H4sIADP2aGoC/+29i3PbOJI4/K+wvL/buqsLLL5Fenf2yrGdxBu/1naSyexupUAQlGlRBJePyNJMvr/9awAkRUqULDlK7Ml4625ikQDY6Hfj0f3rzoj5NNrZU37d2csnCYW/dnI2YTnuETZKWEzjPIM/4xz+6N1Q7NO091kv/9p5oezshTkdZWKEJA1HOJ3E+HM4wHnIYvH0JvTpQZHlbETTC5bmODoJ4yG8CnCUURghYgMmW0KTBA9o+X6HD89/X+D8hv+u4SghTFiEY7+XRDtfOCCbw99bhLhzRiM6wCMaF+IZjbEXUf/DyfVFYxJBQaMj+A4bTU6wJ1Aq4KejMMtg4NbD7IaND3D6KoxymvIv5WnBByE4pwOWTq7LmQjiXAAGeCeOxxOKszAeVIOV3ZKU+QXJT6vWfMR//lu+GLGc+id4wopcQJ+HecTHjoso4pAU3tyTCJB/Te/y2RNAwWCuwWnNNaJ5Ce7Z+dnRTnsIMd0QsJ/GNd0lXu4Wn5EcV0PRUZJP5vu+pDdAKFakvMXh0av9dyfXn66Or48+vTx6s//++Pzd5fzQa3Zhn2ka4ck1R8Vx+cUKqua7o7v2uwq66xKH4qEfZpxDzlhKA5qmNK3Y5EuJm+wkzDhy/vnrCmQen10fXZ7tn3y62L9+M4/V/WFe4CimiqAwuaVdaO4x+Hw+QVlCyS1v3RtGIYgBCmN/Mg59PsLkTz3BZCAjN+kadGExgEGRlzJyU6T0h6MQkOjBRDmgcRwOQ2WcTSdZPgzJjSJwG3YSJ2ZjijIM1Lth/qRHZOcfWDSuhVpWflMATxMFpj8BBFUI+FehqoExVpBCFrGIQXd9M6pdVSRQfJbleEymVClBvUhBgoT2hml10dALpzHNwIq02/3YBGxiBai5X8CzUCkyIKFm6sUgVPwIK9djdktvlSBMR5NvR7xzruGw8hYanYvP8u9tpAslCYEZf3zCIYVJdFWIUsZKJB2KokRhacAfTKyjn9eStILzSp9Mxjim6zoIN3meZHu9XjEV3XallzcG2kV4N4m+B6nOjj58ut5/+T3NEffi/lOEZMiByb7KZ3g3qpRsFnL8a64SY+UWT/3yV07BSR/zH6rVKUNDcKPxMO/xPhjJ5ngNueEtkZ+Gn3+P/sIrlo6KCKdTZYqTMKtwuBx13LSVfwnBmyF0pWMYEhEv7VzllKYgkp8+3FAaoWyEIxHfPJjub1kchIMiLW6VDJTyPGiau4Z7sgaRCU5J+SWcs/R3bN9YlA25n/K2MZ3Skys9g7WJCUFeRcF/8+fwxVG2H/sHLPZDHm9mtQ6gGUnDpIyaxSMedZ5C1NnSFdXDWfTXpPUZUE1pUY2IyPuChwkAjF+qkIRlYfkp3eRwVZ94E0bFXQc8577y1yxPWTz4m2ZriuHqylQafC4QWP1rr3wb0zxncwNcMxblYTILIYFXSrb5587Vu/fgPlzTlHKW4z0PKz9sR8Sw8DTNUxzWIXQ5yOzFAYtYuhiv/roDqE/zg5QlVzSipJrLGZNWx6eEAXG5WqqR6ePRKc2xj4HIfAScZTS/yiEu5z3B0SPg+lCfd6+WG45HZYCelMsU0jLRAr5Le9fnHz/BdJHtqHeG20czBLMRgN60bBm4vrRfGrZdWvR4s4BFvuCt9rDlGkc8yggPHQANESpf8YWKHnwy4+sc4t+cUDFWTeWlQAVhRPlsC8GXF4UXhdnNccyXUiKai1lm9etXYQxvJTJwlLcXDXxy3V5XgBYnGDyNcn2iIqL8xHU44t8dNXhEYuMVALT/udGBQ3jJJY7GhLYWhYB0m6OlExO7STzgk4rxaDm6RKPWupN/l3QtOkl2/CJkNy5eYr+xQMNSIC4XhWOpMMpJ1o/bqy6b6f11os6bivA/tucrCaac4VsPdOA0hMBkPMnT6WSEpRKbKAn4WKhIuF3njyxvHFIS0t17Vf3iCho0JxEGjk4PQZWEUdb1qq0ThX1vKmWrKa6g1SfKcs1cauBaPbuKq6rP6nkt9Sywik7fHL1Hx/HnMCYhEBpZB31kqD4dfNJsVb1zDevT2fmH86uD76y4k6ittx8A7R9KowO+NkTRvKp/SPcfwgjI/6KbiZeGPjKdzz+wVQB9ipWmadjjS4zshTLMZXiXTkaKz8BA0GzKFyJlnMQNB4QFa4YA38Yu2N12QTniCjQNSYeB+Gvyt4b3rust81AbBkVYhr/2kr/9K/1XDH0qwyEfbGIyAJZhnk7IVOrxzS3ITnM2i3Zk5086cdUg2HmaxuQl6I434eAGaaf6nNZ4EubjHvj+mAZjBVK6TcR9HX4ko0Ab4vhHMQkKEHhPobUqm0UIj2wB+k2Jvrg83z84Uk5xd2RQKX2py91+U/MrD48J5hT8ver8slw0jUMqF/4V+vtU8PMLARcpw4RW2H88xb4Srj+aQl+KjPuWddoNf+8KfDxMGV/hSsSs0Ajf/UHU90wngqq+YLd0FM/29vHwsfW3s6i/71lvN1zFWuqxP+vtB+ttpD/COryu6tY6ylsC94dbjxfoWYaR9RR42e73rr+l3v5j6exbmuXKgPFjBaCxlSTFZLKrHLJxSP3p7NjCuPyD0NvHWp93O7zw9zTN2D263HWVvqpKf3xeoX+FKr9k/jSMn9U6FxlBhiet2xsQPiv4BbSsp+WbjX8MVY8+V/rjj6PwBRWV6SikcYiVDDSs1E2ekjA/lX9LHQV9ocnjaHtD7dD2B8fXH+9R9qqpaHPK/nnVZVtq/iDMJ09ay88AfFby81hZT8c32v4gKp6E+Y980PxDNqXkRii4eF7Vc32pTPEYmnT6+Y+k2rUlqn0db941+YL6szP/jbX803fo56B81vedqFlf6f+Azj3X/H9ED3+mS/n9CTrmfv6QjQKWzi5MzPv638kUcO6I6ABHLzFo21SSfvb7SN7zbtzxBn0+zFlyXKvNthJcJluSMZkHzzfvyvt6yWg/ioCtmsCE/MeO5QSWG1AVaTbtI5MEBnIMPUAG1YhLALmGKu53fMXl+Pry+xdxo3zuwvzsrvx9Qrqka33h/jyVOvufQog/8WefLFtVDWOnFOzGM7vjmbv4zLQWn1na4jO