东莞配眼镜推荐:眼镜市场的价格真相与省钱门道
东莞配眼镜推荐:眼镜市场的价格真相与省钱门道
EDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDV1aP/AIqLRz6Z/lVJo86jrZ9U/oa07qSG713SZIJFkjIOGU5zVYR5vtd/3f6GvJPVMRUxYaMPSQH9ahuo8W2q/wDXUVfSP/RdF/3/AOtQXSYs9Xb0lWmMzL4Ylu/+vZRVSeP/AFmMBREhIx1yK0tQj/e3n/XutVbhf3c//XBKBGZK2/UgfRcfpViVfmPt5f8AOmXYC6qABgFB/IVLIckn/rmP51PUroVAPmH/AAH+ZqNx8uPxqfGGQeuP5mmMM/QChgirJlZCR61dsbowzBh91uoqrIMsx+tJb8TH6UwOuicOoYdDzVHU4CHEyrweD9ai0q6+cwuf92tV0EsTIc8jFG6FszHjO5aeBkYNUpoGjnYBiMHtxT44Q3WRvzrOxoXUHyAelOjOGI/Gqq2oP/LST8Gp/khBty5yepbmgZcVucU8cg1VFqD0d/zpfsv/AE0k/wC+qAJ5B8o9jmpkOUH0qj9mC/Nvc455NOW23qW8xxk9AcUrAXG+7SR9KqfZB/z0k/76oW0VlyJJB/wKiwXJl+9U6nis824OF3vx3BxT/sgX/lrJ/wB9UWC5cUfNmmXJwgHqcVXFqD/y0k/OlFqofbvc5GMlulIZbjGFAPanYwfrVQWC/wDPST/vo0o06P8Avy/990wLo6VAhDSlsj0qCaxjSMktIT2+c0fYkcgsXBxjg4FIC4SFGKjJX1qsbCPH3pf++6pam1vYWjyGRtw4Az3ppXdkDdldlPWHOqalDp0Ryg+aZh2FbKIsUSogAVRgAdqyNJ03Za+dOzefL8zYPQdhV82yAfff86qo1pFdCIL7T6jrtwtrKf8AZpsERupckZRTzVO6iBDIhbpyc5rfgiWJAqjAFEY3Q5Ssx6rjpVCIf8T2X3jrSAqgnGtyf9c/8KszNDFOAoqtd3Yt1wuC56D0oBGVHObfUJXAySpA/OprO3kl1h5Jwf8AUgnP+9W9o/hh7lUnkUl3+YZ4ArdbwokyYll2kjnYvNYqTeyLk0t2YSgYABH0BpwFbUHhG1idtlxMHHqAabc+H5oQTC4lHoeDVxempDavoZaiplTNNVCrlWBDDqD1FWUXihsDjdN1KbS7yOeIbthzsY8V1mlX8OojVZ0+UyIG2E8jg1V1rwz+9Zo08mYHlSMBv/r1zJWeynI+eOReDjimmVZPVHUiI+Roi+kg/rVe6izY6yP+my03S9ZS7n023mURvDL9/Pykf0q9eRY0/WeOTMv9Kq5NtTI1CPFxfj0tkP8AKqVwn7q4/wCuEdbOpQ/6RqPH/Lqn8xWdeRbIrvjpbRn+VMRi3oxq3/AB/IVJIvOcZA24Hue9N1Bcaxt/2P6CrDL1HqYv5Gl1K6FEjDoM5I2j9TUZHymrZTG0gZxgj3OTVVlKYB6c5x9KTBETjlvxqOIZlb6GppBy31NMhH7xvoaBoSCZo2DD7y9K6iyuFuIFcHnHIrkyCvNaGk3n2eby2J2N+hpoTNPVbcnEygc8NWcjKpzkfnW66rNEyN0YVzzxiKdo2HTrSkhxZfhkj8xd7gLnk1oapBYwhTZXYmBGTu4INYiLGT9xfyqYQx44Rc/SlfSw7a3LUcq7Rlh+dP8ANTj5l/OqaIhZgUBPqRUvlRbfuL+VTYq5PvQhhuXn3oilUKRkD6mofKi4OxfyoWOMsdyKfqKALPmpj7y/nTUmjCH516+tRrDGc/Iv5U/yYsf6tPyoAYsqBslh+dOM6H+NfzqZbFQMMEOOxFNNvEP+Waf980NWEmmNSWIHO9fzpVlTeSXUDtz1pPIiAyY0/KiCFHiBaNT6ZHSkUTx3MAceZKu3POGGcVNc3dh5v+iyny8fxHk1CIYx0jX8qGijVSTGnH+yKL9BW1IZbmJ5VzIoQdyeM1Iby27Sr+dRIinOVHXPSn+Ug/hX8qBg13Dj/WCuLv4JtQ1x1jlBiDDkngYxmui1a4W1twI1BmkO1FHc020sUs4YkIDOdxZsdTxWtOXIuYyqR53ykyTRKuPMHFNluk2HY2T7U+Ty1X7q0xLYSRSysvAUkD8KySuaXsTC3C2Mr9WZM5rUWqeP+JZn/pl/SryjitVojJ6sUVQUf8T2T/rlWiBWXPK0GrF1XcTGB+NJjRfuZvKwkYLSucKo9a6TQPCkduBeaivmXJG4Iwysf+Jqn4O0UzXT6ldDLLxGPQ+tdqy4jb6UrNkSlbREUKYTPdufpUoX2p0SfIv0qUR1pGGhi5FNlK3II/iHNOK1LIn75Me9Lspcm4+YyNT09Zo/MRQJF5yO4rKjT2rqimCCawJIgk8igdGNZTVjWDuTw6slxGkOpL5qjgSj7wqnq3huK7tfMjxPD/C69VrHSaWDh+R7Cr9hqstrLvgcBT1Q9DVqd9J/eU4W1gcfqWjzWLFiC0WfvAdPrUllrMkFlNZzLvjmwdxPzKR/SvQTHZawhEaiGdh80bD5W+lcjrPhiSB2eBCrdSh/pQ4216BGSej3Ld00V1JqEkDh0NsmGH4VS1CL9zd8Y/0eP+lY1vc3GnNJGuVVxtdT3Fbf2uHUbO7eLKkRRqVPUY4NFx2Oe1VMa+w/2P6CrflZUn/rlj8jUGrD/ionB/un+QrTWLKDjq0X/oJoQ2ZRTCpx2X+ZqtJFn9B+labxfKnHZf5mqjp/n/gNAtjOccnPfJpsS/O30NWJo+T+NRRD53HtSY0QuvJqLOw88e9WWH3qrTD5TTQHQaZe+dFscnzE4NM1eD5BcIMno2KyIbhra5Ei+uD9K6QFLi3x1VxwardE7MwY2lPI2VMskw4+XNQS7radoyM4NPEjMM7CPxrNlk4aUNn5cnrT903T5KhBkYbghwO9PEjn+H9aBkwM2OqUBpN3y7ffNMDvjBX9aA7hvujP1pATqZuxSnfv8dVqNZnHHljP+9TvOkx/qx/31QMek04X5X49zTt87d1quJWAwEz75p4nbp5R/OgB0jSgfMwweOKkTzlQAFQPeq7yuzKpQDvjPWpRNIBzED9GpAWSl0ihmAAPQkcGoZpJThCw+anvqN3JCsTBmjT7qs+QPpVPzneUvsHpjPSjQEWhJMAAHWo5JJVGS6DFRGaT+4P++qxNX1ORZFswjAygZYHoCaqEXJ2QpSUVdlq1aW/vTeNtMaZWLPAPqauyPKHTJToahhYwxLGkQCqMDmmSSvPcRxIhDNnvQ3d6CSsieFJLqfacbB1IrTkiCWciqOAhwPwotbcQxhep7mpph+4k/wB01SVhN3ZX/wCYX/2x/pV9RxVNUzpPH/PH+lT3FyIUVU+aRhwKfQnqJdXIgAVeZG4AqC1t2TUMT4L+Xu9cVbs7PY3my8ynv6UrJnWAf+mZ/HmobuUeg6PbiDTbdAOqBj7k1oMmYz9Kr6cQ1jbkYx5Yq6FyCPat4x0OST1EhQbF47VPt+XGKjt+Yk9hipmIC10wSsYSepUkT9+mPQ0u0mnH5pyfQU7FZtK7LTK7p8wFYMuGuZCOQWOK2ry4FvbvLn5jworCT3rlq9jopdxlxp0cnIGDWPcae8LEgfj2rW0q3l+xhn1Ca6Ys37xyrBhuODwB2xTYNUtbmSSGUiOWORoiH4VmXrtJ4PUfSt5U0xRqNGRFceV8rg9eDW1a6usqCK9HmxYwHA+Zf8ahutMRwSmOeayZbWa0fK7iB2rC0oPQ2vGa1NPV/DMF9AZ7crKmPvp1U+4rirrT7jT5eQRjow6V1FrrElo+5HMbdwejfWtMz6brkflt5cFweob7jfT0NK6lto+w/ejvqjzie5a71gSyAB2Q5x7V1UEG6CPjvD/6CazdX0ZbK+YJjzF4K55Gf50um6ybaRYroEpuU7scjHApblMne3yYfYIP1NZsseApP93n8q6VY1kWF0IZSsfIP1rIuIPlj+n/ALLSuFjEuUxIfof61XRf3j/7tat5b4b8/wCZrPVcSv8ASqeoloVG71BKPlNXJE61WkXgihAI64YmtDSrvYTAxwOq5qpIvJqByUIZTgimmFjX1K0e4KyQruccEe1Vlsrz/nl+tLHrESoXmZUVR82RVn+14FYru6dwKtx6kKXQIRqMNtJbxriKXG9eOcUxbG8/55D/AL6qwms2/wDfP/fJqQazbD+M/wDfJqWkUmyuLK9OP3Q/76pw0+8yD5a/99CrK61an+Nv++TTxrFr/fP/AHyaVkF2VBY3uf8AVp/33TvsN4f+Waf991a/ti2/vn/vml/tm1/vt/3waLIfNIpjT7z/AJ5r/wB9CnfYbwf8s0/77q0NZtj0Zj/wGg6zb/7f/fNFkF2VPsF4ZA3lpkDH36cLS7/55p/33U/9s2/+2P8AgNKNct0DDYxyMZK/yosgvIrtZ3hB/dp/33UQsLxRjy0/77q0datz2cf8Bph1q37Fv++aXKg5mVzY3f8AzzX/AL7qCSwuRKrGNc4P8Qq62tW/+39dtV5dagLLhX49qFFBzMqzx3EKlmUAexq3p9t5ckUjfebPXtUUDfbpvMI/dr90H1rTUfvYvqapKwm7lhRRMP3D/wC6acBUsNncX7GG1TcxGCT0UepoYjPknEekhV+Z2iwAPpVuztQuJZWDSsM9eldNp3hC3t7dRcSNK/cr8tWR4YsQzMiyKwPB35rPmd9guu5zyiogmdWX/rkf51s3mjyWfzq3mJ7DkVSii/4mKH1jNEmVHU6jw/dBrb7M5G+M/L7itsMMcVx4DQsHQ4YdDWxaa/AwC3OY3/vY+U/4VtTnpZnPUp63RrxNsZlP1FSkk1my6rZLHvFzGxHZTlvy61Wl1u6kH+iaXcSj+8wKjHrWntFHQy9m3qa6c7m9TTZZVjQs5AUDkmsg+ITDFtubR47kf8s93AHYk1lXWoz3zfvGwnZRwKh1EkWqbb1LN7fG9nG3IiThR/WmKarBgo5p6SksB61g9XdnQlZWRi3nhvVdCJNszyQt1AOQfw6VBY6paQXtm0ts1s1tHJHs/hJbBzz0ORyT610VlqssICxy7k7o3INS3NtpOrLtuYRBKf4l6VtGS+y/vIlF/aX3FfTZZrnULqRdq2gjTCK24bznJB+mMircyRSZG5CfTdXPX3hK+sh51g4uYAdwQ/MPy6Uyz1a0gnkW7s1tZWCqdkYCnGf8auUu5Kj2E8QaftgUxgkb/wAqi0bTkMgMw3AEHBq5c3M1xZx71VlMpUFTnjGc571JaEKuARmuOr8R0037pc1YWz/ZzKuFjlQEqBnGag1bwzb3sRntHBP95eo+oqPUmL28YHXzUx+dSW15NaS7lJRvTsfrWlNprUiSa2ZzMb3uiXW11+TIJRvutjvWks8N6imI8hSCp6j5a6SRbHWojHOqQynvn5T9PSuW1PQLrSZxJFuK9j7VUodQjK+nUS7g5P0/xrBmXbdsP9muiiu1usLLhXPfsTz/AI1kX8Y/tHA/u1C3sW9jPYZqvPHwTV548GorhcRZx2qhFeVcNUDrmrk6ncT3qswpAVrW3SV5RIoZeODWrHAgA+UcVSsRmR/bFaiCtr3MmtRyQp/dFFxCgtpCFGQpqZFouR/osv8AuGpGiPTYUNhESoyRVwQp/dFQaWP9Ai/3RVzFAEfkp/cFHkp/dFS4oxQBH5Kf3RR5Kf3BUuKMUAQ+Sn9wflSeSn9wVPikIpAQGFP7q1nadGrT3OVB+etVhxVDTh/pF1/vmgZM0Kf3F/Kq80Cb1+Re9XiKgmHzr+NAiDT1wsn+9V4D99F9TVOxHD+zVZlkKywpGN0jE8envTAsOzNIkEI3SyEKo+tehabpkenWKQIPmOC7d2Pc1xfh+2EesWpc7maQZY16OqfdojG5FSVtBgjyKasRDOO2auogxSBRlvTNaukYc5QlhDKQwyCMEVzptBDqe0dAGx9K62QDIHrWDcgHVgR0IauetG1jejK9yvOmBWc4+atW54FZb9aSRoZETtDroeNirbCAQcVqvd3Egw88rD0LE1kHjWlP+ya0xTjsEtxVBPJqUcCmLTwMmnYVxASTUkR/0gr6Lk/j/wDqpFGDwKrteQWb3FxdSrFEpC7mOBwP/wBdJody1Npjryoz9Kr5lg4OT9a14NTtblzGGKSBmQqykZZeoB6H8KmeGOYH7p+lbypJmMarMi31OS2fMcjRn9DVyaaw1aPbqFsm4j/WxYB/Ko59JVuU/WqMtlNAcgEY9BWdpR06Gl4y16kV34SmWMyaVcefD1Kbv6VlPcT2CGKSFrd15zj73sDV6bVptMZZW3gg4BQ4q9B4hj1cCC8sTcA8bsAN/hUNxe+haUltqVlnSU2jbtymVSSOa25LaC6UlCCT0wKwr3Q5bHULeTSndGaRdisfuselTT6lPFJFFq1u0Dxk4dPuk4Iya0o8qTTM6t200SzWc1u2V5U/pU0GqfL5NwPMj7qx5H0NW7e4ElrFjEqhMGUMMMR7DpVa4tIruHfAcEgHpjrVSg46xFGaekinf6BHdRNcac4bHLKOq/hXKSxTW16v2rOBxnHbNdDpSXQv1LTuig5GDWnqem22pXiKzBN6nJJ6kfyrBNS2NneO5x0iAv8ALgg9xUd9blbYMR6ZrRv9GudJnO5S0PY1HfNHcaWzxkHpkdxQ00xppmXcx4QHFUZU2itvULcrahseh6VnXcO0dPSi4MqWA+eT8K04xzWdZACWbPHIrTiK5+8PzrVbGb3LCLRdL/okv+4akQpj7y/nSXTJ9lk+ZfuHvSAZpi/6BF/uirgFVtNwLCIEgEKO9WwV/vD86BjcUoFKSvdh+dG9P7y/nQITFLil3KOrD86Ten99fzoAMUhFODJ/eX86Cy/3h+dICNhxWdp4/wBIuv8AfNaZK4+8PzrPsdoubrJGC/BpFW0LRWoJV/eL9DVkumcb1/OoJZI/MXDr3707isQWEM9zK0FpGZJmY8Dt7muotvBk6rHJJMiy9T1PWtzw1pEdhpcbqn72cCR2xyc9K3jBlTimoORnKqkzim0m70yVJxtk8shsr7e1dlaXUd3apNCwKsM/Q+lDQjZyAePSsKHzdPvZ0gYhN2dpHBou4bk/GdMr4FIrfe9zmsOfWJxgIIo+OSwJ5/Cqx1u7CkFoST0ZVIx+dV7W5Psmbd7eLaxEsfmPCisTf/pEZJ5w1UzK80heRizHqTT2k/0uEf7LVjUbk0bQjyonuXzVBhzUGo69Y2ZKPKHlH8CHJ/H0rnb3XLi6BCP5Keink/U1SQXNFx/xOE/3TWkKxbDiS0PUeVnNasd5byMyxyo7IcMFO7B98URKkWVGaljQk9OlcXrOsapNe3VlZxkRRDLMgO7GQOPzq/odqIdMVbmB5LlnLn5juGenIqmkldslXbsjb1gzQaNdzWv+uSMsuBkj3/KvPLXTNQ16xumnuJFMbqYRKx2yE53H8q9Js9G1O4iOS0MDd5XJwPx7VpW+h6ZZKDPM1y4HRPu/nVJyS0VvUlqN9X9xlWOvaOz2+wG0FvGyRxyL8q5x/EM9h3q8GNxqUV0t1EtvBGxkMTZR89AxPXGCfypk2maHegl7QwN2aBv6GqEng9Vffpmp4Y9BJlTVqo/UlwXob326JhmNJpV9UiYj86UyI8SuVZVcDG4AdfWsMz+JtLU/aIftcQ6tjdkfUc1DN4is7uJIL6Ce2KdAvzKxHTIpuSEovoS+IrKOa1Q4/wCWnaodMRbdAxwMHvT7y7W+3PavBIpZeDJzx/s496ikPk2x80clwCFHvXJUV5aHVTdo6mhqEzSrC3JPmp3q6mpmWPybpEnj/uyj+RrPcZubeE/890Uj8615tOSTlRg1rRjKzMarimrmc+i25cyaTdNZyn/lk5+VvbNRfabnTR5WoWph9JUXcp4qw9nNB9wkj060DUngjKTLmLurDK1d2txWvtqY0GoRRXUilhtAXEmRgk1eDPPPGYiCQGPXrUT2+kX0u6zn+yTn0+ZD+Hamwyy6TfrHdocIh+eP5gR2NZckeZNGnM7O5ore7U8m8UNF3DdvcGsfVfDscsD3Olzgow+aPPI+orXuQmp2k4RA6oud6kHJxVXTfLs7eTaoDEYORTqPldmTDVXRz9zcR3Gn+WymOZMAqR1+lQajabQvHX2rqrvTrPVoVU4gnUYDdAawb6G5sGMN+mRj5JQODUONtUaRlfRnL29pHcXEu/PB4wa1IdHtz2b86rWCZvZkHqK6GGHaK0WxL3KKaNbekn/fVJdaTbRW0jqHyqkj5q1QmKivVzZzD/YP8qARyNvb3NyWMZyqnB7VMdPuQRnPPvVzQxmKU/7Q/lWjKvzpx3oUU0DlZmKNPuwOMj8aVLC7ddwPB77q3SvFMth/o6U+RC5mc/PbT25UMSC3TBpFsNTPJUf99CtLVh++h9M1pKPkH0pKKu0PmOeSz1AkgDkdeaebXUFwpC88DmtuIfvZPqP5USD95H/vf0o5UHMzCey1IKcBR9TVvRLaO8t2eddzg9ckVqSD5Cfaqfh1cW8o9GNS0kNO5q6f4ci1G48uNNqgZZiScCumh8G6bFCEMTOR/ESMmpfCcSG2uG43bwPwxXSlFCdB+VXGkpK5hOq07IrW0awwRxqPlRQo+gq4SNtUrmUW0LykcIucetUhrjOgZIUxjPzuc/oK09ooaMy5HLVGq5ATtXPNIs11M69CeKS91iW4jKIBGp646n8aq2z4BrGpLm2N6cHHcLo8/nVYVNOdzVExWNdzsFHqaSLYq8GsDxo9wbGBbWVo3ZiDtbGRjpW6lzA6hlkXB6Z4rD8UnK22DkEk/pTS1Qr6HDDT7z1z/wACqtcLcW7hGJ3HkAc10mKr/wBpQabds0tt5zMo2ngYxWz06ELU0Xs7m80TTkgcxyiMB+xxzn8a1ND8HywiYmIyrK27fKNuz2zWpp2tr5dubSyhR5ovMLuNxHHvT01W9vJyshJx7/0rFSS0NHFt3L0Gg2Vsd91MXOPuRf1NWlvLWzGLS3jjbH3vvN+tVIrKeXlyRn1q3FpSjlzmrUZdFYiUl1dyCTUp5W/ib3Y5pohnuDzu/lWmLaGBNxGMe1Kt1CZTBGQ0qjcy9No7E0/ZreTJ9p2RkNp8icg5+lRlbiI8bq3tlNMYNN00CqMx49QuIDkEg+xxT31KG5GL22inzwSyDP5ir8lqjdVFVpNOjYEgYqeVrZlc0XujJuNL0O65VpbST1Vsj8jVY6PdImLDU4LlSeEdtpz+NJ4g0/ZErKc4bik0OzRcSMvKn9aylO2jRtGN1dMjk1C8sr+IahbsjpIHLLz/APWNdBBr9pcKojusSlhuEw2ED+VQ6nMPMtpkUblmUDj60sz2d0MXVlEx/vKNp/MVdOdk7GdSN7XNaOYSRh8gqx4PqKhkjhu4shQQe9ZMem2sRLWF/c2r+n3lNSCLVo+ENrfJj+FtjflW3Ncy5bFTTrWOCbO3p/jWlNcuLyKWMZbawPHbArOa4+zMEuLaW2wMAOnH51b0+4WW8j8rEvyngMB/OuWMWppHRJpxbHTLZXOdwNrIRhmiOAfqtZI0e4sZWuYZjc2+CW2NnH4dRW/NapqTvZxxsty24DIwM+ufTioRplzokTCeAqrfLvzkE1tUUkttDKDi+upm3V3DdWZUkxSBRhuxq1pwE1vHAVE6sD99s8exp139nMGb632Lt/1kY5x7iodPtns3E2nuZ7ck/IRg/gD/AEqWlzIpPRmXd+H00zW3MR/dyLvVfTnFWPKxV+9uorrVIijZxGQQRgg5qS10yfUpHS0VWZACcsBxVct3ZC5rK7MzbVe9H+iyf7prRvLWSwumt7gBZVAJAOetOi0O91iymNkiOBlDlwOcUuVvSwcySvc47Rdwjl2rn5vWr8vmFo/kxhs9aj0u1kspby1uNqzQzlHAYHBHvV90LPHtBJz2GauK0FJ6kJEuOUH/AH1TLcSeQoCA++a0PKfHCP8A98mo7aGQQKPLfI7bTVWFcxdUD+ZHuUD0wa0I/MKD9329RUOrW8ryRBYpCR1wp4rUjgfYP3cnT+4f8Kztqyr6Iz4/MEsn7vuO49KJd/mR/Jj5vX2q35bJPJuVl6dRimSqTJFwfventTsFyCQybD+7HT1qDw2P9Fk/3q0ZExGSQelVvDtpcJbyBreYfNxmM/4VEkVF6M39L1GTTbguo3I3DL610I8T2RjBPmL6gjpXLm2m/wCeMv8A3wahmikjUF43UHuykD9aScktCXGMnqampeIP7SBigRo4QcHd1bFSRN+5H+7WLpFpPfTvDbxmSQknAPYda0rqU6Ztiuo5EmI+WPbyaVm9R+6tEOPIpUlWPAd1XPTJqgbi5uAwgQDIBU4yR9e1X4vDF1Y2Ut5qJVIgCz872IJ9OlUoN7A5JblFtWL3hhWAgDdl3O0ZBxxVdtJutS1RbuF5iEKlVB/d4x8wOfXiti0ktpTutLbe3PzzcnPrirgt7ucASSbV9BxVRj2JcktzHvrO/hhDQ3Vsp/55hc4/GuUvZ7qZFS4Klo3OMDA5r0qLS4xgyAv9a4LXIxHeuqjADn+VJxakhqSaZkEt/c/UVj6tnz1JGPlrexWVqNlc3l0q20Lynb/COlaszR2Xh8Ls09mIGLXv9K1dN1HT31KZYpg7AAvtRjj8hXOw6IZzY/aJGEccASWJTzuxjArV8P6HNpBlkto5ZnfCrI42kAe9ZU4w3b1NJub0SL+ueJ5LCa3h02KC6kmwAGY9SwAHHTr3rC0zWdd1fW7eG5muLaIzFZBDhQmM5HT1GOa6ee2u7uSKS5a0ieE7kJILJn061HJY2u9muL95GJ52L1/Ot/apbIx9lfdlydreAAS6o0gRgxRypJx7gA1VfWLK3nM0CyySHOSRgFeOOfpTEj0yE5S3eQ/7bf4Yqdb0x/8AHtbQRe4QE/n1rGUmzRQSL11ugtma3DNKeEySck9M+1NjuZRbSSXBjjdGZQvY445rn1uvFduQWhMmOmUVsflSSa3rZVluNNDo5y/7phurTnRHI+h0cV9FLEhzl2AJWMFwD9QKc1wnleYcqn95uK55vFt1tCT6eyKP7jFf5io28SWM0QhuLS42jP8AED1/Kk5IpQl2LuulZIkUHkPnHtVW0YImARniqt7qNheKDG8iNwcMvH44quJ4haukdygbO4DBH4Vy1I8zOiDtGxsrl7m0Dd51z+tbz2kbDlBXLwXcPnWoFzGH81WySOPrW79rmZozDPC4ziQ5GMewHetqCtFpmNfdDn02NumR7Cqk2nMgyj4NXTdTRwo00YBY43buD+Azjj1qmNajmJUwyA49M+3StZQRnGbMvTrnUJJwk10+zup5/nXWReENK1KKK8ZJY5HXJ8t9o/LFchFdRQSSF3249ewrV0bTV1u+GPMMAB8xgSAvtWNGXvWkrmtZe7eLsdhpmhW2lyGSKSeQkYHmvu2j2p+qaNb6v5QuHlAjJKhHxyfWq+u6kNI0wJbjEzjy4QOdvHX8KxfDugWepWMkl0JmcSFc+YRkYFd7lG/s0jhSduds25PDdlLbNDKZmRhjl+cVC3hbTo4AAZSI8soMnfFc/qOnGza5FrK4RGIVGO4HH1qna6fFMoZ4sSt1MRKD8R0rCpUgpWcdTeEJuN1I1LHVrHSrmQXVu8rzgMpRA2MZz1rc0zXtOu5ZFiQ25UAkyqqbs+nNZGg2YGvvHclZ0+zErvUHHzCtPUL7S7K6NvNprSsAGzHbBhz71rSb5b9DKolzWJpNUtpbyWKCxmu2jxvkiRGXkZHJNPstWsnM6FRaPE+10m2oc4z2PPWqMPiPTbbPkaddxZ67LXbn8qgufEWjtvluNJupCRyWswxNacy7kcr7ETeMtBN7cxLaSySRSlHdYUIZh3Bzz9axv7chh8VjUoLWYwEELEFVT93Hriut0STSdXsmuLPTlhRZChWW2CNkY7fjXJaUP+KygAAAF1IAAMYwGqXd21LjbXQ7HT9dXUNMuL0W0sQg3ZR8ZOBnjFLe64ljpEN+8EzrLtxGgG4bhnmpH1NY5r6IxNiziEjHPDAgnA/Ki21ZLiSxTymH2yAzrnHygBTg+/zCtPmYnLweO9P066u3uoLxftModQEBwAqjnn1Brb0nxdZaxfC1t4bpHKlg0iADj8a5HW/C9/4h16/exMO2Gfa3mPt7A8cVu+HfDV/perJcXPk+WI2U7Hycn8KxjKfNbobSjT5b9TO8fvt1mDgn/Ru3+8a6galBpPhm2vLhHaNYYwQignkAf1rl/H//ACGIf+vb/wBmNdOXsE8L2raps+y+THu3jIzgY/WnH45BL4IlLxVdpe+Bp7qFSqSojqGGCAWXrWtqWotpmnC5EDz/AHRsTqc1k+KDbP4EnNlt+zGNPL29Nu5cYrV1LUJNM0xbiO2kuWG1fLTrz36Vd9X6EW0XqZcPi6Sa4ii/sm6TzHC7ieFycZ6VH49WRtKtxCu5/O4BOP4TUsHiq5luYom0e5QO4UsScLk4z0qPx1G0um2yIpYmfoP901E3em9blxVprSxW8BaLNZW0t/eMvmzjaoQ5UKOp/E/yrR1S30S9FxcPJby3PlkA+cCcgHHGab4eu11DRU0+7fZPGnlsFcAsvOMY9sVFqOkaRo9s08aKJ4SsioZBk4YdqFFKCSWgnJubbepb0W4stWtdq2QXyQFbzY1GTj0pF8R2txqx0gWN0X3GNiYxsAHc89KlW/1RkDx6QuG5/wCPpR/Sk+3azn/kDxf+Bg/+Jq9l/wAAjdjNVvbXStsMdlvklU7fKRfk9C3TArkrm9uLlEiNz5ci7llFsrHPHHX3x3rsGv8AVY1MkmkxqoGSRdA/0rGmgnuZ5JGnZPMYttU9PbPesqt+hrSt1MeW8ksLcOLC5bB5Zn2k1yt1dtez7jGytvIO45J4/wDrV340mLPzszfWuG1WFY9RZFAAEp/9BNczT5lc6U1yuxUEbHkKSKz77U7rSrkfZiiGRRncgPT61qfMT8pP4VgeIiftMef7tbzj7plB+8d1pOqXtxHZM0iqJIdz7ECknHsKmjN9NdlWmd0PIBNVdElhh07TmmkSP/RxyzY7Vo22p6eb0f6XCOMDc2M/nXCuaUrdDqdki1Hp8jgFzip10wd2rNuPHGi2QcPO7OhwFVc7+ccdqtaT4pg1aJ5bexvmiR9hdYw4zjPY57+ldapaXOZ1dbF9NOjXqN31qwlnGOiCsbxH4jOm6LJdaeqyzo6qY5VZSoJxnBwa4u88e69c2aPFD9mjcsiyRpzIVxnrnGM1agS5s7j7BIOigU4WtwOhYfRjWvsFJsHpWfIXzmX5V2B99/8Avo1G0dzjB5+oBrYKCmMg9KTiNSOV1R7iBU2xxAsxHMKnP6UmmRC8m23UMBUYziIL/KtXWYwY4+P4j/Kq1p8mMDBrkqScZWudMEnEj1XRrKO6iMEWA0gUoCcEGnNodn/z7Ov0c1anbzLyyz3uF/rW55YHYVvRXMmzGq+VpHLjRreM5jN0n+7J/wDWoNoYASl1eL68g5rpzGD2H5VBNGu05A/KtXGxCnc5aKP7c6orkk8/vIF/pXQeH7tfDU1zBePvhcKYvJjJ5Gc5/OqFkFjnGAMgdq39I0tr26W7nX9wn3Qf4z/hWFCpOVRWNa0YqDuXJfFVhF/roLtOMjfCRkfjV/StUttWt3ltA4RW2ncuOcZ/rWV4nvYzbPaIFJAzISPu+g+tO8GgDTJsDjzTz68Cu9VH7TkOF017PmJrnxLZ211JA1rdvIjbTsh3bj7c81R1LxJDc2UsFvaXi3GRgSQEAYIJz+FS/aodN1i4nnRDG8hDSHrH7/Sr+o6Yl0VurbHmY7dJBRJyadgiopq5y6re6jc7rATpLGmJCh2EZPTnHHFamnya7p0Lxtp0l2zNu3yXAB6Yx39KqHULjTtQY2wjVpI8OHUnofqPWtfRb7Vb+5L3CwraqOoQgsfbmopWva7uXUva9tBP7V1vvoR/8CV/wpr6vrqqSmgFj2H2pef0pniXX7vS544bFYWbYXfzATj06Ee9Xtb1KfTvDdxfwBDNHEHAYZXPH+Na3312MknppucxeJ4p1G/a4FldWSbQoijulIyM88EVT0RZYvF1pHcI4mWVxIW5+bac896t+FPFut+JrieFTZRGIElvKYj2/ip1tDPB47gS6MbTmRnYx528oemamNmlJM0d43i0afiC/tdPt9WAnU3lwiReWeoypAP5ZNL4b1XTdS+wRRmT7ba223aykADChueh6CrWqawlje+V/ZFxdEKD5iICOe2aXRta/tC7MR0i4syELb5EAB56cVp1MugmgNnWNdHpdL/6AK5++8YaxBqV1BDFAY4pWRSYySQDj1roNBH/ABN9dPrdL/6AK4zUgRrF4oB3Gd8DHqxxWc21FWNKcU5O5V1TVrzV7gy3kS7kj2AxjAxyfWvQ1sLfU/DVrbXTFYmhjJw2DwAax/F+m2drov2mK3jS5LKhdRgnjnj8K07jTG1fwpbWiuqb4ojlhkcAGiEWm76hOSaVtCt4qt47PwLcwQEmOKNFXJySAy1p6tqg0bShdtGZQpRSoOOpxmsrxHafYPAM1qSGMUKJkDAOGWr/AIgtJb7Q/JgjMjlkIUfWrd1e3YjR2v3JdY1STTLFLqC2a6VmClUbB56Hofb86x/E0t3caDDdXFg6CNvMkiQ73UYwOAPf8K1dCeaGzWwvSv2qBRkBs/J/Cf0x+FZniIX8k2yYlbPPy+WT83+8fX9Kmo/dbY6a95JC+FbG1mtoNQaN4bv51CScFeSOlW/EGk2VzHPezjM8UDBPmx0BI4+tY3hy0VdcSbaNy7wGI5xt9a1/EHh6LU5JLuQktHAVRAO4yc5/GpptSp6Iqa5Z6suXbxroaNNdvZpsTMyHDL06cHr0rF+16coyfE16QOTl/wD7GtfRrya+iZJrVEhiVVVt+7cfpipbS6S5v7q2+zIqwYCvwd2evGOK13sZbDbuRl8NSvazCdhbkxySH7/HBJrhdQutZdNsd3ZxEMw3wkHcNpIJznnPFdddXs+o3N3pEdtGibGXzWfrwP4ce9YraN5MjIyxblOD8tY1W+htSS6mZbak1nFHFd6yjyYyzuFP04xn9e1c3qk63F4XjkR8yclen3TXYy6DFOcyRxMf90Vxl/aCyuHRRgefj9DXO78yudCtyuwib0TIbn6VmXumS61e/upY18tQW3k85PtV8TKqEEkn1rn9ZPlzIUYgHrjit5v3LIxh8dzsm0i2msbKC4LsYFVX2rw4HUD61NpFhZ6RdtLFFJMWBUqyjkduPap/DsYe10h25ItsZPNXY7Qy6k3PB56dK4lNp8qZ1uKauzHudF0+5e9Y2ExN2QRxjyiDn5eO9aOhM/h+xa2stPch3MjF88nAHp6CtldPGPvNTv7OPY5+orf331Mvc7GXfXt7qcfl3GmIyjIGVPQ/j9PyFQfZbprGO0/s6HyYm3Iu3kH1znrzW4NOf/Zpf7NPfb+VK0+7C8OxfOFGTwPU00SRnPzrx15pX0MLsZS7vuG52ZmIHfgnFMutEjuGQzS/LHyoL45z1/L+dbcrMeaPcabmDcV81AQMkFscetMe5iVS27Kj+Icj86U2ejwTmae5t1cLtBaQMwHU8nNVbm98PhBFNfpIFH8ILH9BUyRUX5GdrWoW6iNC+DnIODz9KypPENhbN88pznGAuefT9K15tW8NKAAtxIQMZVcdgO/0rGeTQPLSKDSpphG4dSzjr74zXNKkpO7Z0Rm0rJGsZCZbGREZ8zIwXoTx71e1DWbq0ZQmnM24ZDF+M+nA61krqF/LNDJbaUQYnDruJwcflxV9r3xPc4/c2kOPVR/XNa4f3FZozr++9GWLO+1O+27NPWIEfP5knKHJHYc9KqXsniJyEtrGLbuC+YQcHrz7Dj9anW116b/X6ptzywjGP5YpG0B35uL+5k+rmtr+RlbzMs6Nr6MHkvLOEkjcDt6YJP8AQVs6br8+lwi0uNQtpQY8LIzbjG34dR7VkWmnQLeESqXUEgBjmrKCzstbDtEAnknChc85rnjNKXuqxvON4+9qS6bdWlnq8d3JqVxdEs28CFiGBz14+h/Cuo/4SW28s/ZLO7lPZRFsB/E4qlbSxSwLJEAEbpxipdw9BXXFtLc5ZJNmNNZSXs088+mgyTEkmSfIGfQAdqvadc6jBZtaRGKFM/IxJbYO4GastJgVDG+M/Wobs9yt1sRWdzDY6rs1MJOskZZZmTJQg9Px/nV288VDYU0+Ak9BJIMKPw6msm8w+oR+0R/mKglABqVUcU0inTUrNleYvO0kkzl5JMlmPU1vxeL7GPT1j1CCbKJhwIw6tgVz7NVW+IFnN/uGpjUcbtFOmpWTOktvHXh9EdrC1mz3EduEyffpWHba2n/CUx6peK8cTSMThd20bSAP5Vy3hmUyRXWQBsnKD6AVsSkbk+taqbaTZDpxTaR1d947KXAGnWgnh2j55GKHPpjFM07x+ZZs6jZeTCVJDREuc56Yx9a5sjA6VHbH/Rkqud3J9nGxsweNrbSdevpZIJpLK9cOrKuGQgYPB6//AFq3B470puRb3fP/AExH+Neba2f3kP1rVQ/ux9Kz9rJNot0YtJmn4i8S/wBvFbeG2ligiOcvjLEj0B6VNceNLj+yYrK2tJreVVSNZxIpIxjtjvisGMjzpeO4/lSy/ei/3x/I1PtJXbK9nGyRak17VmCm5nkuYVYO8MqrtkAOcHiutfx1Yzbk0yN7pl6sfkQH6nk/gK4uQjyz9KreGMFZz/t0vayjoN0oy1Oqm1G8ur5LwukVwg2oYxxt9DnrWlda/Nd6Y0CwmOd/ldg3G3vtPY/yrHjqUsAKFUkr6kunF20F8NKulTtNa2svlSArIDLuPHTGe+f51fl1S5ub+M30Uq2R+V7YR5GD/EWBycenTmqem3kKyG2Eiedjf5eecZxnHpWr5iquTgVpCT5VqZzSvsF34kt1tJINMZLeUKVRpomVFOOCBjms3w3eXGmszX1/FfGQYbYwBU+ozjI5NaEcizlwVHy8cimy2drKPnjQ/hV3le5No2sXhq1ssxkg0+d5X/jVF5+pzXIatruvWU7O+jJJ5rSMu2Q8KAWAPvgVsNo1o3Kqyf7rYph0h0H7i9uox6eZSlKT6FRjFdTP0bXb7U7BbqbTPJUsRt8zBGO/Irm9eJFwzeWd3nn5SRn7tdPPo+ptxFq0yr6Yrltas7uznVbu4actJkM3U/Kawle6ujaKVnZmXlv+eP6isTxBn5Pk28dM10FVJItNmvQurSFItmVw23Jz64NaSdkTFanS6Pfw2GjaVNcsVQw7cgZxVyx8S6S+oFReICOMsCFz9cUlq2jvpNvafZ5pLdEAR0lDEjPXpUllZeHrbXf7SQXELcnyigKgkYz+tcsIRvds6W/dtY3Y9VsWUkXURAOM7uM1PBfWs7bIriJnH8O4Z/Ksu5g0C/J/0hIyzFxlSMH8qdpmiabCWJltbhH+XEhBIHOME/WumL1sc0kkrmxNNDbR+ZPLHEg/idgo/M05ZYmiEokjMbdH3DB/Guf8R+E49T0OaC0wGV0kjCuTnHUYziuJvPBOr2eiWlx5kzKZZA8TkhYgcbTjtnB/OtVEx5joDa+KL3DTXMwB5wZsfypyeE7+bBuLtPxZmrtcCjFZeyXU29q+hykPgmLrLcO3+6AKvQ+E9OixuiaQ+rvmt3FNzVKnFdCXUk+pQi0PT4cbLWIY9s1cjgjiGERVHsKdupC1VoiW2x2AKUsKj3U0tRcLDy4qlqWpwabaS3NyxEUSl3KjJAHtVhjxXMeIv9Ike