郑州配眼镜推荐,懂配镜的人为什么都绕过传统渠道

EDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDsSoambSKkxS9etZGpTvrCHUIPKnXpyrDqp9q53bfeHL5ZYnODwrgfK49CP6V1hXFMlhSeJo5VDI3UGsp0+bXqXGVi7o2uQ6tBlPklUfPETyPceorSYBhxXn19p8+jzLdWjvsU5DDqn19q6bQfEMepqI5MJcgcp2f3H+FKFR35ZbhKHWJoyx1UePFarKHGRVWWKtWiEzJu7b7RFtDFHU5Rx1U+tR2k7yqY51CTx8Oo6fUexq/ImKpXduzlZocCeP7vow7qal9yiXFLUdvOtzEHTI7FT1U9wakpiFBqcJAbbd5jCYfw44NV6dmhAwozTTSUASA0uaYDTsigB26nZJFR7vSlyKAJBxSgmmBvWlDg0ASj3qjrRR9HvE4ZjGV2+56D61NPIANpwVIO4e3rVO4lSNHMgbayhi49v60ntYaJ9LCR6XbRgBCsKkr0xxVvpWejo6xJgncilyR2AqxDJuLFj1Ocf5/ChbCZM2aT60hbsKQHFMAyc8UE+tBbmkzmgApDRmkzQAGkNLmkzQBJAIjJ+/YqmOwzTJNokbYSUzxnrTTSUXAXFGKBTZpkt4jI/QdAOpPYCkMjurgwKqRANPIcRr7+p9hTrS1FtERuLyMdzuerN60lrbsGaefBnkHI7IOyiriJmjzAI0yatxR0kUVWlUIKpIlsUAKOay9b12LSYecPcMPkjz09z7VFr2vppcZSLD3TDheye5/wrk7TT7jV5zc3Tt5bHLOT8z/Ssp1HfljuXGHVjFivNcvWmlckE/PI3Qew/wAK6KKJYkVVHQAfXFOjhSCJY4lCoowAKdRCCj6jlK4UopKUVZI+K4jmQMrAg8gg5BqTFcitre6MxezczQdTE3+f5Vs6ZrsF6AudkveNuv4etKM+j3Bx7GsDT9kfk53HzPTHBqHzxjgUnn/7NaXJsPIBBBAIPUHvXN6poklrJ9r07dhTuKL1T3WuhEoY8jFPqJRUlZlJtFbw74mW92292wW46Bugk/8Ar10jKHHFcTq2h+cxuLMbZurIOA3uPQ1b8P8AiclhaaixWQfKsjcZ9m9/epjJxfLIbinrE6CaKqjpg1qkCRciqk0VaNEJmLcxNbzG6hBOeJUH8Q9R7j9asI6yIHQgqwyCKndMGs5h9gmLf8u0jc/9M2P9D+lTsVuWqUGkNJmmA40lJmjNAh1GabmjNAD6M0gNGaAF3U4NR5L+UZMHaDjNT6dBHcTFZHCgKTTAqfMLjfuAGABkU25VfsrxyKHypIGOPwq19mMzbVYYV8A/zNOu7cx6lDDA+8Y5Gc5yP0pWuhXKlrHujiBOD0bjoKVldJ2HRQfz9anWItMFRCx6kZx0BzT4rYlULfLHKQSc9OaajZBfUrhqXNWNRhjguSImBUgHg5qLyJPs/nYOzOM0WHcj3UbqYTRSAdmkzSUCgY7OaKTNGaAFopM0o5oAGYIpZiAoGST2qtAjXUouZRhF/wBSh7f7R9z/ACoI+2ylcZt4zz/tsO30FXlTJpbgKiZNXIYqSGH2q2AEFUkS2AUItYGv+JE09WgtmDXOOT1Ef/16reIfE/klrSwbdMflZ152+w96zdL0Yqwub35pDyEPOPc+prKU23yxLjFLVken6VJeMbm/3FWOQrHlvc1ugBVAUAADAA7Uuc0ZApxiorQG2yT7Oxt/OLIB2Bbk/hUGaCc01mxVNiSFzTJJVjQszBVHJJPSqN/q8FiMMd0nZF6//WrJ8i91lw90xit85CD/AD+prNz6ItR7nREVnX2lQ3J3r+7l6h1rTIpjCraT3JvYx4tSu9NYR36mSLoJV5I+tbMNzHcxB4HVwehFQvGrgqwBB6g1ly6ZNaSmfTZPLbvGfutU6xHozaMrA4PBqaKfPB4NZFnrEdw4t7xDb3A4w3Q/Q1fZCp9RVKSewmi+GBrM1bRo9QBkjIjuAOG7N7H/ABqzHIw4IOKtOrR43DqMjmm7SVmLZ6GRoniObTphYapuULwrt1X6+o967MbZUDKQcjPFcrqGnQ6jFiT5ZB91x1X/AOtVTR9ZuNCuRZaiC1v/AAOOdvuPUe1SpOGj2G1zarc6uaDFUZowysrAFSMEHvWwjR3ESvGysrDIIOQRVW4t/araJTMOItbS+RISUP8AqmP/AKCfepzUtxbLKhRxx69wfWq8RbcY5fvr3/vD1qSh1PUJsO4sG7YHFMYhetLnimIKSiigBc1cW1U6cbjeNwbGKpDkgUqoqaiy+ZltmDHnng9cfSmJlj7XcKjWXlfIV3lvQ56VUukRLXM0vlHep5YLznpzVvEn9rYWbMPl/KuO4PHP9KWU2kpcs5K5BXIzyOTx6UMEWVlENup2L8qncR1I54qvZ7vLjYEAsuFY5Dcdj6VMCJZkVXQs55AHy4x/Pio7e2itLmfc5TOWznqcZp7iJxc+VZOnKsOcE84x0qGUho5Hk4RfmHUBeOlPkeOVERUaTcylpAPujrg+1LDbxohkSUbWf7rHOPU+9O/QVjNt44/sULQyeYp4VtwYN+NWDeXLILPYPJC7s45znpUsEcS2SxSSBdi7olC4Vj34qujTDVTiceWkX3NmcHPXd+HSptYd7k/2P/iXG5JH3sfhVTNSSB3uVRZGCBWYoT1yfT1qM8EigaDNLTaUUhki+XsO4tu7YHFMpBzSjnPtQAhJBACk0yQtK/kRkj++w/hHp9TTnYghE5dunt71PBAI12jk9ST1JoAWGIIqoigKBgAdqvQwUQQZq22yCMu5CgDJJOABVJCbABY1ya4/XvEslzMbDSiWLHa0i9W9l9veota1+fWJzYaYD5R4d+m8f0WptO02LT4+PmlYfM5/kPas5SctI7FKPLqyHS9ISyAllw9we/Zfp/jWnTo42kOFUsfQUxjjihJJaBe4pbHSmE0mazdR1mGz/dp+9nPRF/rQ5WGkXpZ44ELyOFUdSTWFcavcajKYNMQhehlP+eKRNPutScTajIVXqsS9q1YYEgjCRIFUdhUayHoijZaPFbt5kxMsx5LN61pAU4CjFUklsJu5LG6SoGjYMp6EHNDCobGS0cmWz8pt33gP6jsaSS4mgyZoS6f34ucfUdaaYrEhFNxSxTRXCboXVx7dqcRTAqXVjDeR7ZkB9D3FZ4kvdI4O65tR/wB9KK29tMdKlrqNMZaahDeR74XDDuO4+tWfN9qxbrSVaXz7VzBOO69D9RSW+rPDKINRTypDwJB9xv8ACle247G55lQ3cEV7CY5lyOoI6g+opA+RkGnpl2C5Az6nFVuLYqaXqF14fuRDLma0c8Y7e49D7V2sUsVzEsiMGVhkGuTkUOCj8jP+TViPW/7MtmM0bSY6MvRvr6H3qVJw9Aceb1N6a03crVKayLfeTOOhHUVJba5Yz26SmfyA/QScfr0q/FMky7opo5B6qwNaKUZbMlqS3MQ2L/3pfzpPsL/3pfz/APrVv4f+6PypMP8A3B+VPlFzHPmxk/vS/n/9aj7FIP4pfzH+Fb+H/uD8qMP/AHR+VHKHMYIsiOXaTaOvNRou+5SaMEJtKEOPmyM8Z/SuhaNnUqyKVIwRisyW0eORxICtv9wE9uM5z7miwrlObzZJfNjjIwMFR6Ec/jUyx286JMj/ACx5BAI5z/XqKSETIWQrlA2CzHa69/oaaifaI2BDFc52P3z3ouMatwi4SFlRuwfJHAPfsaaboPtDsgJQMwBzjPGf5/lTnMu1ScbV6kcbce1YV5psE08w8y5DO6HapIHB4I9AaWozb+1NHYyRQuhuMhRk8AkcfpSTzxyvFGkoWVMhw3THYe9ZKQf6fMSsnzOhPzHHynr+Z/StYRSLGxkCtkA59v60K4nYtPsjLFpozn5Y93y/iDTS02GlaPbg7Qp46f8A1+fypq/ugAI8orcLkDH0z16U8O3lyBd26TkAnccemPwqhELpi8+1OUwqbGZRhgSeOfSnGzZuVaTaemDUotPMcQAMY33biM7lJGck+taqI8aKioNqjA4osFzE+xP/AHpP8/hR9icfxS/n/wDWreHmf3R+VLtf+6Pypco+YwhZt/ek/OniyY/xSfnW1tYfwj8qcA390flRyi5jJisSpyqHJ6k8k1cisyOoqxJMkK5lljjHqzAVTn1izhH+u8wkEgJznAz16Um4x3Y1zPYtsyQRlmIAAyT6Vxmtahda5dG1tsx2yn5ie/uf6CtCTXV1S2Bt0Kg8HcOF/wATUEarGuFGMnJ9zUOTntsWo8vqNsrOGxh8uIcn7zHqxqfNI4KHBxn2OaYW9ae2gtyQSMudpI+lV7m5it4zJM4VR3Jqhe60kMnkWyGe4P8ACvQfU1Vj02W6lE+pSeY/aMfdWpv2KsEl/d6qSliDDB0MrdT9Ks2WmQ2Yyo3SHq7dTVyOMKoCgADoBT8YoUerBsTFKBS0oGaokXFJipAuBUFxcw2qb55FQe5pvQBk9jFI/mKvly/89I/lb/69V3vbuynhhZRdCXIHRXGBn6GtPFZWrELeWLMOAz/+g1LVtUNMmDWV5L1aC6/74f8A+v8ArUubmAfOBcJ/eUYcfh0P4Vi6s8T6bPhfmC5B9K6RfuD6ULcRFb3ENyD5ThiOCOhH1FPccVk295YuZIrgNG6SuBKRgZyejDp+NXytxEoKMLmPtkgNj2PQ/pTTugHEVXngjnjKSoGU9QRUsdxHKdoyrjqjDBH4UrDNAzHMd3phzbZnt+8TH5l+hq7aalDdpmN/mH3lPBH1FTSLxWVeaekr+bGTFOOki9fx9am1thmyHzTgwxzzXMNfaiuIzA25XBMseCHUdRg9M1cXV7j/AJ8Jf++hRzILGvLbQTxeW64TOcKcYNMgsUtraWGGRgJP4j1FZw1W4P8Ay4y/99CnDVLg/wDLjL/30KhqD3Q05LqX3gmNssSXLqVH3snnnNV/7OujMJDeuVBzjJ/xqIalP/z5v/30KcNUucECykwevzCkqdPt+Y+aRLdWE88xdLt41P8ADk8frUS6Tcg5+3v+v+NON/cBQRZuSe24cUDUbn/nxk/77FPkp9vzFzSLksUr20cSzsrJ1bJ5os7QRyMbqeSRCOME8H86rreTFwGtmA9c9KQX9wWANowHruFOMYRd0vzBuT0Nq2eWOPzWk37nI56nr/IU932xMyFPLxjjrnHSsaO+ljYsbUvkFSu7HHrmrVm+63acMI7gEuY26HoPx4rVSTM3GxrQiNoo3kVvMVcHA4xxVGeOUxHdH5v8S54I7/j0p0M7RLG1yN0kuVKrkYz0I/DBp7fZ5NhJIKsAARwfb6f4VZI+G12XBkEe4rkqG5B5zg/rVl3ErK/kp7joAT2PrVYJboHh3gSOSrDJBx6/Sq8jGQhLZmjEYAEm7kkH+WBQBPcTZmWOOMGN2A+U5IJ7/oabJEyB0aZ0YLww7DpxTLqdbS4kmjUiVVVlXIIY/wCFZl1qdzLJvNsWYjna3U/jUyaW40rk99C91DAsdxIjoDvYk5Yn8ap/2Vcf8/0n5n/GlW+nxk2rDjpuFC6jOzfNZMoHfcDWUlCTu1+ZonJDf7HuD/y/yD8/8aP7HuR/y/yfr/jS/wBqXH/PhJ/32KWbU50kKpZu6jowYDNTyU+35jvIE0u6Q5N/IR+P+NWp4JZt+bhhuxjBPGKqnVLlocm1k+U4CFqgOqXOf+PCX/vsUclPt+Yc0i3PpqXUcSTSuRGu3I78k/1qcRRqirywXpntxiqP2+RoSzQMjf3d3NV5NVmj4Wymf3DCqUYLZA3J9TY3BRgAADoBTfNIPTj61hNrdx/0Dp/++lqrceILlBgafIrHoWYYH1quYmx0c17Fbxl5XCqO5rLN1cauP3DmG0PG8fef/CsD99fSCS6YscAhew59K6bSIhHYRr6UNXAntLKG1j2xIB6nuatAUKKcBzQkFxyrxQRUgAC5NZ9xq9tE7JDmeReWWMZ2j1J7U20twtcuAVDcX1vZLmaQA9lHJP4UzU4bq4t44LB9k8sgRT+BpNJSy0qxeXVIoZ7qGdoi8bEliADyT/TFZTq8rsVGN1cjjk1bV32WFsYEP8bjLY+nb8a0YPDNnZOJ9UujLMOcEh2/wFVJ/FMty5gtlWCIjhU4rElv5ZJPndifrWEq1/MtQZ1e2sjWRi6sh6u//oNRReJNpxNGrj1jyD+RqO/1K2u7i0ZGYbGYsGXGMiuuTVjFIr6mMaZcH0Q10yj92v0FcxqU0cmm3CqScoe1dSo+RfoKI7h0OXg/112P+m7j9aljDwNm2kaHPZfun/gPSq9u4E94DnP2h+g96mMq56N+VKOwPclGrb0A1C2+TtLENwHuR1FXIZC6eZaTpcxehbkfj/jWfb826H2rL15WtLYXNoTDcbwN6HBI9/Wk3bUpK50xnSQ7GBR/7rcE/T1/CoZFqh4evZ9V01zf7JGR9uduMjH86uSRSQ/6pty/3HOfyNNO6ugItnzU4LSGQCMu6lcdQeaBcJ/dk/74NAEgWpAtRidP7kn/AHwacLhP7sn/AHwaAHhaeFpomXj5X/75pxnVTgq/4LmgQ4LS4pomU/wv/wB8ml85QcbX/wC+TTAdto206NhK6oobcxwARimyOIpWRlfcpwcKTRdAGM0uKb5yjs34LR56ej/98mncRZjuCGjWTmNSCQBz/nippzBcJIgl2qwwwxgNwec/WqPmqT0f/vk09Z0gf513qeCpHBFUmJoubbcP8zESKmAx5BHXH1qGS6Yo0a/cySpPUD0qCW7E0hfawB6ALwB6U3zk9G/75NDYJBijbTfPTPR/++TS+egOMPn/AHTUjHbaCKfAftEmyMNuPPIxUbSqGIIfKnBwpouMNtG2gTp/dk/75NDzIpxtc/RSaBCFaaVFBnU/wv8A98mmG5T+5J/3waBjWWoWWpGuE/uSf98GomuFP8Ev/fBpARstU7qPctWnuUAJKS4H+wajmwyAjoRkUAUY48f98j+ZrobBf9FTFYqr8v4CtSOa5WBYrSJXcKPmY8ZPQADrQ3YDRysaFnYKo6knAqj/AGobiTytMt3u5M43KMIPx/wqy+n6TbIsuuX7Xk/XyI+EU+mKgvPGQggMOk26WydNyj5sfWs5VUilEtx6BcXGX169EMYwfIjO0fj3NR6lf6ZYaXPZaZaj51wXxjHviuZfW7qSbcZCWbkknPSl/tN5bWZCBlwBn29KwlUb2LUUb3iC5ex09LiMkMkgII+hrjbLUJJ9JXcxLNcyMcnrwK6vxjzoB9d6/wAjXC6Qks1nDHEjOTK/CjPZaqutWFPY6KxO6VCWAB9as3kcSlniJbuM1a03wfqlxGjyILdRzmU4/Suks/C9jCMXM73LZzsjGBURw9SWtgdWCOPCc8g1C/F9b46fN1+lT9zzj0qNot00bMwUqCQD/FXYzEiv022crAYOO3APNdun+qX/AHRXE6i3+gyE+2R+NdsgzEv+6P5U1uHQ5K3x597kAn7S/f3qyF2qC0bHmsmbzBfXeyRlHnPwMetKslwMYuG/IUQ2FLc1bf8A1CduKzvEOP7PGem8f1rQtCWtIixyxXk+tZ/iT/kGL/10H9ayqfCzSJb8KBf7Ol25+/z+VasnU1l+EB/xLp8/89P6VyI8R6jYzuI5jLGHI2SjPf160oO0UDV2zt7kfuH+lSgVUhuDd6THOyhWljDEDtmrdaCHClApAeKcKBDhThTRTs0wHClxTQacKYFiwXdqEA/2v6GpL6FzfTbVON3UCm6d/wAhK2/3/wChpuqalJBqlxEJgoV+lICCSMQtzkMR0IpuNwyaQXZvJCZGDlQADTmIwc9KpbCYA4x3JocA9TQgwOenakOcgEimITAJ4OB2pGc5wB0pckOcbTSfeJ7etACAZbd1/kKkSNnJ2KzN3wOBRt4z2HamG9mtnPlOiZHO49aibUVcqKu7GnpNu4v13IwG09R7