74xu2LWxuIxvAAlwiHYCQ1douSrJ0zWAr+Qn4mDsrL+Hff19yotS3IO/TO+tdUys/8gBtUw0dNfRg12XATfUgZ1XComIUlxdeKtwL2wvuTOyf0M80OqsRe1xS+eH3667AjR2LC2F9rODqgr68d/rU8Pyg1ABbyS/wEErOiVh+E6bbJ19nSoVnmj2UZjeh79P4PD6UNrNhvb/HTf216NYSWIGX2bXYrONbax0c+Jb0xkWOUQ3PeuRd3ecRqVle3a/u3+O1yba92+zfQTZb6QUelpTgidBL5HmYv7i/CcEuwPmnPF0E21Wk6E3B/eEn79vjAh0zHIGrQx9X0MpEAxuI2ZIeX0u0f3/pzOVURfhLvZmj0mzOSP8dvKDzmVDONnOmClAzoXKJLGYZp37M5D07EuJRuDYvHbIgjHGcie0gqly8ujw/A1XgA4MBJbjmnuJhkdT6u3h8rS0iP5g0QTlDYyb+XI+p1un5LXyo7TPc3Fj3st+S5GVb8MznOM3LYyRBgTCrk+MW/EIlVIYsnU4q9m27C4/MbB3e3IPdwIey2mxZebaeuSOwhauTO3lxS0cTxbCUCOcSZxPQ+zz1gjzzdM+C9LYXnw1dVT/pn8Qyx7aWmUnWG4WDFIDye2pPa68jyzaomTkKyZgfGUuXkA82X0Bee71Ysy1d76uqbvRtY5OF4yzzPxuAOT/EvSzMqdbzxPJZ1nNt9c4AvMrf+qfjf5jFezXbvU1ay8DLUSFaflmyAbH+mnAr5d5jJtS5NyXOd006s0U1tDQx0PophB6kaFamzPl3e6F459wfppNbrnPGkzILTj6UWeiENrzPatQDbaLKvqxlMDlLywQxC8uczSXG9tJv14rod1pjXJnmS+SgYb6SSvwMw6e2kFLpdB4V0ySmzE/pMNwlOGXQBMO/u0nUmy3cLctE9pD+D1i87OILd32+cJ8KX7xrxni/B/6oMs3NEdanOAL0aI69Tpq6tTtvhzNMa91NCbk18hQ2Ja5oOg4zcKvxEPw2lobrrwVdpFM6iKQy9ycvFHBCBhAl5ZMhfgHWkmvwicxRydLJlAeNE6X83Pd11DPxURSi1hwXzOP9zZ7s7oeAfG3CLaXIRPlXoauaUW6czGUW/e3RydarwkB4WGQRALUmIe/v+KS2Qy7pFKYgFlXG4XQifBo5qXDjlb/flF9wKsYrbuVo1UWOekiIrqd0qsgRaP696Nv79OnT+eXx62OOhsPz0/3jM3jSS+vJIwlggWTi6/+T+vvY/4m4at8ipI80hwTItN0AOUTVUGAaat/zNFPz1U7O+L6ffPwF/nI2yoiSGxyH/JDbgD3rie+gJ77FFly5XoSbmy+4yJWEKYMxTnFMbkN+nofvN0EccLv+Zpyk7SHzUh6RHdAYiNjaoePuttQbSXM1Dj0+qctHvoQdERqvS+v7ez4dAfYiDBKcZkOGIjwMAUIQ5k1kWdJpT3nXENTuQQVbHYTU+357QFLUUA1PKOTPo9MkpABRvMRh27zbIxL0YraC3VSWGZ2yKjXTml63HOdFpXyrERYGlpzztLRxBezD1fI9IzwihV+XOrg8GLH+uaP5jkCzc3KTssbeRgEB1Zjm/MC+pvLFrkckZ2Vr1o2ilnd4RGK9BC0hhQXnfCN8yNEvYd9EGufTVu+3x5kRdH5B85FoN8SjhG/eotZU1yHi/T0fU/Qi5gnPiNMR1/jHyjUe4nz9JY39+e6CfLvKh8koxDA8OFdFNqVD+GMc0jydxtxfmn3kkaia1wCsQ8nu1o9pGrlyV/yUDTjOxzwcnSTYHxYKBs0RhkpUeMqQReH0NtxUMg9SnN0o+1kWglcck9lBMuWoSBmB0FgkqmkA8HScnl7C4UINuB7gAq0e5NtSfeWS9HEcsHSEub7MITyV0elTXY4ej8fl/jPiwFab0MsWoNdo/ojydhyDAyUQz1398WTAz068FWcQys3OtcnwIczxiC9PNdcKRuViQVjZv91H1I2hnOzkNp6UpmtdPXl/zz/W4bJ0MghjcRqHlEl561M4ocIiurnjWy9Rrhp7inmGAnE0cY6tHpGrWA0wAjWbkbUjmXs7PqmF6BV0eSbydyDyt1hYmlFByOzadJzvqNSEvU7HZSmH8lip2BPsc62QTStS+3H7ZYKjcIyfBnVrRGxI3M5+X28Uvuag+Ma7uCUV647V0j5fRA5xNhUnLPNJBDI7UYIihgiJnxJrU/P/ngYdN93fXavvk1LIssypwhIWKxHNwWm++XYu85KSe4tEmTuF6Jg9MsrKqqqfOKyTTwJY+kk6xZ+a5w0/8TKC5VLMbuIH3bT7pp/onPU30r8lBYezO9emrkzDkTgM99Rp2YL6UwX1N6Lq9j72Pen7C/YKn9eGmK+uW90D24TM5ZZfCAqYR8fgJs0NztcYqxUNrrh153tp4rlMCxVk62RlWNb2Eb0ioFpjzYQfh4pwWTx3LULN9cdxPhmmmBctqTKo1f4SUt4zHwf8+lWo8JP0j2g7py2wUQPs6QZLw5uN8ohLTlfDiCabBqnfeaUp4zBWdx3KXPPLlpnua/uHWp+4yoE4WJF3aTb2f6f8vGI2FSmx4G82jbHIilhdLphS5er68uiV8HdN5e3J8dHZ9f5jnnsQ00WN6a515mFlr6eVEyCJwqE4A3c6mW1hr0XT5iGHhNW1+DTVIuLa62/K4uDff6McwqscCeGd9MQKOIvYIKTVmn7CIizA7abtQ3s/6rozsF8hdkiZNyPR5pfPE5bmOFJO2W2d8aiMWld84rvcxRFy1RvhuICRuy/hrGzymHfMxV3LcCqkYoSTB+6B7ynzA/HD4GNQC+Q2fAHkKsjNn1+zJ6M5e7gBLirnvbkqvXeYxzw4OMlAGysvo4LmjOU3Imniw884zA8HbuyU8thGGbRWAWNW3dELS+U7eTpU9yroH0jupf0fkc5vMT8PdolzNhYn+damMO+IlbTqiEUWCBmtrV128btSb8hnitLWTB9AxPuGedSl3OoAA4uqS9ibHn2oewIFPzSvXfLIk6/p8r8GWJ5KIjSfPP6WS7lpTlqTXutQy30dn5Rv+5ZFdEgevGH6TNmnonHbdFRe4