fwck7vqhD6rQMdKcVrWqj+WbOdMrAC6Fp5LnNGm/41sdILwWJM5rYTsrhy2t5jOpxnRpSOa29OSWy+jFRdwh2UBgu6ENMqiNtcJ/bdv/7E7zcCzAnT+qGjk9Pypv/7XHGHXSutgNuxYSBqTtoakj+8ZweFZYWY+1ey7kZYxBNvncOnCCi6x4qbxXU3VRRt+B4B2XyeH2hxpdxcjLc9K0Pn79u94/fbDAjv7kmrZC3ojFlrxWvSGF4XcUGTBN87eOHqjMbXuhbn3W8zlGcGzhsPNyLTSWPL6D8oXgQdsIbdbLtb8h/7Nj9z53/5ZBTrhRqwXoDMqYWZ9t4miFnNp0c001rLP6yaVjMUbjzc76uP9n4mmmWxqit/35WyhI9yVTlr03hZ0C9qw6i3g4njctbqWZz3oOqb8wM95ziceozA6mUZhWvJaa65saeZU+LqCqKBbzz7Xic6xqqFpNrZnnXYE2BJW0ebeL+RdXaVFR+psYcUnXnTn6s7vQU+4kTLUX/Upv/IoX2aV31yIvAJNHW8ZgY2HlD46ta5Iqs5v7YzX+SzC3dE0vu8t3DqV3G5Lj0oXw6j2n9SaAz6Rlvd/8IP3oN/Vv9e9/lu3CMwjF2A1tj6liwkXrTnQak0bc+fSDGsXJ1th2GV4NiZqsdhjhw4AteKOCbhRHct41eoWp1W68JxaclcSmfIHdMok7roj+qwEncyfq4/Q6cCuVe/CDOXHtKhqX2FqNlUIrR83Y2qo0rOAE6iJqFrxrj9t86ImpXx9E0B1RJ1shg95jYYWjbYgXag9J+1/VxNFz1pnlB/WBRla9cLeuHq1+uMjlFjL6hBCqwMdgtmKQ3W7kZFKmy6Ja/bVxJCXhhddxd9sraD7mQXdHjePHfrIE3KlypOuZ3cZ9mcN6JyeCS8aSzfqgjYW9q2/yiEKoxXvdXU6FhqwtKoOoe6aTDtotX8KwClHjINrubui36IxrfaW7s9mCLwm//d9fRz3KWemRi/o+ihEXn7kX73l/AM/93P3oN/mPywVS+s4VaPJibhoxbmthOGHF3aBF/RGZ5QnwNXkjQMABd3V/U3Vd1Ey9zFqiS0a4zn2Qmz7OUC3i4Dv150qZsGWkZf2ovS7I5WY/DjodDi7q3r9WQH6e973X7cfElgBGtAZ/tgA3mF8vQmlFkcVdKVDoRdmbwu7gFom6yIIC7Ksl7GUlv8ZWTHK4uTp9itt9+wEspbFM8Rsz6dFN0vsWtH3Pf30Pei3VbIQZak116L7I3Mp8MqY1sTUuhd0oOJSOI2EcL+NkYTOds+MNtxnuxoKupwM3NfrvrYRE+H2voLfGpY6o36HVm0WdL/r13z5S7aal7uYQLrzoJMgIspi6l/QTRg9dohrCzrrPzsRhOSxsf7SqIs92QGsPVSMq7tIQ2dS0L0N6Fp0LgUZ0LnumUC4Gz1pRaLgNyvq8ji+X+WLCy0shRB2JAx+DGtG75qEObvr1hxt/tf/ypduPyTwfvInfsJxTNAfPVhz5U0tu49Tyjx+iIi0pqR1JTqvRFdM8AixllfQtd4Crx5Xv+vItta8tTbKGieCOpzPaDxeyC0t5nsAubAzeAzyBatOEdxdisLcadCJIihbDCUWdPW4EFe6dFw6xR9i3M2mNmKinu+lYDZdr+yoRNF6K1e06sohw4NmPBsKbe3LpRBiJqeFXU4CQRd2Hod8IQJz1yTMnQUda/Sj/+5tW+gMR0uIsdQFvV24iECYin9kWPdaPmXMDEf6Oluy5wCXIUnLB9oLUUnj8rbuONHVQE4MGxUJue/thgetMVey2JLPwi6eb2Z0OuHKF+LqRGDuUnnAnQUda8SKdqMtU58z+HFbhjsbFT2yMwzLKXkEqlWOMwFkttWzgCl7ZUyTPV20Xd3dVUOdaJ5Rpi7XAfV53Tae6/oljTwpXwCd9tt3RavfWdCxRm9685s+7IheQFHQBdbe5FpGF0Gfsuxc1rr3+gZ/C7cWsM+2zu2NOC9bqNUs57Zp8AHkNma6ZMkPdTJtuzdj9bXkwm70BdCRL3cliXQnQXf1PxEE2l0IemEV9Lm4opWFLZn1OURlTun4S1WJB/2/su4FX4nT+x8f1ZTKFetxGvrsEFi3n7Swq/U5gv7oyge5eF18Gs6GgH7b9xe906BzuqWR/fd9//deirg8MoAt6C3L7e5xK9grf7zPJXq1jC/Q0R2wT13/gkW8vta62zF6X8OeXtZhfjxnjFryhh8fPTjnBZ3Bc1/z1V+1HUPq1e/3Gb3B0RYaZRI9EPRadCHvFizd67Owd6HEo4cJMrX+dFaPMiZWvRq+GdeW5D4WybOy2L3f6wV01tdrxZtdLei8F6Dznfo6Rl8IzQL6e5966tZr9TsJ+k+/+90b6Gh0QDcLaMSFH7bNQgXdHSvmLhdKGkF3aNGnhTfCs4F3cFhrbauvZ3lux57FbkZ3SqfW1gNzt2zpwmhg53vzPWrVfT+ajRpm/PGf/ImtuhHLfltlzJ0DHctDWBHIiaHzg6nRhXzrfJsNtrpr8xyr1tGPLJzUFey1tPO20Ov0zujHpYmROP8cBb1RFi35CnAvmdiPxm/p2YdJwsbEWHSiL9Sso9ephaGmn+N8m6C/c6DzI6AtcaYAfbPon/9bj8miWvM90GeD0at0+5QzvM+07KdGYe316STOxxvqVLLUkrdUoKPA8z35PjrYBV2dzgokSgKAHdCRMUBPoRyRLZoe3Qbo7xToHGx+BGQL+pJTL+FFEkYrbX4diz5hXy1ofiSSZjqpvV6AHzkRp29kp2HMpR9wcF6b4hfqFoO1Q5eg21dSSVbp4lI7LPpPvetdm4ThcgP9Pe/ZoAd2rmvlkTY3Vcuf3UVrXtDJjBIus2BL2VLQ1ea16LNVhXUr3SS3DuqEdZWg8nFzMjyyM1nm4y6VLCQ60w11W/fSsQLdlU1a9ZYoM2k4GxK5wpqj0xmEbbkN5A7gd1AjcxOt/J0AnYPKaRS40ebIFsOLnH51SGvN90AH8PZdmdBPR7XAn8qoFtoJ8SqK48ToWai9ZRprn2HEbo7bVUpdTC3o9n5/NEsKt1j6Bej4N+Qi8Hmw7EAO7FpxQcdR5fhzn4P7iH7dFOjPbrtUwYpz8IUcaw7k3Ca7Rzob0IGi1rwb386eLCvIV82ICvypfY5qsVeyZXVGUJq4ZXrXrq72YdKSWzfjQpACvwLdhdqP5vMJOmfCf/nG122SBZ3OceY6soVLIAdqbmPJgRurrqThPq28suaXCvhbCzoHjgMM0MBtOBHICzqRA0CnWEkntJAW9HbFWnXKWkmaad1ngyJhr67upddnmLHZWqXJ7D3TzlxdmCHkAi/kXX0k6Fvy6VD6IOhmVe0SoEN6tOgXfhCgE8YVboAXdi26Vp7/cx0Lz7aOvxRW/uw2yhQOHs4RPQM5rarLkSwAXtC5jzIAfjQrC5scmqB3p7cO7297aSdA9zqaO0qvxqVYec4uzdLOLRSFuu2qW/LbhdEu53Mxtv/Tmjtsq2dtjhOSswbGgWOGQ8qxBHYGoAN9NXq1euVL73MCYOm9D/A/Xpb+7DYBjlXAqmi1Bb1WXdAZWHgGWT705pakGaBXtqxAnrB304AJ/HRYV2A3rNmM7HSGZ/ewLu6oHmeFUzX5XLNa6cJjC3p3xijoAM4xA3Z8HAyG0RasOIOzqdcLL0Br5Y3MaOkZXHd4n1b+mYT+7DYAzszHmgC21hqLrlXXogt/bxtiVKevQF/BXIgn4B171n1mVucwEzsnW2Ev5LxXLblSZAX57EpQ+VKdPreAYVISYuRYATpnQqQLjijAAjW/A8YG6cJ1IFeTG3nRkuuQAjJGSuh9DPdp6XmMQ+gfJvBnNxlwvjQHlwML1ACOBXdwW2uORNGi+ziegzViEwB+tG0JWTabBbJpyVdWe97XbdQdU8tPp3Ull2Y4czq/Ldm1G5jrVCfodhwQ8tk8yfbSXhb06nR8GSAnLMtxY3A8teBKFy22ySOlzbTygE7AgN+y+l3Q1fFe1+o7SR5WfP7Ggc4sZkZzoAScIdxeN3yo9Vam1LI7GbBK/HiAXg2sNS/M9DHfg33ucWR/RaFfWffrjEqnSz7BoZkpw76OK8gLeltuqNHbsUDYBX0u5FCukFXGkefYcVYUaGLoZkmNxOhw8hgd1a1s4OI3BFh+TwbQaumFvnLH25U3/v9jjc+f3SQL7oHAMlhMxHVOnVznPuB3AgCzYDdRhHUHev7PIBYM6KysKeQT9D2w531zBzuBX8F+Cvha8T2Z5Ovb9F/AC3lB7/bnteZ93gwxCjohRY4TcBNWFHaOvyFFk0dcB2TAFlDAF0x+Rx6HdceaK2EahuS6lrzWnMf2/8LP/YyPpvTg7CYAzofmIGGBzb4BMgdVq6FF56AjRwAaiAF6OqM6pEoXVxrhkNoVt7tUrLT3HHbGXVn1U7AX+BmmXDnBc0IBo31kHAUdkKc+d2jN5/NWoDP5cUKx5qwZxTgAOQOoAQ2LznWNDpeNpQM1jxNsH+9jvNRSY9i09Fyq3wXd6z7H13VScGmB2Y0FnZmI9sIi6OA4gNlCIg4e1wHW7JwO6SrCAvzV81xH4qA1OS0jX2pNp5UW6hXoHX2ODUfdjLdngFPRmz2/YL52W0QLa3s+7jU2rRVvLN3XKugMrDmAM2rR+X2O4cGL30udvln0Q92LCSKtcK244cda8IKqtOGxnh203oJd6z7lTYHfs/Bnv1RWnA+nRFFLK03U5dZVKF+UMFp0LbjWnCHo6nSew21+MENm3WNoJUcEeXW5suQr2GvdVxGc4/2HiIpRlb6m1nzqcq14nU7HjJ8X7gl9QccAYAyAW4vudQu7gNtoi6Bvlwf5Aqg6nsoU4cRgtSamsGvVGZUwQu3j/Z/Pm84rt/cc17NfCkdTOSKETdsLeDW51wFcRxQdzo/RTCiX/B/Aa/F5Hx7PaRnYXWk/IW+/8xlZqTWfYHd79d7Wus/ozSnntoCfcj5XEZY9yKeuX4GOAUCbAztGQdAZHL9adcOMykste3U1v7MhxU3P46geHsf1Op9ac++rjvc1p2Qx6lNZ42QxEVXrfvbxlCl8SL6knjsHUHC5BHguteROBK05ACNDgFaHs9EWrbmgG5nhuUQO+NH4IYHdiMbKKk/Ya9H3QF+NeYaYUmh1ZphWXFinFa/DWYuu89nn7lUyWqrLseCYYL0dHl8tOlApIZQv/E5AL8xc55LfWeh6n0mnWf0o2Dq4U9oYZuS2EskJV80v7J5FCvwzDjpvxBtzoEwh8wEFmYOldLFWBTiVK9zWkut82oqhoUXT/z5O2LnNa1kOAOxWNM74NIB5WQlSEPe0eTcE2AN+JXf6fj5/BekEfDWMstSCq+FnkVdB5xJnXcix5hgGBsfMhJHOotEwoy/G0a1stLpRB1QLLuRKHksJjKsbW9cBdXKZRFIOacn3wpIzbAn8Z8+kDueDcQA4GAydwzqYgi6wlTHGyZUtypFOggl7ywOq+XkeP6Cwc5pWqlgzcgpQgd+z6gVdWFfwz0kyn1MLvmfFZxixoGux66iunNTuXMekB3Qki6Bbz89xNfqlHp716coWrbuZ0oJoiYD3A7ORHBNQs0zAxFOTTly2nsayBCWO7+XrqOXPnimZYlxV0JnVOjM99anVjX8bNtQiN3auhHHoiBb21rto0ZVChhoZxta7ZeHKMq9CiLXyBXZllefoa68AnzJlgroCfIJ+KrZORePcaZrjwFmuuhzIMTQM14s2ba9VNligda48ETaeqxWuA6n1Vn+bhHJSGdGplec9XNLXZJKW3/eb9TVnDzvhI8TqcK2B3rmwC7kxcsDkQHNgXbZlaSivwaUpZm5XuvSMIOACr8Z30gG7Oh+rbgfaaYW9fkp6XAX7HvDKi7k1zMoCF9RTsqWwd4K0I6992QXdnTXU5xwXINcYcIwAXnB0ANXbhn8FT0vufVpiHm+JgHBqhQUU41h5wuPU/U4ySw7U5t7fUCSjCamHJl2O8fCLLyjgWnGuF1i9d6Gr08glB5nrPt9womA7ObxspMV6FxNIhih9vhLGMwE/KhMLS8aPP2PM3l7BvrLoK/kyQff1C/a03BPoXp+FWnuToP9zWxm3guH+WvTt/Q9JIqDWR+I4atEb3puZT9eROhGUKq091xorbYzGaOG9LPBNIDE0kCamGtioRvd9G4bkvrOPBXBrw3VEjLfyYbTknra83wQRtytRjKQIp6DyWF5Lh1Vdr+5Ww3tGUP4Yfenk43m+pyFKEiP80NW2BdLrp6z7KZ2+Nyb0MzKyciD3JoUA97LbybiljH3Wu4Md1hx9jpHxuJg0qkWvhdR6tz69WlnoBLZ1Llr6Ls4wE2rvGCMnSiGjPb63pQYawzrGhi+bseU5Zx+tTOHDtZptLpzVYfHDCrn3T6vOQTX72dBVv4wOqDpeidKoTaMvdprSL+C9dVR1bnk81swe5YK0khWngP9oYJ9y5qqxAryypPdpxecudgWdyAuTnJArYCvrkHQcE+C3ctHfVAt+1OMHqTojITqdhhkZOp46mwXZ2LhypyUAOq6NqytxfP9y2I4F9qQ5+2gSPnrYvsExGXCYSVptvWYPlG0TdGJahSi4WmHh5OArZ3QoeYyTxPJcrVGLuRp18fP0PicOz9Gqz4KoCf8e7Ksdnaf1ng7pVVKnYzqX1d7df/QI+AXYAP6vX/7SbWjVBR1rzuQGahNELZcQdG7rJHL8m3o32tKFF1pewWwdi5peidHXqL6eizIqhwxH6nTyG7awTIdVucv/eI2zj0SHe9qog9nmNlpt79cib8APa24RV1P+QKfT6UHR8np6svzW53WRRRNHWnMnkwfECA7vX73Oj8ppXAeuq3RaAmshFfCtkkQT2NVZ4SOFflpz4QZctnlcAc5g2xhHd8QT9CaJzIByPABff8k8hE5hqw2BVLmgI+p9QmfSR03d7gFH2A/3V8p0jalnDqMrTRhpsQ1wGO3h/9zmEnbPritTGjtV9wqwEHrZqsNVTxDPAOqo1q/4Gq5iUV9rjbX6AqslV3MbbdHqG9XRX/DHbB0N14+n7BN7g9bhm9Z9wl5Ie1ZwonSL81NyZs+S18lcWXF3u3PUorvRF6BboeiZEMvOcfAsq5TUAVRfN3ZuqPGo1y9+30qS6mu1tdJCi+1EKehdedQy3ZYEeLaxJMHIjhbfs8rZdaIpWlg9XwFRl+kJC31XjQubdRHOZivheD3lCI/XcbUs1/eu86m80Vp7X2PpWv1+Xm77XpuFP8R7nWTbc90hLpZR4CsTZr33KWu8V4DVSEpLblcx9DkBp/UWcMH+4a97+XGsQKf2HLmGMw7oRlq4jnThtj6TS+Y4lsbB1evNcvZMLuDqaUFvJtNISydBi7wamTFhpHypE2t/yGZaNaDc3gXd6kKLd/xSamchFvSuJ5xgCnvDfcZiAd0acy1w6ya6+EJtXe3dwq12A/B9nRCWGhjtMTSpBbIpKc/nh77kxB0AAqpCtgf8ysGci5anru4ZY46VBd8A34FcuN/+T195HNwu6MgWlszV6fTMyG2OgaUXlQJKjJbLatU9w5v1lotmQTn+cy2psLbEoJWMXVanlRZe4+7mR/gdLS0RfMOPZyvIj+nXOJXKD4FuywO/rCW3rThsTF2o+tpKCD+knrW1MX5wHztlhzrdWLoaXZh9fCcZw4ngBDFSQzhNTVtnTodOyE4BP2vGC3q19Up+7I0V3P18Qv6OV79ig/ud3/S12xB0HsPr8Bm37V6eeNFmuYEd0AGFYWmufo2SRTnQyIeRE/mwHEA5wzCWviUTD7kWM59KD88AFnAZmkRRMJQpDq27MXcTUkbT7OnuJOK3PZsFWG0i6YxoeaUzVv3jdb9s9bnP6zpD4e2SLBM66vaeQRr/Nj5ea+zkMgJj9KBnl8bSm7X1cX1trnM6F3b17gPAXwP6mYo/xrYPz3kAXG/Py53h55qQ/9TrXrONFeh8ni869G1Buhh1MfpVRxRozEIa9usyt5YCNMSnZVe2CPqsfXGyaN19rNGWVi22XKCTwDg9/+9KND6XdTH8xmeFvF60WnlGWYyqCEvDd0YzPJXxZfSGLfUUQB0Si7p4DTUZ/xc84+j+ELxGs6MOHSl+pO2LHvS/71GHWSkz62bU6bwOVk2Q5uUl2AeoE/ipsVeSY5459sbqcwh5rfgKdDfuBXQbFGHRgb0aHfB1RjnmzTx2sYOWvdbbxJEG0NBeVxDpWGpx29elySUf24UaOsKtaDTBxO36ezDgBOU9zpQr06lQJxsi9BRV7SNgRjlc82kWtPF2w1NqdVeMCzXPdUmWs7KTxvuMxWuZvb/OKNc7KXsG8H19DSNAWnNfh7ODlrBOnmMPxgl9HdlVfNvXWr1+Lfbe0JIX8FOgW4sv6E0WCboWnmNRB7StKvytTOtbxKcl19pXvmjBlY8+rvUqnRT9n7rdSWLYUGmjU9qFN/ymRm7OeKDp3MbFW3LpaMJl5SRqSR0zKlNN7kToUjmXaTXB44fX6is5nGiNpRtPr6V3YhkmUx4pjbytQ2P8netKmKtgW40V9LXmq9eckZK9//l/AL8K8jqjDEDHorP/qtbbslxDiyaKdEYN3TIB6Pdi7bolG7XoHFNB9Dew5YUBDkOLDSMao5/wqtcFX0tfh5THalwb+JCprQRAuJQphhPrbPZLKFWcFIXPkKOp3ta3+PpmTj0YQqfWb1FYHUpn6ExIcdnaFR7ne/u/JpeUVMdkwwF0HWS9d4ZWfcakC98KwoI6rX1v97nvfNWTR+vMmK/t/f2/kF8XdBuuCroRFsAWZCMxXYxO9wSiNAw2VWBwHYeWxlCcFTgbGDTQwtfvai179fkMPwqvCSm7Bei4ervJIy2/Yc8uuFHqnGmZ1dtqb2WLsWhDQMoQJQZWlOcrNXQ4dCp7phDw9tV2svh+XYs4nc3Wshul8TNat8LnsU7G5/t4J4GZNn2KNrN3crU8oeAW5gnfBt4FsL29J0mm9FiNU//T8VSb74HO43g/XoszFHACKnBac972Fq4Z9fgCsJDzXK/3PmDH0qv1jV8LqgGOJgkBVCYMHxbcRnqULk6MeV39bgjTZJdn7A10LV+7pQqucuHY0iDhRkYt7SzsEWQdE8E7JhpcXnXQy5UUfMhGb5QkMyzpxNBHUKOryY3N+7269EsnVInWDlOG2kwwAcge3I1XC9bqdq10R/8/rzeS0te7NLGGRf/Pb/ym4/Xqc74DQAuocsXyaGULsLobHccC8Av4hJ3bnB1sYaf00Z+qImhNjBbanErhXZUAGFZ0OIEai1chGGhQum7SRSdNqVDAu/DB0OKxt97BInqKaMvgrh5pylfohLSayolhEsl1oc1+tlDMzzHbR3etaLt6dSFIs336EnWMjaubeOCHn0mYDmE7NSbsc9LsTZLeN619rTmAO2rRteZ8ByIsWHMssCFEF6G0xJlj77HgsUgXBlA7hJz7AV3IlUK8bleUqQyUng0ZNsJSfpQ1SmEdVksQzKJaaOhEMlJnBGaLuqi7hbDANMpidKIhRfWv0qanG6HX6tZBVSr5ftM5LZCC2whLP+useWk9e5NMflYny3FiHaxNHWsd4C7g0KpfBbaQzeuNgKykyQS8k2PCvgL8lDUHOj4/+lzZ4iIV19C6yMKwIscAcIHYUegZvB73FXT1fpdENmfSBRvC2iItQ4dq9E6CFn25ftQQYzP5/d3V6Wf++N3RwGyiFrPSwuafDQEeHdlDma6xyzp8WnT1ebcL8fSlZTVK42Ty9NPCIR1WJ47Vi56NasWdLF3lZL20fkdXSKntTU4ZkTk6jjtQr3Ryr9dBnBr71JlgNZkqVU5ZcwB35w8sMHBaZ27OADCNo7sugMcDMBEWL4HaIeTcr2xxGV7LMOp8KjmULOr1rtpvTF3JXKuvVGnSyFi6r9++QVY9njWVLnQtYDc2XgtoOM7JINB2VjVkpCU35S6wQuVrFPCWDLj639isTq2Pc3I5OfmRnBhOwrmcrxWNOtYt2hf0trQzVMUPCTx7DuCEfII+LTzjva/9uu3+qy5Xkwewn3rDN1yCvNZcycIAVneZa09K14qq1y0DqO4Wdq231wu6HQS6PkADYsSl3bsaJ9eqCyvgtqf6rHJswsjHO4zs+HtbMnzW2Hbryj2NT2/ZZEH/r5VueFFNb2JBvWtor2cMLX0zqQ3668j6HOWGUZOuH/WUZU2No5Ea5Zrv4YTx87SisbF415jOLOS0qBPI1ehje3slQ/aev2fN64