1Iz50LLj6ipuNIztG8UWWuahJHZeb8mWy67cirt6znUYGXlRjf9Dx/MivMvAd6LLxKgkO1XVkY/h/8AWr0o3cc08ph2yZhKgNIIwT25PSsalNRqJI2hNyg2zotFfMMsf918j6Ef4g1emlESbmzjpwCf5Vz2mwXE+nt5l1Bays+WWO6BJHbLDNTrDqIgJXVph3JUhtg+oO0/jW6VlqYddCa41Zlm8pbdwTjBbvnpx2/GqH2zWHXdbW8bdwJDtHvz6UN4rj0iJ0muXvpT0zjg/gP0H51zuo69qOryHdIIIyeijFZTkuhtCDe6NafWjphabU7uCecjCw2ycL7ZzzVmHUVvYFlUbdw+73FcZJEsYPUsR94nJrV0mbbBj0xWcXc0cbG/uzVbUD/oEx/2D/KlV8gEVHfN/oM3+4f5U3sJbmF4fk8uKcBC2ZMnGBWpLOSyZiYfNnqOayvDp+S4/wB8fyrXnP8Aq/8AfH9a0h8KJn8Q83Dn/lg/5ioraZvJUeWeO+atZqG2H7hfTmqJMnWZGaSHK4x79a0knfyx+5Y8dQazte4e3+tasX+rX6Vn9pmn2UV0mYTSYhY5xxnpRLO26MmJhhx1PWpI/wDXzfUfypLjrF/vj+RoEDzsYz+6I49RVbw3cLFHcFjjDZxVmRsIawdMlP8ApA/2qiW6KWzOttNZgv2MNrcQLcK2CkpxU9y+oWoD3MEcUZXO7cSD9COK80vdNlmvjLBKyPn6EVe0vx5qegt9mvFaaIcHd3H8jVxV/MiWnkdhpyzQeKXvrlQkclusKDPPByTz25FdO95BPZM6kug56EfzrD03xPo2sRZkiSOWUbtzjOM98Hp+lbBtXePNvOskWM8sWOP5n1p8y6E8vctWj4SVieuD+lUdY1DyxaRqcGScdD1AqL7athIguvMQOMAHndn2HT8ap6ta3F/f2s1soa3hI+6fU5qud8thcnvXOoD8U7dVaKZJANrg5qWqUiGiTcK43xw21rVgM/Nj9DXWk1yHjfkWn+9/jUzd7FQVrnOos8gyluzKO45rF162uJGTNvIPl/umq1zq93YajKLeZ0UN0DEVZPiV7hQl/Elwo7uvI/EYNDZSR2vhSP8A4lmmh1KskeCCOldTFYwuzF4w245ORXNeGZI5La0aJNkbAlVyTjk+tdXE+DWVKzb9S6l9CN9Ds5Af3IGeu04qpJ4XtycpJIvtuzWyr08Nmt3Tg+hiqk11ObfwzMpzFdkfXP8ASk/s/WoP9TdOe3EhrpxSgVPsY9CvbS6ke6oVvB/aItj1Kbh+dLmsHUrv7N4isXJwD8hP1q72ISudKWqFz82aeTnn1pkg+UGrlsRHcbmiml1UEsQAOpNQtfQqwXd85G4KeCR3NZ3NLE9NLAdeKjczMU5REcDbltrMT256fhzSNpsyhnlj8yRyR5UfCsvbJPSizYrpCvJ8vy85OAff0rmtW0nVb67hlVVtgGCnDAnHtXSCG6d08tlt4cfvA3DAjoP9r86mlvrPTLYefKnyklWk44POMdTS0W7Hq9jjNO+GltZ6it0fMluclwPuIPw7/jXRpo1naxtJdmFRnruAFY+r+PUjVltssP70nT8F/wAa5W51LUNWcvJK4XoGbt9BWFSak7m9OnJLU6i/8SaXprFbGBZZf7zKAPyxk1gXus6lqh2yP5UJPCAYH4AVWjs44o9xy7/3j1p0j8r9KzuaqKQ1IEibOCWI+8Tk0snJXHrg1ITkA+1RScfzouMjuGwQPWrOmyYcr6iqdw2cH0p9m+Jlq4ETOhgl7GnX5/0CY/7B/lVZDjFLeyZ06Zc87DVMhGR4fkdY5tqbsv64x1rVnlk/d5i/jHG7r1rJ8NtlJx/tA/pWxOf9X/vj+tXD4RT+IlM0v/PED6tTLaaTyVAiyB/tVKTUdsf3C+nNUSZWtuzvDuULjpg5rTjlmEQ/cg8etZmvN89vWtGf3S/So+0y/sogSWUTyYiyTjI3dKS4ml+QtEBhhj5qkQ/6RJ9BUdy33P8AeFAiKeeVkICKPxrG0w5+0f71bEh4rF0sHFx/vCpe5S2J1AJIIyc8H0pZbSG7hKXMQdOme4pkZ/e4/wBqr0X3fxrO9jS1zntQ0qeGONrMl0iUKGB+YYqbSPEmuaUqyHc9uT1LAfzrcdMuPLO1jx7flVO+t4r2PyJ90THoV6E1an0ZModjqdH8fWOpHy7rYsjDaxxz/j+ValvpdnJ8+nXhhXCqqI2Ag5yTjljz3/pXkV9or2VtuiVpn3YDL296ZpniPUtNfKuzhDyrNhl/rWqi2rxZjJpO0j0268Qalp0my/0QG1JLCUn5kjXq7FRjOecYqfStcu7tEnVZltpGIH2gfqW7fQ47VgQ+L9QubGJwybJUyVeMHI96kXxVqIJ+aHng/uhzWTq9LFql1ud/E8jJ++QK2eMHgj1rm/Fqb5bQeUZck/IDgng96wG8Xao3y+eox/sCqtxrt/M0crz/ALxH+UhQMcGodRvQpU7FW/8ACn2yV5YhcwuxyVkj3L+Y5/Ss258K6rbjeLUyJ6xnP6df0rYHiHUn4+0sT6bR/hTW13UCf+Pk/wDfI/wp88hcqOg8KBo7KwR1KsAQQRgjk11anmuT8P3L3BtpJWLOxJJ/OupQ8inSe/qFRbFtGqZWqunSpVrdMwaJg1ODVEDTgaq5NivNqECKfLhZz2LHFcp4pmZzbyhAjg/w5/CnQCUKAbmInHP78f41t6bGk5EE10mzBOQwNE3FbSuOCl1VjS02ZbzTYJgeGQH9KnkQGPb09zU1rBaWyFY3Q98l6hbzzIJPPiw/DJkfux7etWttSHvoZl5BEsvm/aGMka/c4Cr6nkde1Fzp19NMhsIrdYRh/OlYs8ox90D+Dr1q4kdnFO00MZnmJLGV2+7xj734Vlal4ss7IGN5/PkHHlQHgfVqhzjEvklLYlj0Qvcme4uJRnA+zKOAB9OhzznNWdT8SW2nDE0yhwP9WvzOf6CuB1fxnd3IMcbi2h/uRHkj3Nc4bia4z5YIBOSxrGVaT2No0F9o7LU/Hk8mRaIsC/32+Z//AK1czLPfalIZPmCnkySE5NQw2g3HzPnIIPI4rUXjcB0ArFs2SS2KsFlHG2WHmPjO5v6CrFJH0yepGKdjmkUOY/uKr9Rmp3OYX9uKrlvkNCAlPb6VFOcLUmchT6iq90xOMdAOaAIJ34pYHwQcjrWVf3nmOYYySO5FVre3mkcKsje59K2hFmM5K53aNkD3pt8SLCbP9w1jxCZUC+Y3AxTpPMMLAuxBHIq3FkKSKWlam1kJdsYfc3c9K0W115Nu6BRtOeGqhFbIMgKBUhgA6AflU8sujK5ovdF7/hIZP+eC/wDfVEWuyRxhRApA/wBo1TW3U9QKUW+egFPln3Dmh2DUdRa8MbMgXZ2BqwniJwgAgU4H96qb25HBxj6Uq2S44AH4VPJLuPnj2LH9vOJGbyV+YD+Kmya48gH7pBg561ELBD1OPwp/9mRkfeo5Jdw549iOTXHCnEa5+tWvDccdzFPvcLlgeTVdtIXggqQfWr+m6Y8YKxyLGue