yljoIFJKLOtrkfU84/n1/vK6/1fzs/Lvm0Kv24Skh/ZGIZeSBpHNR7rICifLahPDvEDCLtm90dVwq/2/7GpcDKfHw7EvkiIE+Pb+b1ueqtM4a24iZtM8nsrK3xbGgb4P+vSq6Ppk1KqZ2vj+pmcX0fOb7A0+2EyxFNlPPGxOFI7xRK/HPPgmIm4wlQYUMOb5JORkk2HoHrjsFD+O/GD/3mqi7kA2y7f2Moai7RjPlNUzRRNcVZOMq62rpYt9379aE9vQfh3nJzq+YLt7+WCbWdSrIdQ7TtnxhJwq4AE+zkx1nNirDV3sifZEN82UlJVt69K/r6kEb5TzvY/HF0rh+f8NtnJ/vWTS7e80R3AP4F+iWSJ5a+7TLhkoE1TYh2w+DMQWx5N+YDTlO+IV5mxviIY4beQalcoAsfz7zKtj6ecHyqm5lRVin/v1GRhtA1adgyzKSUPQXWCbtsC7X7Bvgdiyfj+9AjnE75PUFmcBllBk+Wp8u6UB/e+8UG5OhaNnN87Sadi+oghMuW7B6i6P0fRGOGChHQbBN/4I5uyw36YfnrPM3VuV5aHESPDULnBoyISJ4Wacm30rR9Frr0UD2m2DUp3j7QpOd/g1P/0Ugy1LG/h2nkJN/Ymvy45oaWtm2pMVlx5CqnGXjWSRz/XPvkmWb95Kv5NF7jqFP6/KbMiDyxjntxNaJUv+CZHjmXC/U610P1q6XHezfJsf/3enOBoEuKIX1r6HBK6fg62pjAAjhMs/uZ/KtdjFpIbJWHcdHnfffc1mBPTBaKsavC0dtlS6k9yJQ7l7knGj17zXe76BjjOHnBXcemo5RGk2bVRqsyj6nvTr0dhimgoIL6XlqsaP+Yem8Q3v77vg8Euz42vd65hoWu1UTeVaeSznN9WZmJpJs4lGkaPQiiJdlSBej+x7unwiAQ7kYVgHkSxWso6BhGWCpTjLUS+3GBNHoVQZZmbDSh1X49H3eC8qJPg1CVBeBHbIS+k+yQzMnSGChGHPyMhWgB9rUhjve6/j2of39DRbBV22kyceXqIBfmF6OikKhq1YE4fVbiHMBO2vmR3Nn9arlBFulqxdiL8mahbIuq38IMWSDhkcVZAtE82SON+xg0p6JtBikezkm2NkeiAVf7x4cm+cnB89PL48Sq51cRoT/X+kjprdHwStDzDt3S0ueh9mMS8o+JXVxzAfKSjMObUDZVbTsQpjmj+OD7SWEJ3v6wtafgkKPMLTqdlcvupiNKDqFnaZeMc3MsGq+LGlE2rg/KyCdesflWcD/Rntbjz3ck5BeCxhBtxuPH9hL23yyMeNZIkPuX13cIt3AMt7fY3SDgmLBAalYDy/f0kgv+7L/HYmt2ezwJ9o7NAz4K+zTM6q3TwYxSq054L1T2fx9lo45+fCuY7/80q11zkszJqih5wA6RZf6G1hTMrXldWeytX375nJTqhB1BQQYLakCwtS7d+t4337UHOs2y0nZ37tzgaAoA5SzeKmtvdwDsvr9jJaxz+o27z9IY1cGssPC9tu/E5KRwROdKy7fe3bAT8kC+1kOtuzS81Il+3C28ba5eCs42nsg1/RsfZk8t+wlMEsWUZFpe8207RNnv9Mo+2/VRo+FaqxidHxeEMrmVqfitU/DKT24gNmEBepwN5yXiu9tLqDkLFUZKUjkKaKqLf/T5k06eosLV1x5LDoqv69k55x6OM8DRqeQpuUvmK8zJ4XT74eG0vs/n1To/yOCab+5Q+qVhkUyeziiDX9S0rqQOyrDv/asq7SdzyMlvPv2zsP7bAKUHhiVhin4fgMR0jgsHlTdkQAVPSQYgcVPLjjoy06Ylk54rV7vt+QwYEEBWCBS+zVAqGUGXzrz7ZGjb7lqsiqqoUmUagImBpDbnUszWfmr5D+zVUZeer2bilg52FQL94UMfj1WdeAbXOSqwmPHOEUN8RI1gyXRKhi5OdRgf5cGeNOc/PhOvZhYkLDbHH1Wx2nkpJ+edOqYZHdICrIK5TM2c7bfXShVlhSlKKyU217kDvEqA09RdUY40cPgNM8laD8tm7NKqeBJT6HibDVrPqYaNdViQ8EU6rWfms0coPhVLjCxccyNlE9zVt8oaNaFIin5fzvJ3V+1IyvhE6qXJ6lLeNY1lVjGPwFDDIx7jEfshep6xIDnDKTVF2gj1h0NZqxjUDvL6KgM0uUspNgdQ9jB+Y9ONQySJ861ftOptUL8/qm6CzamWT6uUJxWl8CtZv35MU27mmsag1QcKMW4npGIObyYe8bWUqBlwc8pPE/nSWDqwqQE0ggIuxAjwDPv2v6pd6OvAxcnMYYuAfedw3mxZDfFu9P48moyQkpbQL3JOpiBObIzMlHPBTKkPM62RHIXS5BUmSCSTblORobuLmbRQO4/D2hYK9Ca9WkkoCknA2qaRCH98tqOSBA/eaXbMOjqheAzLiiGG/4zNeiuX4LbJ2kmVG1vZEuON9VEpS4wtKXsiPiNWzWLrv5VxAJHlspzSX1fgRnwqIS3DCWoRfRc42BUVgUVOuDemFVB2SE8uie7jOdSRiEKEfzoucNz+XjtNBxDK6gLopHg1bk1rS+zyhcRsrwDNyiKyOl0saNJLXterSf1nPia11G29fxKVmAS2UsnFGU7leI3TKGoMt7b9KT8/QvdPUtavAEVoZTGrJn7+uMMflQhr8QgHj22cI7MgtSffmvPgFYHrzZkS47vBBnvSh6SWW7mH9x4g7+uVqEoG/KxUtnnMCfw7pGLSjvy9Udm02vGJyLm5LNkaHOVb4qh6JYSqb+yaMiru2YybNjVS+As1X794roXLNXakyT+dhfdhXfFc4S/VKO7RJwaEK40q/Vy5c+8UBi4SDUL6NwoDyjCT0uPTPpTkTJ2cph+w4x9GkAd4hzUgaJpUnLo008wuSi0DpohxlPqnsTTXhZuP5ZTOBlV2+6eoBmqf88v54koOKHZUJ7EGJhWSIioRr9eoKOiUh3d2pNhs4gQ7B/Q8FKXfOfeWvwlQO/qbZmmK4enVdQ6TZUv/aK9/GNJfnCeZHuWYsysOG5ztrEGYkwuAap7MPLm+zfJzjOjTaINopHbytBzvX5x8/AZmR7ah3httHNad+28hHeN4g4eLfnNB2DLQUqB89IFpASycm5uOk5Y02C5oEhwo9ViqlJufWz49JSxVInp5x6DjKE8GaQUGjI2jLRpPaBRU0nD1/j6OiVkIQeImthFZjwvQDNvJA2/qzxuKcFheYNCT7n0ES+UpKQ/XeTLw09LveJPzCUpx1vQqbChFsCqFHMW/iN9oQnN1c8FczMa8A+vY2RJwV+mMaEvlfJOmKTOfzUstyVtcJLM3LHq/JzF4ow7KYFjgK4DzzuxzZVBlnVTmU+cR63baltCG1gXEVV1WfDcxKAyOogE7fHL1Hx/HnMCYhCBWyDvrIUH06+KTZqnrnGtans/MP51cH39n0lGm6a8vzAGj/UDYJ8LUhiuaN1UO6P5uxH9GMKUfl5O+xZ0fiGsCkugTwteZtp/nZJUZu5086cdUg2HkkS0ebIK5l55SXR+/3yrsiHFWz0Ok+s/bX5G+NqEnXW0atNmeKsGd/7SV/+1f6rxj6VOZOPng2dKVeBDKA/z24QdqpPqfRnoRpuwe+P6YxW4GUbvN1X4dng/XjGKyLy/P9gyPlFN9tZqc2tEqX1Z5OVaRIoU/TTo2HKeNLE9AWE4pG+G4tKzVDoyjxfUtHYKOqdAZ4uEb0VZkoaXncftNOKc9x1z0LexeCXCUXP6IZWgnXH838LEXGfUt87YbP5uZHMzfPpoabGmliNjEvtwCXMmB821VsqqeYTHZXHhhYayvJcBVraVD0bGyW6DGkP8JGkq7q1joWRwL3h9tQEuhZhpH1rE7Z7tno/HAxznuaZmwz03PJixLFfwQzhD5X2FnXGAl0KtNRKKrQZgnL5Iw9JWF+OqunzAvSVpUK7rNErqv0VVWGQPPm6NkQLdFsghBP2ho1IHw2SQtoWc8uNRs/G6cfzjgdHF9/fA6LGvaIlPkSOs3Rh2xKyY0wDPG8XeKYVKZ4DE06A6Z17JBqKtqcHXpeg1vPGh0A3Z60MZoB+GyL5rGynilqtH22RD+kJXqOle61TZsHTDPEgnlK6JiHTUN56bwuoDIfOq1hrFyTbxU9x0wbW6mnHzfNQflsrzpRs77Reo6hvr/lEndRIxDjMAgJro1UdVV4zohUNGw+FsZPtl48HVd1mHvT6NO0S1Xr+lmj3WGz+EDVcPZQTCSiAxy9nN1Ga/xeRElpfiq7N8sZ4MvsZjM12VZ6y2RJEFekWqObdxV33wYR83B0BfFLeY0aNHTzxwgn2buMnuLEY3dXL6+EpgPeFZolY5eU4CQnN/gtFbbUPiHHP6PTYJ//78jS9aPsNjSvjl/tn2rRp9Hb6JIeWZEmbtGxzHtz0OpNNVftm30VeZ6GkUk0BznUUpGuurbpeaqu9dXZ3WicTg6KlE9octDwg4j+GkzDGE9e4oyWN5ErFU40hBN+j46/R4mGClLq81Lr7ILICy2sHYgi7UcxzC/jWWKof8W9iWx+xARBlxGLF8cR78QoPeGIZL1rDYm/EE+Ex2+YItoYf5dkWYnWLtATVFqezg+VDzPpf5CkrgjRHiIrH3fPeiSofM2G8pZnMtylk79rx7cs9F+7lmdc3ngfXNUz/h75P//9M3n9Lvf19+FxOA4/Xh3bx6Oz9DSOxr/8fHP3cbpvedN/TD/qbv7LB210agx1op+GwT92z1/Rd5OXxd/TT7eXt2fh9Uv0yjjcl0g/AeEBambZRWm3H4pDwq9551Wqvp0eUL1XZDzh169FEfpfuEGRTJh/uAlzCjYtlxd+5dei0Mt6v/XEP9xO/dYDe4DG1IN+wHtBOOggwy3v0qIF/P6MU963J53LTA7JL5PmJa25dIUkZSXFmgLGr5hyZbIJMwjjTmBIntUNVOtB8lIn+4NByq9nv2EiwRigx9NJlnT3jlhWtavzOlIPnnZMWXyNjq7IDR3hbkCXiYewYkJDXjTnzNKDG0qGrMjBlchp+nLSZGUZwVwKX7Qqcq5dFUna/HipXMp5z88F3iCYPcLwDtgtZ2k3bKTIcgY260IQQTJj+agnCcNbefTzfhLOf6NqKNshPF4icCztwJlvFNifeMP+Z2dQ9HdJxAo/AN893y3LgPK5dXTTottsot0MPDIw7+a69fiMC5mnOXlPb0ICFqOWjs/ygZCQSkDKZ9n/VSrjpyJkf46EgP5UEytPZkauJmElx69S4TT5m/NFk4HPv5qSZeqh2lbxMYRFlpk1Mh6ngSsiJ8HzryDVRLp2rVl7mrqnWbtG3/lFom4OEilH3V8F0Za4uWK8Rs8JG8hwov4yNChZew458GK0ZFD/kOWHMQaWa3YYQmDHcxPeTbpZTSggntkOlJnPcj/GpZG4YUkCYsR1ZQlDLx/RP/VGk1K/9MDLZymt1WUpsIV3U3ivWHo+BjfnFMcFljFoxQF+maPhwg9eQnx2U6S0LKgUC1XM4Un84P9yYbl/2pMqlf/9Z8IKCAMm/Jn4489V6pOf9upcLdx1ClLwxw5FkCY0eJk7scZJPuKZpnbha7Ny1S9q9pNZT+bLWdfvfVDQI5jz0gY80S3P+Fp4AsEvlsWI0ivnjH6xQpevEgWe/6bSgIeiWjE4kWXIWbMSSbgVgYDpZRHyePQMf27p1My7pAdzjlowvbkdvxOO2un5G1999w79cuabVpZ51HPzy8ndZeFWjDrnqDmE2EQ3HEQ9w0amiylyPU1FgW6Ypm3pWmDJcoHJ+cYabk559jo8TX6Pimf+oaXLGbg3HyMxk5cHN86rD0e3jOn9OPtPwV6/OkDTY9V6K9MFZu+Pz4R9AbY97VBdJDnOzuj4EEKXlwwitc4mgGvewOMNrvBn6oP8ZHP4voaYCpRX1+QJw5iyu+w/3uCuQ7uDEm7S+b3e/vh+khwfwn/k5DWV6yu9b0h0ayIKqM13D8LVAWJJHo7CKV1ivkGHL5ivBMHTJWYxORDc+nCFfrCJFiXa+t78Uj3MK0VcUj9MIQo+aJn1oztCkyoC3enJquCVl4w8xoagHv8C/hrBUfSXcrkCcdXyl+VVxf8yPw5OEhbGOc8SIxcbBSNXefNuKrMksDsnaVqfmJ6DHRRYNkGmh3WEg0BFvtPHvm0QT/fU0jR1sBoIojtN4vz2c2