DWOgO2Z0l1uVpdyLkPcAXd7l1ade4zlu59ShadWjuo6ee1hUWlh1K3oM/UfutfmrQyStaJwTBEraE0t3MmLMLbjCNf/rgO7xAqat/ytjuoY9dwknLGCaLsqJ7qBlA6QW1u1BoKHQ4lh5+zu1002tJSBXV6m46iNfnR20ukVr8dC+y1PuXLCrqpnfeuryDWSnM5H3fqfbTmOLtbCPNffbgaExiNsihPuO1qfy284UW+YzcCYAi94Hvp/UKOVe8CdY1L9XgzqTBhc9EZXRF0zwZaef8v6HZkngZWP47PcVb9rYTRO24jIOUDL+6EMFLTKIoWXU/56HkfwK/Vb8THykYPjo5ol9ZpXY2Fe2Zon/Q6nZ5FuM3/tWxEDNg23cEp2Bj/TI7VseXSJMvPvPmND4D3vu/6tm08/T1v2C5PTYAVpFfBfNVzpzUHwH/4D772KE1qyQu862a11i7GMIriJY8p6N5u4yObSLXEWj4MHQK1Z3dT9O3bIuCWHrT+vBKnBWGGKzuZjPDw/mfWmPgmnmoKdFPyTTAdl08dLHk7q9Zxta+KYUk96C7DmgusrSpsNlQJ4fO6vM6DbK2LFp0f2FiwWb1CzgB8YGi5g5+9WTa+Bz8o8HAd2AW8sAt6ge9lh8+rFZ8TZ/X41ZmgkRZS/UJuttdlg4KthRbsRk68r/0YLeHtOlPlj+0x5m4jDXT02Nq0dDb6V48DuzXw1sW0b3pXHLWMVz9ANaAhPVPLOnuEnqF1nAkl5U03Z+pq8C5zMgtpo0k/+HFh6yEio+WtXPEH6nN69vFxc6WR1oofzvS1kJu+LvRcYul7NtKyN4TKJT80kgdZsDk6P/g9l8AEfiF3rIDds/oFej7ulGYv5G6dCIxtYeHZSKDbPVeNrQSplfa5bemnUfHxQl4VoGU/ythE7gxu1OBNHd5dqRt18X8+Xote6OXCgMgmXWZGUyutzuqi5iaWumhWK9/ZpuX2NY2uaIUb1uu2IW0s2oUclUoCWP3tqRlN2sSGUPf2Cv6ueO9na1SGH9WNZv0+wA7gBdvr3u8E8NJRqaI1n2eIgr5yclvTYg94rLngTl3tKv9a9dkTHdANO9rsScC9DzmoDHLRg6B7vAw0eDZveFFNrv+mszq3aXT5HKNOp5PCMt1KIROVcnfWU0i9WR1SM5SGGNt2rAs0tNhd3NrXMh0sHLOTll9eK2rXXCXEbFvRU6Ir19GX7hI909QT/P5f2NHqXbVkZOnobB/qe4CI99FIeHYCYsGeVn1OAuEF3GnF5yTo7Ql6Y/M62O5DpL4u4GrwWuR20RVo4+qt028jVyWQkNcQNQ9TBrrHkX7gjJG3X2JXFbXRacsFeO0uvuh7tkjwrFtu9FTRVhN8EWejvTjaqEb50SIbM1st+VXmNK7uGUHPXE3fjKanRD+PMWD7nZuxK9CO3u/1wl/YuXQrE53irmjSMgk7jzWqVNhPgb6SIoV/pceFfS/5ZMFWQZ7O5LTcWuaZLPK2FrrbWFbn+3vYw94gQxNu/qaedU0mCrQGRCvcvUjbzathQ0HXMW0rO++z5KQdKs5My7a1bxdZCNbsxHTsqpp94duMUtD5gkoYe6l46VnA05llAtahV1vWKpnEKMQC2xR1h6DPMYuVuLQCr7U2JkH8sflcwG4nKy0In7tSZl6uYOdygn4qTj4XVAA5n1GYa6WVIW3wr+FoNIbvV51