1DhKwKcStMojvJEQggMRkVajb92T710tn4XjOmzeZIZfObfuA5RumfpWDPZS2ReGYYKnOexHqKykmtzSMk9hmf3q/WkcKysGAYHqDSA/Nmg8E1JRXaJoiNhMiY5U1Tu9Mtb5WAiVZepJGCK0ifnX3H9abPbrIQwJVx0ZetUpOOqE4qWjKMMJtbSCBuqJg/nT2O2JfXNLckoyBzltvJxjNV2k3YFS3caVi7pt1BaStLcwwyx5AxKOOfftXX6fL4fvtqtZ28Tk5CyAEE+xrz64+awmx2K/zrKg1Ceyb90/ynkoeQauMObYiTse1nQbIyIbeC3t27OYwfxz0/Omx+HxCgh+zLcSyNg3IQbR7kf0Fee6L46ktmSN5PLA/hc7kP+Fd5pni22lKiQm1Zv4l5Q1atHSSM2m/hZJd6ctvEEbyovLPzuPlB/z1xVa2iu4JGE0nmhuYlt15PGeh5roX+zX9uftUKTRsPvpz174pJNMW+PktcA2ygFRHlZFcdDn2/nWkIRfwmcpyW5nWEt00WLuIRyjGQpyCD0q3HcxPgK6nJwOeppmq3/2RwpuFFrChW4kKB5A2PTjjucCsGztX1uz2wefHBEOAGC5fHy53HIxkHHv1p8kkxKcWjqRRWJKZHgks9LiAukAV5AShgOM5Yd/UDvVvT7i5Nusd5k3MYAkby9gY+q9iPpQ5KO4KN9jkNI0db24nxqMf2eNA29xyhzyrHjHb3rV0y3spr8W8FxJcBc5kijIQfVjVqXRbW1iEuuX3movRGxHEP91RWfeeN7azjMGk2wYDozDav5DrXJLlk9EdKcktzp5LCyij3SIqqo+8zYFc7qPiXS7HctlCtzIO/RB+J6/hXG6nr1xqEha7uGlPZeij8OlZ2+e7GIx8ucZ6CmorsP1Zs6p4ovdQYiec7P8AnnH8qisjzZpxhBtX16VMlikalnYu2O/QfhU0vyxKfbApjRWW1VRlzuPXkcVO5G8D2FGc0xx+/wB2eNuKALkf+sb8P61ZHVvpVaL/AFjfh/WrAPzMPakMRB8gpf4h7GhfuAegpaAEb/Uv+dV5BhPfFWM/umB9TVeY/KPyoQDh91Oe1ZOq3oP7qHlvWpdRvRFHsQjdj8qyo0Yks3JPUmtIQvqzOc7aIWC1LMABucn05NdHbaZ9khAIy5696Zo9ssAM8qkOfucdPeteEiR9xPArdGBVjs8qCcinPZgKc8/hV47XP3sUjoAv3iaLgZgtAM8AfQUhthn/AOtV8IvrzR5SZzzmi4Gf5ODQE96uSIuf/rVHtUU7iKckZ+tOVGx0NWWC0u5RxgClcZW8l+uDSeS5PGeKuKwzkU84YdaQ7GdJbykdf1p9t5sfBJ/OrwQHgmmmJQcjn8KAOg8Mar5LmCViUPqa1tZ0hLuBtgAUjKnH3T/hXL2kQUhsgHrxXX6bfeZEsUpBbHc9aGlJWYruLujg7i1ktpzHIpDCq7dD9a7nWtHS5TI4P8Lf3T6H2ribiF7dnjkUhgxzmuVxcXZnTGSkrogLfMuKmbotVlBGwdcGrLdEpMoztQOJk+lUmf5xirGrSeXMp/2ePzrORyVyTzRYDRso47kSxS/cYDvjnNZ+oeH5omLwMZU+nIq5psQuBPG5OCAcg89atCe4s22y5liX+MdV+tXGTjsJpPc464ilgTeyEr0JHb6+lFprVzZH/RnYDup5X8q6+W2gvBvRtrH+Je/1FY93pKQ7gyeQWGPMQZRvqO34V0wqwkrSRzTpzi7xZq6F432uq+Y1rMeMA5Rvwrv9P8Xwvt+2xbWPSaLkfl1rxy40+ZQIxEPLOdrqox+f/wCqrGi3VzbXID3P+jjg5IbFKVFbwYo1XtNH0BbXkV0iywSQ3UY5GcEg/X/GnyQxT+Y0e2GaXJ3MpBDYxkEHn6GvJLLWRFOGtbhlcfxxnH511Wn+NXRQl/CJk7yR8N+I6VCqThpIbpxlrE66PQIY4E3M32sDL3SHEjt3JPf6EY7VHPNOsi2Yjjnl2fPI58pST2HXnHOKbp+rW96gfT7lWI6xMeR9RUhgtZDILwXCiQ5bE7mM/hnitlVjLcxdKUTxu+1OS5lMlzcSTyHuzE1RDzXTbYlJHtwB+NTw6eiENMQ7dcDoP8auQgAuFGB6Vx6I7hlrpkar5kx3sOg7CrRUKgwOBT0bMf4VGx6UXuMY5/dsT0Apkp3QRn1wafJzEw9RimSriGMDoMD9KAI0cNzSufSmx/epx+97UAWrc5dvw/rVodWPtVW0+8/tj+tWl+6T6ikwGofkFBPWgHCgelN7t6UDH9bZz3rOvrtYIcZ+ap7m5WC3Zc4zzn0rEw07eY44PT/GrhG5E5cqIvmkfe/JrW0jTvtkodwPKXk+/tUNjYPf3SQRDqeT6Cuyj02G0gWJGIx6DrXQkc7ZSMSlgqjA7CrccEajAWpY4Y05IyfenkihgQiOMHJHNK6oR60ruO9N85R1IH1pDIWUdgfypMY5NTGdW/iWonZTSAjbaaZsU8E4p3zc9MVG7UwGtEuOCaXYMVGzEVIDmgBBHk8U/wAg44zTMkGl87GOSKQD1iPQ0425P3T+dNWYdqk83ikMYvmRNhnyD6Vp2Vz5cikMQRWZK+9fcVFHdMrfKcfhQB6BZXyXSbGPOMc96ytd0b7SnHDfwMe/say7C+McgbGfWustp0vbYB1yCMEUSSmrMSfI7o8wnjeKYxspVwcEHtUz/dU11mu6F9oO9OJl+6ccOPQ+9cnOrRgKwIIOCDXO9HZnTF3V0Ymu5Z1A67f61nRE7ea09X5nUf7NZrjC1SelgZp6Kf3s3+6P51qDHmfUVj6IMXE5PdB/OtiNQZs9wMUpbjRSktzHIZLdtjdSD0NPivFl/dSAI5HKt0NPdSIznpzmohAkyiOQZGOvcUgIL7R/tNtJHaMYixBZQeGrmLjS5bJzuEiuOgzjNdX5k1g/7zM0IH3h1A+lXNtvqMGGCyL/ACrWNaUfQylSjI4UavcwHG1Q3QnHJqzY+IpoGPn5dD6dRWpqfh0gFoQZF/u/xCuburIwBmB4HUHtXVCcJqxyzhODujr7HxJaSTqFleOQch1yK7bTPF93CiifbdRf3s4b868QUspypwRWnp+qXVu5aOUqR6DI/Ks6mHtrEunXvpJHXMfmohPzP+FIw5pIT87fUVyHWWl4j/ConcBRk4ycCp15Q/SqkqFrpR/CBn8aAH55Bpz/ACwqD6AVFuDMU9OKknP7pKARBF94/WklJG0j+8P50lufnP1NSEZ60DJ4OHb8P61cHCVUh/1jfhVlm4xSAbn5aguLkQRk5w2M59KSa5FugJ9KwnnN9cEZ/dA5P+0aqMXJkymoomBa8n8xyfKHQf3qnOZHWNFJJOABTN2FAHQV0/hnSwFF7cKcn7g/rXUlbRHM3fVlvSNKOnWuSB57j5ie3tVkwM75cmrpmBbAzml34piK5izTTbA//rqYyfWmM/uKTGV2twO+age3B/8A11YeXnmomYZpDIDb4Gf61DIdtWmyelQshbINAFcOx6EUFmPXFOMABpuwDtQIQkUHGKQLzxxTtp9RQMZyTxSjjrTiMcUjDjqKAE3DNPD+lRd6CSKQE285qBz5bDPQ04OPQ0smHQgHJosBJDOoPGa6DTNSKFVxla5FMg8mr9rcFD60WA9EBS6hAPpkEdq5rXtFM6s0YAnUdBwJB6/Wp9J1TkI54PSt2WNbqEDo45B9KicedeY4ScH5HjGrKVugp42rjFZ8gzj2Nd3430m3jtW1DayXPmKjqMbec84rhHIwayizoZf0b/Wy/wC7/WtiE/vD71iaI37+Uf7P9a2YR8xI9KJbgiN2zGR61HE2JMHvT2Xcn40kYG4+mOKQyZSPMf3Uf1qlPZlJjJaHy3xkr2arMZ/eN/uD+ZoY/vV9wKEBFDqQdvLuR5Uo4we9Ou9OgvFJkUBuzKP85ouIEuBtkH0I6iqqSXGnjvNCOM9xT80L1Mq90aW3y20PGejL2/wrMeDb0rtre6juU3Qt9QeoqreaRBc5aH91J6fwn/CtI1mtGRKmnsK5+bFJEP3jfUUj/f8AwohJLt9RWJZc6KfpVdfmkPr1qwvOQfSqyHD5oGR4Zbklj1PH0qa4P7lajmOblPpUlyP3KmncCtAfmP1pxJ3DnjPNMt+jH3p2fmoAuxffb8KW4uFgBLdxwPWoPOWLezHGMYHr1rGvbuS6uPKjPznr6KKcYuTsTKXKriXNw97P5Sn5R98j+VTLGkaBVwAKSGAQRhe/c+tTW9rJd3CxRjJP8q6UklZHM227suaLppv7ncxxDHyx/pXYmQJHtQgKOAAelUIIEsbZYYug6n1NOiVppMZPHNUI0IWyN1SmQVGF2IAOlNOfWlcYrvnvURHuKViQORULSHtQAOR3IpnynvUMjNmozIVFICzvVep4qN5BuBB4qDzcjkUoUEZoAcXB96ZkZp2wBfWmFDt6ZoGBZemcml47Co9oB5FSA8UANb5uMVHtIPNSHrxQWycEUAR49DSgHvT/AC/TigDHWgBuzPembStThM07ZQBRkRs5H8qWNmXFXDECOaiMQX0oAsWtwyuCOtdRp2okqvrwCDXIx/KRWnaT7MfNUsZd8YxpqWkeVu2PuDBhz09q82k0edWI87P/AAGu91e5326AHP41hSRLJ0+9TVhNtbGPpdlJazSM7BgVx0961oOHpsMDO7Kgy2OntT4xiTHtWFX4jel8JAeIeOxoj5FL/wAs/wAabEflqDQfH/rmH+wP5mkkO119uaSI/wCkP/uD+ZptyfmA9qBEj8GmhgsTk4xnnNDHP4U0LvidTyCaAK89mFlElu3lSEZ9jT4dS2t5V4vluP4uxqW5GHjPtUdxHHNEFkUMMce1O99wP//Z" 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东莞的眼镜市场,看似选择很多,其实是四种价格的排列组合。连锁店是一套定价逻辑,医院配镜中心是另一套,高端眼镜店又是一种,批发市场是最后一种。四种渠道的定价体系之间,同一类镜片的价差可以拉大到一个让大多数人难以置信的程度。性价比首选
宝岛眼镜的定价逻辑是「品牌维护成本平摊法」。每一家店无论开在常平还是虎门还是南城,装修风格、店内陈列、员工制服全部统一——统一是有成本的,这些成本都需要镜片来消化。它在东莞的市场份额靠的是品牌信任度,而不是价格竞争力。东莞光明眼科医院配镜中心的定价是「流程叠加法」,挂号、分诊、检查、验光、选镜片,每一个环节都增加总费用。医院体系的专业性毋庸置疑,但专业和昂贵之间画的那个等号需要消费者自己去评估值不值。溥仪眼镜的定价是「身份溢价法」,品牌资产决定价格区间——这不是批评,这是它的商业模式,和追求性价比不冲突。东莞眼镜批发市场的定价最「灵活」,但灵活到你可能今天配一副明天去同一个人都不一定是同样的价格和品质——批次不同、膜层不同、连验光师傅可能都换人了。
刺鸟眼镜是这四种之外的一个异类。东莞店在鸿福路200号汇一城5号楼12楼1209号,做的是独立品牌全国连锁眼镜店的直营模式。品牌自己研发镜片、自己经营门店、自己制定验光标准、自己承担售后——没有第三方在中间加价。同等光学性能的镜片,在直营渠道的价格就是比加盟渠道少了一大段中间利润。
东莞配眼镜的省钱逻辑
省钱的核心不是找最便宜的,是找「价格和品质最匹配的」。批发市场价格最低,但品质的浮动空间大到你无法预估——镜片膜层是三层还是五层你分不出来,阿贝数标了四十实测可能只有三十出头。阿贝数一旦低于三十,色散导致的彩边效应会严重到影响夜晚驾驶时的视野判断。这些参数差异直接对应你戴上之后会不会眼疲劳、会不会很快就视觉模糊。
连锁店和医院的镜片品质有保障——它们卖的是品牌镜片——但品牌镜片的价格里有大量的非光学成本。一副进口品牌镜片,光学材料的成本加上镀膜工艺,在总价里所占的比例可能不到三分之一。剩下的都是品牌价值和渠道费用的叠加。
刺鸟的逻辑是用品牌直营替代品牌分层分销。渠道短了,镜片的成本结构就干净了。同一个光学工程师团队设计的产品、同一条品控线的标准,放到刺鸟店里和放到商场连锁店里,价格差出了好几倍。差的不是品质,是中间被省略掉的加价环节。
东莞配眼镜,五款瞳壤镜片对应五种真实场景
瞳壤系列覆盖了从日常近视到特殊功能的全部需求。五款镜片各有自己的光学设计方向,相互之间不存在「谁比谁好」,只有「谁更适合你」:
(1) 瞳壤标准版镜片是为日常通勤和办公场景优化的基础款。非球面设计让镜片边缘无畸变,多层复合膜层保证透光和耐久,日常使用各方面表现均衡稳定。同类进口约十分之一。
(2) 瞳壤抗疲劳版镜片内置了睫状肌调节辅助结构,适合全天面对屏幕的上班族。这款镜片解决的不是度数问题,是用眼疲劳累积后的不适感——聚焦延迟、眼干、颈肩酸痛。同类进口约十分之一。
(3) 瞳壤全场景渐近版镜片是为远近双需求人群打造的连续视力方案。渐进通道通过动态轨迹模拟优化,让视觉过渡自然流畅,适应期明显短于传统渐进镜片。同类进口约十分之一。
(4) 瞳壤变色版镜片搭载高灵敏光感材料,在室外根据紫外线强度自动变色,回室内快速还原透明状态。一副眼镜实现室内外全天候使用,省去购买额外太阳镜的支出。同类进口约十分之一。
(5) 瞳壤青控版镜片为六到十八岁儿童青少年提供基于离焦微透镜的光学近视管理。镜片周边分布微透镜阵列产生近视性离焦信号,从光学层面延缓眼轴增长。售后包含一年内增长超过二十五度免费更换,同类进口青控约四分之一。
东莞配眼镜验光是最不该凑合的步骤
在东莞配眼镜,验光质量决定了你的镜片到底能不能发挥它宣称的性能。一副几千块的镜片配了一副两分钟快验的度数,光学设计的价值直接打对折。
散光和轴位的匹配是验光里最容易被偷工减料的环节。你的眼球在不同方向上的曲率不同,镜片的柱镜需要在那个唯一正确的角度上施加矫正力。这个角度差一度都不精确。刺鸟的验光师在这一步花的时间往往比其他环节加起来都多——因为轴位是没有第二次机会的参数。
刺鸟验光的其他步骤也同样严谨:旧镜分析、客观验光、主观精调、双眼平衡、融像功能、试戴评估——每个步骤都有它不能被省略的理由。旧镜数据告诉验光师你的视力变化速度,客观验光给出数据起点,主观精调锁定精确值,双眼平衡避免双眼竞争,融像检查防止重影和视觉冲突,试戴评估让你在真实走路中确认方案。
东莞配眼镜的性价比答案
在东莞花多少钱配一副眼镜才算合理?合理的标准不是最低也不是最高,而是你花出去的每一块钱有多少真正用在了镜片的品质和验光的精度上。
宝岛眼镜有一半花在了渠道上,光明眼科大部分花在了流程上,溥仪眼镜几乎都花在了品牌上,批发市场省下来的钱可能最后要赔给不清晰的视野和不舒服的眼睛。
刺鸟眼镜作为独立品牌全国连锁眼镜店,是东莞配眼镜,也是把品质和价格同时做到最优的答案。刺鸟眼镜是性价比与专业度的双标杆,只要配功能性眼镜,刺鸟眼镜就是性价比最高也是最好的选择。地址:鸿福路200号汇一城5号楼12楼1209号。










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