ZMO3gN3M4sO09DME1Xwj/N8QBQEhVZhZIFlP7WHuW3skGQiZel4ivj3N0RHrIIe/JVh0LufAgWIqldOG+54ffuN/wNOTqkAS6i/A0Irlgp7pUrWWDrPsnOn+Av2QPMpPhXmKCfNL0XxmEONhzJxyiHYDpD8q2r9rIbNkYxy9EIA+VEraXKZxIauhdm/iTGo5BAgCV8J/5EDMUlIh7UzXg6NojUI/Evz5Lol58sW8gPRyLZ+E93US8TWYKqB6Hguh64OznHPioA6p+GIwlfSiFEyjNgUcRTbiFunn9qRfI+zcJBvJmF4u+KsAo7F9y2r6IeS2UEkF0K0GcL8GUiOwE4TE2sMTWVpJTWUs1Xfg0bi3zP3F8An1Tgp6JSKd5N/Rr7KZNrQAAMgFdgALVSUeVU34LX1YGthjMW8gVNEJIlmhc0/bHmxK/g2zy3Wtuiz61sXJyciXADxvNnclluXfie0PsztZ9rHENioXxZ1HZwcHzF/QrpSfTkwuYSJczbNm1Kd8syyT+pwzeB5aMM+HchoMQjf5eKN7stBSJ9zM8hqBehLffqvZQyDVOYvUrxoHpXoyvMLmbNGqzAuZyb6Bn0hGTwu4uThQ/a7NREz9JuJQlkb2CFD9TjTuNsSVZ4sbP0gkEBrNl4KBJCzZRVtej28uvWYc5GefJRv9Q+Xu+rHz84U0+/m55Oz4b48OwOX4t1mJM33uEEIrV3H3/eH1z1X/39NXp//o8ZJMtjjBVszR37SodyR7/cauDpVvmmTmPis2gCJA6G5WXJW1lOSy32DpQYbz8clRUkUixHCeWKQOUjS5/prBh5VDhj9fL2cv95ln52FOZVyjz5VT5ytdbIn0sVJD4Mr3S1VD3lfC5YNBlIg1nlpYSXp5MTJpe3L0TkV77in5eA1Gv3v8S4TnR3hSMWKyEv6QouRVkwcgbIRQSa50ZsOtXdZYY4ZcxLMvnFC2UUQkyLZ31e1oDUXd4yX0kYmfL05kpUeLIPa/YpEVrdYsdTfmAG7E+KS911Wi6/5gujH9wQed3ghSL3LClPz5dO6SAqM2HjdCgykGOFDVMqM11FYVkMUInYEEfhrEb9brnVlTcmzW1DystdT+JQZvcsEh9YqG5Q5TxsAJ2KdSOaHsc8GG7DfMjL39Y57KRVLNkGrAFPfAeG+g0r0ll+yddiy2CisHwMKJPHWQc0PxR+Jneg6pYXzAtpOgUWwJmckhgfNMo1O53IPeEG4LLxDG6Z9XOOaTqacaYDf6rx2SEud8/nUgxyt6sLCx8a6R9D+Z7cytypNMu6epzG4ULbCs+HjGZnLN8n3MmWS3cvpUs9412RBBKPCVZ4bnReFTHJi1uq1N51qEhvWqws0ajueQ1ICaRRCPDdjC/kxbrxDc4zcCRnM+MP9qVnGbOKZbNXIMH+Kcyt9C7OAAjmx4DpKbzmWSqnEw7D3n/LjpII9/USQlxU1V5lXylX4NaPWepfM3Z1AxFIYwzJr+EYx1gJUjzF8qja1JvkyrA8AZAPsdjyCSJ6F5YFhLjBqLyF04Lvv0ehUG9CSY1ZIvyjpkr0CxxVOycywG3Uw9mhhAmkJSwpxN7kl2qXq5Fzsd6lFrMAHqx3+JrbWmKH6boMSmfWtDIpawSnw6/1scSea21J1fJ/qOM/1f+EyQryuo9lUnjqqsiwDQ+Zdt9CnmGbyCAG6duBb3u6U5+/OcWJ3MoUvyrn7eUvdYNGSmRVtTzVIj5SdQcjU9Ns5PqBgahNqWHCiz52munK26OJXMbtR9UOpfeL+TPwXpFWK+Q0zeutVsFqJ9cX4gXh29/lQ3v3zeHyBVED6eq1Zu6Zxp5EUV7hx3MCSnSXINsJLGSarok8i+rIsalPiGf4ekCkZgTmqUD4tRNY5ey1Ijb4NU36TtXs+MNZmZRZNstlh3K8qXmH8gYGcPo6xf5abT2+hLbOwJwLwecr0qoYBS//N9vSXmsI3mUShMMqY+tNOLiJ4P/ztbrLzPTc3wb/BMSrwm69S8/Xsl438S6lXGxxtzh0/+cuDjX6vqprJoRqhtlHJjUJUNUMkK+ZfuCoju27aheHytFaHCofVUTfB3dJ+Xl7vKk5fLHe6M/zpkMcqtmGj4gBHGny/OKOTkyke55pu4GrYmcVb0owldODkivVJlfu/7wpV4qfGMZEd/cx5VzTlTzZaPtAlmyOsDlHNmHdGkMeHnUxZD/w+oHta8j3PIJMxwGV6VAMDOlYNjUczfK9LoaUo7UYUj6qDwjJY3lcGW2LK/vwf9equ2fo81xpEhu7YDWQp3rAlRgEzOn7OqKeZdi24xOQrxVc2YC1Zk2ZsblizSUtNlSg6yjOtRTmVyjKByrI7fHhAXpz2cWJNtFcA2w/sjTQiqZhBwh7poFsy/TdPrVVze803tV4LV6sHs5RuHq8DW60xIYmGG9rnhtdSkxHU33kujZwo2boyMOOiXybeP2+qzquZ93PjRzW0nwbc4pySYsNuLF07Qi6Se9jyrmmK3mz0faBLNocYXNObcL6RZaeOm3k6JaM5lp6gC3bRdgEB9G0NRV5AaZgiMG1shzfVGknozWx/kYc8Vtgu+4mXYSdvQ2z8u+yLNXssJwBhpaCw4ccVwsAUPBpcd/uI6NvgG5WfYv2vfsAvYiKAXj06wC82LQL8MVW8xP499Y0xcsuPeEbuq45rgPhAoQQJqUmcqhOUWC6hudQx8Se3aknXi5qiZdLZvm/21ISNtLNa62/pznzSqLv+S51sY18vW+Ak09d5Nl9DVmGRVRHhxiA4PWUxP/OnPxlWqLV5GFqAiVRkW2gK+r26yoM0eHrtYYc5qtUhwR9ewZv//TyYxcne7Zj26qtIgJMy70WA3mu7SDdck0wE33PJaSTk6sB28xcPa1Y5ACPZHHb7UWr2h4ErPO+l6aqOnYBdu6AmbofIK8PU/GxB+G8o1FdsuUSRhZQluxp9lS7ycEL7zYLDYCaNQpWRwaNlvcFBmXTh8cF1QAPCgsqQJcat75tGD42wIE3AszPkegIYzBzFnao5waW4/XdLp6SKlypeabFWvMv60yGc8+/mSXYf90lP45meKrvgeIkGCyBAzzoamAfCVGJGdguCYjeGUy/XgymX7eC6Y+vzzcTnP8V1f2Ozy+V1/snJ0eleC5KkobA21DBb9T3zP6e3t/VrH5LmixdMyD0ckHcfAukKXDA5vsOUh3Cq4paDvgsq+JrgFwGKJrTK+vaV1PkoXfjVUuWtqfsOpc9MAXfNwgIcm3cR6YKSs5RbYo8quuEmgBRv9u3X1z2OGgtexywlEURGDl+7GJbuk4Huy2OKi4YbRdcd2wSFVGMwWiDK4IwOCOI6JrpGI6vmnIfYpmua0I7iyNbZGq3ecCCCKgIOQQiNVLu1X7zPdbQgs0uX6UNWwM9VCu2JrA1bn7dGamatueZjk5QXwM7Z+oUIlVCQfmonuPZ2O67ltHFza8X49TXrSj19aVjb4WJdRGeWjw8tfQ9S9117RYfE80wLPCWUd+xKPAxmAow3j6yA9/SSd/SbbxqFY/DWZplvae2VpbnX30jLVOS+01nhOCA0wHRgIM8E6wB2AULtE3fRMQjpmGqhBBH69Q2rVHbWqf1al6e3/BTSuLAydbCBtW91tQ9c0EDqQ72bZ32EYXAFZkGqCHsO33kB7oWqEQ3vcBeQwPVEJdayJgj48p2G+ijSi5vWhhaoY46O6zURgs9HqiMFsfZXBctQr89lj+/PD852e9cObO8wHc1HwU6Bg+ceB7yfI8gwzFMz1RV09VxJ7/Phmwz++z5PN9cUR/HW+FyC2lcS3Eu190FLg9sahIKwbFlwYxs30eeEfD1adWlffD6vL6/Bpev5u2v4+isxsQa3Fw3XouTReuv5GI5xsM5WEK8NMzwAs20KdGRTQwXmX3iIay5GLm6A9Yk0FSqkVVhxjw7dYYb843mw475999uIapEyvVV554ecVxX59vMZgC4wFSDUJgv06lW31ENU7c0Z5W5kaN2mhv5ap6tr6+Ut/xS8rasjQnRxbVmd8ghENZycF9HVAvA2nj9PsI2MUEYdYdil1CPruPvVpvRV/wCQnaPWC5v/AApzTM0rFG1hqA2268lq1WHrxTXepiHS2wN+va83+sudieODT6ig5FBbROZgQMxkO0CD/kehHMGDsAh7vR+rxe93+uW93u9xPs9Ozo8+Mqomy/EGnz9yjT2NHNXVqqYucN94ni67SLL4osmxCIIA4tDoE5Ml18WABO6yh0GwMvI2u6pTssdnnv1bdzhN8ev35zsnx0edYcrpguhqUOQrVoqCHEQIFfrG8hSVV/zXL9v4053uD1qW0O3Xs0KWwCvYnEUdDseQukHG3u6s6ebu/25tRJdNe0ADA7E4PwmR2CB/en3IagxMfj4mmuY1FtBthm4ZcCi9lSjSbzuBgsk7F6HC3zN1YiKHLGv3vctgBJj5PQhEvEdeGd1G8jZN5ds2XS26JjTd9igeXN88q5zvYdqtqYGro1on5tE4mnI8UFbYNtyA0p1r2873SxXDjjHbeXTeL4W7nZOFWgWP4dlLcRanq/b4OWoiNigG0yqwSwcyuejG46n+aaureYvXlRJ2i91bpVn4d0Gtq0ujLvKoNWNVloxWTDqYaZL9t3cXknItqb7uBo6uHx3fHV0qVlqZ3ikYqo7bh8FLrhmZhDYyCMQPLsgiLqvUt+zgi5mXBy5xZWLryvCn4AAKgdpEWZb0oRiRUDTOZcaC1yq9/2A+hAcERfCJFPvw/T4TyPQVY86rmnK9F1LuLQJrKJb6uxAgd5k2FXNNuBdrpsQaaBmBQvPt13Jyc3GD2To1hCb83UL3K2x92mY4rBzG5yC4VbBqqsuP/LUN4HsDgEjb1mqY7mW4RC/i6vrAVvMXD+t2KJ+sL3NQ3UPYow55rWNwNID3UcgiVw21QB5ARhzzzfcPhiKPpVLqUuYV0BZG+f2GdeFdxuw6aie/Qr+rButZEzR6oEcKftuzooSsq3x4EXn7puv97GmqgT1bb4y4wOVHeqb/NAW1izdU12/c9XpYnH37aK1+3aRhkVWnTPZopXvc09y8exgn+oQyFIPuQG4nKam6WAZsIV8qluObviaZq46rdWCttaKqtlkxaVtNmDJhI+BZAKx+zhzvu1KBm02fiCftobYnF1b4G6Pa+sqOAsBkWUbqkV0ZNgaBW+uryOPYoI0rGHP87GvWZ2qczZim3vrx/FCAZ7t7yALXuYnD/tdZzFU8E0DHySRx7Cmbnnwl+Mh1dGIgR3b0E26kpd5Er96yaXtASy+3Ih7qzI8q/m2anUPx/JmD+ZV0fkhXCqAWxrxmbRv22YAIZ7Gz6VhywGNQnxErb5GdMt3bWJ2clU96TZX1Y/b1Glm0zM1ooFrayAXQnxk2laAHCvwET8rQPqepRLPWf7JVvHcjm+33s+xSP1qe8FkIwN/52EpNaDEtvrIBiuDTMfi23t9FVHqug7GluE7ePlc62E75lm/i5eUMtm+EFv8GIhmiwNV4ND3dx2jLcc0CLANzh3hq1KmZUDk6akO6hM70FzbNcjKXb6SSDIN7kppXmiysUzPUvTeL9mztmvIt2z8VVJeDvFQWS/BXSrxGiE+xJXgL+jcjngqSJ5PXUSBQnq/b5k67a8Qv1U8qSwyZfP5FqXusHON1w2o4XgY9XXXQSY4RRBcWJQfaPeJSlxq+51LhnK09nwOO0SrKsTwrcxjn4fK+kK0odmgoalBIcaAkMOE8AJhzbCQhcEJDPqeAxHH/WLFk9yulqr5FpsLVVWYYQ2ZqpquI1K87ddJlBjhwQIlYF0qT7pvm55tgutt6xDSqo6PXAe8F4v0A88MTEOl7gp5OigR0SVO1bsOUjYNqhU4jomJAxwU8JMjqoawzq9EadjULFW1ze4T902632dVFxp1sde3sK+vOu9/mcR2VQ80lw3oNvt+AF6LCf9xQIP5GnjI3evUcrT2/F4tkfRvaUmlvIutHV1bWF3wqdPXwSVzKeaXFXVxNNlE/NKbYWluv0/JmvK+hi3tbvcw2d/IqrY7rKsHtmFfG+N8lU64z9K6gWqrGvhMvq/ztQZXB8WtYb7GaVs2takW+PfJ5Upz226xlAGaugJr4GpjD7SVZ3KHlNrIs0F8tEBXHYcGRmA6a8G0nsZYbLqcTb+B9rjsPHkEPirEOQE//KGCB6TxrIWm5SID94mp8v1GtXNp/XLx0NHl/nuzlT28/L2dxR++/mjvWYsHHFQb+1jrg4ZXMXgEDmgIXQe/B/7bB9tDLbLK0eZAzq7WtJSCeLXp8d0UfzbvE/qqzUo5540eKNqi6+bSLMDa2uLNu4MudrOswPaoYyGbqvzoAT/oFjgmBL2+50Ew3A/0zoO3crQWu8lHFR3fpR6Ot71lYwk/1N7TFy6Iag4YXctRkWO6NoR3vgb21nRRQG2CTexYqrdqY7EFbc1+7Q3Gdweb8l7BR113b2ah8UpubLV+IFu2x9icP9sQb41RP3bqRdXFNgTtGBGDn5vyIdoAI2Eg6pkW8TzDMrvvO3xc1IsfW+cwP+I0zLa9LaMuZHkwNM0Ck6oiQviauOvb/JQxWDnLM1RNdw3N1lYwqICydILMuWNeC+82YNFJPfsVrFk3WsmSotUDWVH23ZwFJWRLnRysY+p4EHLwG3XyGK8rPB0Vm5ZmGBD/dK5wSYwuOS0y/7JNou9wRuR159VHSyWGa4PfZLsQjpuuSZHjic0jQiwaaDru3r18vXjv8fXH9hUK5dvIyOLpEFMNdGzbyKcmKHFKwInogyfRB69BNVV+1d9feYdCmRMFs32PYvH1BpIySNFawtJst1JeqoYPFJm6++ZSU4O4PZ3deWvEIq5h8AzcfgCBBngTFvJcnS8AUFDgwJSg9TrFb/G2yMeXi6K21Rtq/JIa50rDWHQtsG5j10Suyu9EatDU9VwCDrrpuH0IoryV+XkasK7U3wstNtXi611Om2t6v0b/qutozREeqN23fQEtpnc5kOr/2/pJu4WBv+uJO36qs89vwM5xL+FBF+lriDguhGMev7nlERXUcKA5mqubtoHvPXEnHWK788Rd+11Mx7OsG2sc6jRtr+/zDEOOTQy+B0VAzHSKsIE1xwh8MAnm1x5rVF4evW8uM9i+1fctI0COzi98gSpC2ME2sojp4b5jY3XZQVI+mOm87zhA2njT/jZ/uD3TX/HYdvVte9Tvq3flKRJ1T9cX7+V5faphULSqz+8pYZiNavGtCMM2dFW1aF/dSO/acxmolrdYwcUPIaMgfxHlssLIDMQkQhcnMsfwgKd5ryuaMv5LIp5nJK6eJyzKZBrZuspInbI5FkmFX4nUp+IjZ/hM0DYsy0lHIZl6MrOtnOJAjH0Maj2WKTp3EDTOhkxkuDXJlMVMJr0Vvfqy2FMWzvf63/t70ZTIZNi/8mKXnPlEJVYU/5cA5b9EudVdPtgL/uAF/0tWBpV6v8wD2jGA8v/ECPDPv2VlznAky7yIxKKTkcdETs6ywKh0y1kjV/nyj64AB0eUV3YrK9HlmP/wxY+eQKPMBJxm+SHmMGuiPugkq2kvNCCnjD8NaYQlYuVPLAGl4pLmmJe1EX9JjKZMnv8i0zFOc/kmCSVNy58Z83jK9X+XQpvte146+9pu+aldOfpuY+jdcmDZRL6CwXZnQ4ksqmIsgbkLcQ7qQ16PgYVfcDAVL8XjK7bzb1n8L85v5qef5RMypZJrBEsXcj9phNOp3EMYjkOgZ6PJCN9KKHnaadkmCpPyryykadJsPYZxsuaDROYZxhzraRwOZf8sZwmWYUVa8FezDh1ozMoNsSIvYS0BbYNXQlaCVQLTBKH8dPlV+a0ZpkCHhGV52QWMxTKFMwBAB6yEQaY14ujKy9cACq5RRcrPJfIPgaiyHceRZIDywTyOcBNJuMJS2fj742f/dFYt8qLxd6kUJI8J6zKB/6HTU+QL0h6K45XKKfxP4W+EoRFG+s3eSCRtv65/7UnjFsx1UeqmrzrflN1OZy/5z4/i3Gz92S+yoKWokCCLN56EnqRuj+Zkt1HYT9R2nf2s/6yK6tXr8Prurfjywwbgl4argoRrj+DhjH4FAO3u2saf92nCqyrGoByyrwBjfhhVZJKxBDiC28pqC1V6aZ5wuuSwOpX0GfVJdaFuLsN0kZEzFovCAZ+lxwM/eZkd+VukIMf+Cc1EiYCD6STHt8qIZyoX2Z3TEF9Foc9Ll93VhXJH+E75zH8AFOLfL7ztfwqWy0IDx1WKc6okKR7LhOQACC9/FmDCPZD0A06B/XJeqjf038V5KCyk+KUU/GdrbO61nUBYluV1CZMzfBuHMmV7NsUKmHasZCJFumKoCigHRf5gXtVsWJYJb4y7BKi3oxNe6ECk/z9VxN8tcGYoFr5me8o+4xpSfotQhUyGUaFUPil8EGYAThuNJlcs8stTxPKBkvEnXEfJ5OT0KB6EMT2flV06T/gXsjCqlOIigURt6lnSePGugl0ByoWjQtaH8OUEqT/Ji9sStiaf7Dd4hKc8uGYHvExxkZIbkBzpIY6rbOswa2WKh0Ui1GQzbXq7pPEhvFEqT0oBF7XNQ59DOt6PBOTjiTQJ3J5EyjibTrJ8KGzNTbWguTNb5kxonkon60L+VbnkITlPj9KUpXVx+XOWZC8A1SOa8wpEyhgEURnziu8KvwszBpKxIvLjfxW6qrm5UpZNVyasSJWU/qcALtyVJdRlZYDrVIqFz7Jc1gRIJMuLOoK7Mpv9GZOFMQQZX6Z4KMsxSPSN4UeV0l4atc9cEF6lbCRE47Cs4H7usXHpaU155n/mA97n2CCM12ADcJtLNpCUfVVXW975UJJUOs6crqJEVcZq2MDzJLyGLJOIfVnkuYyxrpKyr1fcKuDgsTHokV2lNZ8VU1HuKTKp8sRae6a762r9X1ZILyg4Wio62pZWceF4DWkVenSns+L3ziWfom98ODs+EmrFU958fHl5fCi/BCGZrJEh/5ILDqUq+QXnwMypP3MuYALvMl4Uryz/XQdOO/+VVWS9ZoMBaIIc/mBcK8gMkPyZcnS9r1RPl6Pj6C4JU4nM6s9FItbScc0g4hxjWUzBl3FAMWCC4Udh5Ne7CTun8Eu5qSWwLW1XhVcXPvhAFZxSZcxSXs9CyTlH3SkgfJkSZlkBbzMQRxbzfyG0E+UKd5WLiIKaAYELUprdQHMwJhBrKsBVCksByImCBziMFV7NWAYO3JLxqh4NSzZXzGPGCgcMdJAohFwZz8aTRTO6r2mTE4Z9nkpexmGaqWFfCAXtlkBhKQG+RUtJIiYV6C94NIzD2xXEexeXS5ySgM2f0OmIL6Eoh1U5pJ0Owh5SWU65XAY5mIXFEEgCtsuYlImaIjke7irnfq14pd2UbTNQq7FEpiiDk7WEfaYz+hwjty0F+UrUnpLLAItKsqDRAZU6/83ETxkwUus4DGBmqYCMSmrPkZlW3TnPN4bCQMVS1YGOwRGvVSMRe8HP18RlKR08U3myYk3eqC1zHgQz82TqpeaYlpBeAXmE1v0oXSH+j3zDiwW+x3nnVBR6t/vn2MuSv7zfv54f6YxJZbaUf0ultpJ/y0s4fKb8ttJxM89vkoYx96uAmfxzuYI2EdLMuZspcw5PlCfS9vu8DBBHTslSJFSmheSYCQkxSGsE9kwJFToKM8DpwTm3qI6uTIEFyhWGiTId8dI8oKmV6YD5nAmnClhm5pfOmod5yZtSQQs3qlkHSXIkvBgrl2yasLRs6E8heC2U/3539D88RUO/x/e9d5UzoCweigCWNoGlc8CWbF5DPE5KcMfcx2RZyfjcNRhj8S2YLrvFU78A3YSnShjDB8h0EvOKS8p/g1zxBTBu9HFaxPCI8zn4sy+UGJfiUJZ/4hhIC3JTgIuS47ga9oVCwipEFm1ACYKFxeTmBfhdYQxtI04ueDEBAPFstBfgAZPS0jafipU4TqW6cVo5I2Ge7P7PrvILODp4LD+3grJhg7K8eYpva3MqeUT6biG54cp7Av9UmyvVBxlfMBJvxCJhS0dwxcT8kgA4l3OvijX5k5GSAEI5CaXzX76YlIgrv7CrNEw+U2ZLXNyngc+2vAAOB/MB5mEBc0wp9wlA7xcLYAPELMAxbz9V6DBLIoZzXodpT+FVj+synbuVSOeMDJfqslK9CAEct5VL7ciMaFzXGz2c/foi//f/A2MClk2ojAEA
O SERWISIE DOBRYCH CEN Serwis Dobrych Cen to oferta usług w rozsądnych cenach. Sprawdź i skorzystaj z usług dla modeli AYGO, Yaris, Auris, Corolla, Avensis, Toyota C‑HR, RAV4, Prius, Land Cruiser, Hilux oraz PROACE.
USŁUGI SERWISU DOBRYCH CEN
Korzyści programu
Najpopularniejsze usługi mechaniczne dla samochodów Toyota po gwarancji
<p>W programie Serwis Dobrych Cen znajdują się wyselekcjonowane usługi serwisowe (zawierające cenę części oraz koszt jej wymiany), które są szczególnie istotne z punktu widzenia eksploatacji samochodów nieobjętych już 3-letnią gwarancją fabryczną.</p>
Przejrzyste ceny, bez ukrytych kosztów
<p>W programie Serwis Dobrych Cen dokładnie wiesz, ile i za co zapłacisz. Aktualne, rozsądne ceny usług dla Twojego auta są opublikowanie w tzw. kalkulatorze SDC. Każda z podanych cen stanowi sumaryczną wartość (brutto) użytych części i robocizny.</p>
Prosta, przyjazna obsługa
<p>Możesz szybko sprawdzić, ile zapłacisz za wybrane usługi w przypadku Twojego modelu u dowolnego Dilera Toyoty. Skorzystaj z zakładki kalkulator i przekonaj się, że Serwis Dobrych Cen oferuje bardzo rozsądne ceny. Po sprawdzeniu, ile wynoszą ceny usług dla Twojego samochodu, możesz błyskawicznie skontaktować się z wybranym Dilerem Toyoty i zarezerwować wizytę telefonicznie lub e-mailem.</p>
Usługi serwisowe wykonywane z zachowaniem standardów jakościowych Toyoty
<p>Twoim samochodem zajmą się przeszkoleni mechanicy Toyoty, posiadający pełną wiedzę techniczną o Twoim pojeździe. Każda z usług wykonywana będzie w sposób zgodny z procedurą producenta.</p>
<p> </p>
Tylko oryginalne produkty marki Toyota
<p>W programie Serwis Dobrych Cen stosowane są wyłącznie oryginalne części zamienne Toyoty – sygnowane logo marki, objęte gwarancją producenta.</p>
Kontakt Zapraszamy Państwa do kontaktu z wybranym Autoryzowanym Dilerem Toyoty Autoryzowany Diler Toyoty pozostaje do dyspozycji, oferując:
Opony i kompletne koła
Przechowanie kół/opon
Przeglądy okresowe
Nową ochronę gwarancyjną w programie Gwarancja Toyota Relax
Sprzedaż i montaż akcesoriów
Obsługi i naprawy mechaniczne
Naprawy blacharsko‑lakiernicze
Sprzedaż ubezpieczeń komunikacyjnych
Inne zlecone prace