t5KsFUu2r47ExO92OucpV8x9t62x9ectrux61CzXkq20zWujV7rxdoWSvGD/DsR69K4tmTYqaq7pJy9zVQ34pM1H+vxNJeDyA87F641qJni5b9M/lrLsQeE7dxsdNU69qNOYZoNae611DKtjdRqY9UFxs0MTZJRlzAX4hr8N6Kr6+gl3IjZVTZ25iyEZMHY2YTI3d/ENBr8X2d9JXKujHQq2xDWONYMODWmIXUnS1vxNEh9IkkHJWI6pRUUF4Jmivxz7uCLqRjG6I2nChpypnSLf38NTTSM1cgqde8n8mmYzmODm0DB5UAfe0aiRA2K23EOYWGAl2azVWjxf63g/sRGK45H39zNbSqFf9sQWoE9oyYAAX8uPlAfBKnFV29BTk1rHYwgLQNR46jh6/Cbr/0wfp0kEteSs4hUwWGgRwnYCyRb9MKadf5hm9ZbYdSg4tdteCWr/ia3Y9cpfedaK0pMQgx9ksrGlDUK16198pNeaKJL1gQ411PDsRWgveqsFmUmc/xlbZYUGBt0VGrbBrHYZpbB/f1LXD/3nb0Jzxdd5bX6R911vxqe6dWeCtcu4Ae8eMyFwn0WQyyNEF1vZlaZMnhvHw9jzXaFRfe6xna26XJXZ98HHjrVSzysbRN8u6hW7wJfDtCtBMaRdTtGjLUt32Z9eS+7jugGH4sgv8z46JnoOD6T+7G7BW3Zhks6AuVvZUMrOjlTddEdT95L0920Fr2WuRjANP0AsyY6atm7L2Ma286/28HtYe2C2EckJrxcwZWB/D51Kvd4LXsv/8W/75SeCnfl+l9itZXHztmab7r3rctN6VXFrvdiU2stWQcmXmsRrwYIxmhvtS+cdhwjdy0iBGF0B3w60un6u8qbQR+Fpzh2tHL7XOO3yu45pRPVpDQbVMtoMwtty9YwwpqaGUITqtfvH2ctFL9zRXSdODq05vsdAEt2C3+L+OWCMPreGo5p+VesKOdec+Na2nbS2dP6q1Ik1SCPwe7FOvH/+X0GIhrxVvW2gXMRsKFmYLtlxPW7mi1jbp1u7GRtmOawkWrSwsxVAFNFfSTXH9fztttUhLZ7O1LA0ZWn9U49owZVvYuQBD7a4M3iy6ocE2Tm/M2z4q7UjbFLk/qKcoY+LG06vRTBa5sOFYX3I4qE0I+QPUwneVujJGkE1JC3lP210P6fC2kE+rX01f/e+qeQFy8vP5fe82YfV4FvZp0WcosjodyeIqIVtWtB8kMfO2wva3EuwuHEd2dYG711t24XFvElC/S71uNaoZdUHvRlnCa/mG4Nc6Twe0VbKuE/XM0PZ3BixMIFme27bTPNf6KR571t3AtK6tKdcqecD6hVpia72K8HYW99TVnow+79hf5RCqbBN/oZ8SposGjC40q9fH6aC112DDb4Vfqz8d2RmPF3yer4PGaxBydJeI7u1zlIQLzT5lTEOP1eVTstACmrLh5hfU3MoZrbbhUS333E2ku5NonGY3CK274DX/0vubxexOdC3N9XoTjFru2UdmbsnYJZhKGKsZDWqYVPI1/x8lw0jCfnzzcQAAAABJRU5ErkJggg==
Secretary Name MILAN SAHA
Mobile No. 8348302350
Email ID milan.mathematics@gmail.com

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