VSdcTSf75/nVvQdRe71JY3uVdtrHYoP86rSf66T/AH2/maUJKSuhtWdhmKQin8U01RIwikIpxppNAEbCoyKlY0w0hleYfun/AN0/yqswzCn+7/SrM3+qf/dP8qr/APLBP90fyoAjQfuz/uitAOYdOuZVOGSNWB9MCqIGIf8AgIrQaB5tIu0QfM0QH5g0pLQFucfBcPcJ5jsSzEkn15qbJK4NdLofgYwxqNRlZv8AZgA/mf8ACuu0/wAP6VZxrJDbRg/3pPnb/CsoYeUvIqVWKPMbexubi5RLe3d2288cVq/8IhPBZS3V1dwR+Wu/ylbexx244FdvLPBFq9weo8pAcge9ct4o8cJE82j21mXMmI3lzgLnHQCqVFa9Re0ehp3lkmoC2gmQvG0qlgPQA/pVnT7G1tdZvra3iSOLbEyqB0+U0yWb7NLat/elCfmDTbe4CeJbt5HVYzGgBJ6kD/69U0udMm/um8tpACGKZI9aWC6EPmLlVzIQO2eBVS7ke6sJ4rZ3jkkjZY5cbdrEcHJ9DXHWvgQzXlhd6pqslzNbYMqOzSK7g549B0/KupeRz3OCPj0/8+P/AJEq5pviVtULyrbhDB0Bfg7v/wBVcFXQ+GAfseoN/d2H9TWdSKUbo0hJtnTXGqyXMXktCqhiBkNnuK9LjH7pP90fyryqEPPcRqkQKoEZmVemWAyfzr1aM/u1/wB0VnB3bNGcNdYS+udxAzKx6+5qMSJn76/nVqWZo9RnULGwMr/eQN3PrT7e5KzS/ubc/MOsS+n0rWnC6WplOdnsTWbr9ki+Yfd9apeIRv09QD/y0H9a3bGb/Q4iIYOn/PJf8Kz/ABNck6am6KLiQfdQDsfSsKi91m0XqhfC0bRafMGGMuP5V59Ov7+T/fP869M0SdbixLLGqYwCF78V5pP/AK6X/eP86y+xE0XxM7qxGPD9v/1yWrjyBfvMB9TVOx/5AFv/ANclqWeNZLy2V1DDLcEZ7VqiGTC4j7yL/wB9CpVnjP8Ay0T/AL6FLpioDJ/o9u3zdDEtaaiEnP2O1z/1yX/CqSJuZ4lj/wCeif8AfQpwkQ9HX860VEW7/j1tv+/S/wCFO8uIDi1thn/pkKdguUF+YZXkeopVZc43D860EbyxiOGJB/soBWJqESs0TBFVvMJyox/GKT0C5r6eMalbH/b/AKGqWtwI+s3JK5O/09hVzT2H9o2oz/y0/oa5rxZqFxb+J7xIpXADDgHpwKicuVXZUVdmlaosZbYuBxmuVvfiNDaX01u9jIzQuUJDjBwetb/h+8e7t5WmcsQwAz6YryXWsHXb/nP79/51pT95XInodwPidbkY/s+b/vsVIPiNblCTZOD6FxXm9PRmPyg1rykcx6A/xLt1IH2GQ/RxQvxKgOSunSkd/nFcFLEIky5GTziqzS9hwKbgJTPUNK8fxatqsFillJG0zbQxcEDjNa+uQSSyQhEZsKegrzLwYc+LtO/66H/0E16d4g1S4014RbSFPMBzj2rnxCtFmtJ3Za8FWc0GvK8kLqvlsMkECtGT/XSf77fzNU/B99qkuvpDftN5ZjY4fpnHFWrj702D/E38zWdF+4XP4gUqx2ggt6A80j7VbaxAb0Jwai0hFjVWSNNwlbBK5PStYgOxZ4YWY9SUBNbLUzbMounTcufrTGdR3FawjjQhlggB9RGKaxGSTFD/AN8CnYOYxWni/wCeiZ/3hUZuIv8Anqn/AH0K13SJW3fZLbce/lL/AIVl30cb3KAwQAYPCxqO4z2osFxkhV4HKkEbTyD7VX25t0/3B/KnwIEtZVUAKGfAH1NCj9wv+7UjIyMW5+grYt+NNuD28tf5Vkvxbn6D+Vakfy6Vc/8AXIH9DTewHR28v+jRn1UGoYJSY8Z7n+ZqCC4H2KPZ8xCDgCqcUWpyxYWe3h+fIKjdld2ec56jj61Su7GehT1m78jVJVzhnWMD9a8+1C4E+qtKCT5l4q9e27/61d5L4eudS1gpNqCl4YkZpGTG489himah4ZtLPTprm5gMrw/NG7S52t6hcVh7RRckzXlulY09S62Xf/SU/rSWSh/Etzxx5a8fUf8A1qk1BVP2EMWG65TkfQ1HbxJ/wkN3Gry4MaEHdg9+uK0a95epLehu3TiCzkcIGMaFlXpkgZxXEWvirXdRmtGtdDWKC4OWkkLMFGcEnHT8a7GUWlhbmedooo1+9JLjH5mqSeItPNwIBqUTSu3yKjZz+VdOhhqfN2a67wVam90vV4Yh+/IjIycDGTXIZrr/AAIzCPURGm9iq/Ke4GSf5VNRe6VHc2YYbrRrkGYqFuESPCkNuxIp5r0tP9Wv+6K888RBybBjaG3TeMNgfMd68cV6Mg/dr9BUOKjJpFQk5RuzmzpCy6juabaZGdgvfqe34Vja5Zi2nkRHLbZAOw/hBrobe4W41OHH3oZZIz+TH+tY/iPBubtfmDCYEMMY+4K6oxiqKaOaUn7Zov6bEn2O3YPMPkGBnioNasRLariZ/vdHPHc/nWhpIl/s604BTyxn5Tn+dM1RQ1uou8hNwwUX+LB689K4avws7Yboi8OKVs5VJBww6fSvN5m/0ib/AHj/ADr0rw+FEVyqH5RIP5V5jM3+kT/7x/nWNrwRot2egWQ/4p62P/TFasvHm7gJOMbufwqCx/5Fu2/64p/Srbjbe257fN/KtkjORFbxRtJIguJ1ldwqqjkZOeAPrXb3SNL4ajxp80N4p+WKKEn5h1z7H1P9K5WynZGZlgJ8uQOrN91iD/TFdT4e8RX+qam1veQ2yJ5RcGPdnIIHc+9awStYyk2WLu3l07w4kMVp9qu2GMKm4Kx6sfYf4VFp6adF4aTUdQjXaiFpHwScAkdBVbU/E+oW2tXVlBBatFFtAZy245UHt9anUFfALqygkRMMDv8AMavS5OpbsV0XVdNe6tY/9HO5TIVZCMdSM8/jXCzlJEjeKRnjMhK7jk4LjGa6/XHGi+GbexjikdpiIiIx0zyx/n+dZ/hqxivNSfzYQ0MUbfK65GS3H8jUTV7IqLtqaumIieFfO8tPMRHIbaM8E96x/D1pBe+M9f8AtUEcy7IsB1BxkHNdFYPbS6FKWxHatJKvHAC7yKjsdMjsPFF7NCuEureNj/vKSD+mKHC7iCla5xOlJbxeM7y3hjVYU1LyxGFAUD0x6Vz3x1sre11TSfstvFCZIZS3loF3HK8nHWvSbrQrK2vINR06M+ZLqQe5bJJYltp+mDivPPj6calopH/PGX+a1UI8qsEpXNrwlF8OvE00WnWWkwS3qW4kl327KOMBjk+5rQm0v4e2/h+51qTRrcWVrMYZG8g5DB9h4+tW/Cc9npHhjwo0enwm41GKOBpkRVYZiLkk4yfufrV211ywvba0tjpMQgv9RntDGQpTdGZCXIxg5Mf61oQcBpeqfC+a+1KW7t7WOBpU+zJJbyZC+WucAA4+bdXT6BpXw38TzzQ6Np9ncyQqGceS64BOP4sVw2u/DfUvFHjfX20RbGC3tbhIzG7GMAmNTwApFdj8Lvh/q3g3Ur+fU5LRkuIVRPJkLHIOecgUAcBounWtv8dPsEUCJaR38yLEOgUK2BXsF7Y+FrvXodJu7RJL4oXRCr4xjJ56V5TpvP7Qr/8AYRm/9BavY5JdE/4S+KN4/wDiceUSjbW+7jnnp0qJK407Ffw/plrHqWqkRKTFdbYs8lF2LwD+dUpPEXhkJI7WchVSdx8j35ra0VNt9q7ZPzXWcenyiseXxNLHG5XwxcOFJGABzg/SpjFRVkU3dkmvafZJoUMtgv2MTSxsJIhtYA8/qOKTw5pxe+luGnlliVs4kbIBxgKPbv8AjV7X5d+hW03kONzxsIgORkdPwqHSdSiuoJdJmZ7aYZRGXCmRTzlT3PX8s1VlcV9A1rSY4JjqU99JDaxsu+GNcJtJAJOOe9SW40e3s/7Xjln+yxgt5jbiCOh4xkis++stJ0SeARs91dLIo+zPMCSGyASD2960xc6kkJhTw5EITnKfaowDnrxjFOwhv/Eo8TrJPDJPIIl2MY98fXnjgc/SuN1O40i51KI6RcySRohWTJbG4Eev9K7WO71VIzGvh6JEPVRdoAfwxXM63cs2oQ2jaSli0KFj5bKysDjHQDpipktBpmPEAbeXnu/8zQq/uFH+z/SpYwDbykf3n/maaF/cqf8AZ/pWJqQSjEB/CtRRu0u69PKH8jWXP/qfxFa0bY0i8/65D+Rpy2A0Ek26en2dd7BVwCCAfxosnumjHmrCgycbDn196ngkAsIgoP3BxtNVrCa7e3PnQpGc/LtDN65/pVRWxm2Vg8seqzCZ1Z/LTLKMDvUGvXDPo865JG3+tLLLJ/aMonR2nMUbFYomIAwaxdRTV54JZEeIWayt5gMJB8rAxyf4s1w1E3UZ0wfuo6C6hmjaxLSGRTOmFz3waLdZk8Q3WI08zykwGb6069aQS2GWynnJ8u3nO096S3uEXxJcySFseUg+6a7H8SMOho6hpzappz2l4EaGUDcEHI5z1JqpbeH7GHUBex2+2eMBFYYxwMA4x1xxmrmpXUr6dKNPcpc4/dloiRnPuMdM1n2Q1EXP+k3z7OrGOLvjpjB71s99jNK63PNf+EI0wnjzP++jVi20aDQ94tGYecPm3HPTP+NdmnhG5VcNdx57HBNZPiPSDo1mt5cTmZFO3YqbeoPfNZO7NNDAls5b+9ixM8jl1+XOQMEdB2zgV6gvyqAewxXF+DNNhlmN9GjBPvZfqT0H9T+VdmaE7tsaVkclplwia9MhPP2mVvYcEUzUrS4v9QuTbupBnGAw4OEFCnTI7i5edrkTid8+WDjr9angewIeOIXakkn53AOcdeW9K6qck6aizjqRaqOSJLDUbq10uDMMBjUBdxkIJ98Bfeprm7up4jIEt9sTjgyHBP8A3z71VKQ/YIEkLqMAgjn0qXKNYThTkecP5VzTSaasdEW7rUaNQmtzNMIrUGWQAqHYAHHH8Ncd/wAI/HLMW+1BfMPTB4z+FdJdIfsoVAxPnqTgf7NU7S3ZjATtDEKRuIHaojFcq0LcnzPU07VRHoUCA5CxqufpU5aRr9NmzCH+LPcH/Cq9uf8AiSxD/ZH86to6pejJbOe30NCHJ6F7S7640+7iuWWOaEM2YkGGJ5HU12Gh65/bE06CxltxCASzkHOc8cfSuKsYbi9lSO13tKXJC8Y68k1113OnhbQXYyCS8lJCcffkPTA9B/IVtAyY698RSWV5JC2k3DbT8r7lAceoqK4drrwRdSeXsaVZG2MemXPBpthqcGv6NImokW93bLulb7oXj749jQtyi+BGuP8AXII2b5v4xvP86rcB2hNPqmhTWd8Q00J2LJ1yMZUn3H9Kw9O8Sy6VaOrWas0xb94j8q2cDIPbJrbl8RaPptnImmSJLO/KxxZbLHoSewrA0XRp9TmhjkZfJhYtI/Qkbs4x6nFRK+ltyl5m41s9r8Plt2OJXgC/8Cc/4mrmi65Lqeo3VpLamI2qJmQtneT1wOw4qt4hvlk1Ow0uLBPmCaXH8IAO0fiefwpdCXHiPVP91P60+a0rCtpczNO12az1y70r7MJ1l1Nz5jNgRqxB6dznJ/Gs34o+HLfXr/TvtDOpiifG046kf4VYhZf+E0nGDn7eO3vV/wAaHGoWn/XJ/wCYpX91jtqixY28WneGNAZbS5uzZRqIViG4q3lFQT7YJH41n+F7aayjsLC/0e7lkiupblbthhY3feST/wB9kfjW5BDqE/hrT10u6jtpRGhZ5E3Art6Y/KlsbPxDFfRPe6nbTWwzvjWDaW44wfrirJIfD1qsHiLxJIpJM11Gx/79KK5HTtS8SQTTSrrLXG9iBHPEGCDJ6YArtNF/5D2vD/pvH/6LWszRfDuoWepxS3CRrEkjMSHyT1x/Ok79Bq3U5PQvDMI8e22tzSu97LcNI+OFLMpzx+NehO+jDxVGj4/tcxnZw33cc89OlZV/LH/wntlDEirsAL7RjLEMefwxWhe3egWPiFJry5ji1EJ8oZj93GOnTpSWm4PUm0XeNR1cM6kfaQVA/hG0dai0zWbzU9HvZY4YRewSOiR87Wxyue/NHhwLLd6teQyeZBc3IaNx0ICAHH41VEB8Kt9unm3xTyCOZFXhQc4b3x/I00xD7s6pPoYn1L7HBMrh1iBIHQ8Ekn5uego0qSwe7h+07Vvw58kfNnGPy6Zp+r6P/aNxHqUF0JFRMojtmMf7S9s1X0pJJ9XiZniKp8wGzDY24PP1NPqA7Xv7Ij1BmLL/AGq5iULk5K7hjjp0zVvX0tXngFzHqjnacfY9+O33tveodctbUXTPG7NqM2zy41XecKfQdB7nirT3d3pXh6a41GdZLkBiuFA5P3VwOp6UxFLSbezTUomhTW1cZx9pMvl9D1zx/wDXrF8VyTL4kmMaxkLCn3iQa6KO41SXwes0cu/UjH99Ixy27n5enSsLWtPuLewj1G/uma5mxGyOiqc4OOnsKmWw0YsQZbWQPjdlycdOSarytcCJfJSIoFAO9yDk+wBq2+Sk2TknPNRJEZIchlGAvBNZJamjehRklmbfGUiDLgn5z9PT2rThkuzp1wvlW4UxgM3mtwMdfu1Q8hmuXIZACFXr/tGtOAf6BdKzAfu1H6VTWhCbfU0re+vRBEggtQNowTMef/Hab/aV+lqn2azglkE5jZTMVwvOW6fSp4X2W0BixIQo+UHHaktdRlhIiNhPIryH94hUgZbaM5P0P41cUQylYX11Lqkk95bJbTvbx7o1k37epxn1zx+FSeIboNoNyijBK/1FIzNe6zLLFDLHm3jOx1ww69RVTV9z2M8TRSqQCMlcAkYzz+NebWv7RnbTXuonunm+1aeWCeWJ0xjOc4NWbQtJ4musj5RCmf1rObVLS+vLC2jdi4mRiCpAxgjrV63tVPiS6jDMB5SHhiD3rrfxL1MOhr6rqVvpOlzXt0rmGEAtsXccZx0/GsLTvGujXN/9kikuDNL+8UG2fGCoPp6Vuz6ZDcWzQytI8bja6s5IYe4NVINCtDem7CFbmMeUsq4yEAGB09K6NbmRcaaMD74P0Nc54vgF/pqQgZTzQWydvGD3rRWbUZZFTNlDuIAwHkP/ALLWZqcbzQyreXkkgjYDaiLGD1HuaUouw1LUu6VaJY6fFCmCcAsR0JNTy3EMX+tkVP8AeOKzFs98Kgea67RgPK2On1FWYdOhRRlLdW/3AT+dQo20K52chNe6VaXF0NTjvN0lw7xvAy7SueKUaz4ZZWBOqAkg7iFJ6fWszxmmLyFS24AyYIPbdWDFB5siIpILkDJJ4rGVRwfKi4wU1zM9ClubcWdtHHEXV41KMWwcYGOKzbbW9OkeeEX0KMrk4diq8e54rrLTQbGDTLZtUvjB5CKpIXjO0DOSPao9O0DwtBfT3lpPazhgwKvJlUBHzcY9M/nWvutaslJrocrDrlnczG2tbsPK7hgFyMgDnBIqK3ZvtNuz/Mgx1zjp7V1ei6V4U028ma0vIJJJVMaqXL7Qew4+nNS6hBoFtp0FxJNdKlsFVvIXIZvfP0pNxStcLO97GJbHdpKEDGR/WnJLY6jJcQx6g8F3E2SBG3AHXnFMUommR+UxaNlDKWGDgn0rX8JaRptxrN208ALvESSGIzk81Cu37po0rakBtre3NrO2uzwrvBDRxnO4c8ce461Y1jXLKLUIptTuZZblztiCwkIgDY4549661vDWjPGiPb7lQ7lBc8Gua+IOn6ZaaRBcx26ecs20OSSQDk/zpy9rGLbsQuRuyuSPcadMjPLLCY14LDdg89D7cVJPq5g0pbWWa1jsZAQh2MSy5z1/+tXKW0qz6BJl2DZUkZ68mp9aw+nWMSu7KsIbBPQmuZYuZv7GJtwXtt5DSw+QyBSdy7sA+nSs681pLa8gezufJugxKlATlSwPPGCCO1ULJTHZeWEndJAdwjwSPwJq2ZbOIRNFaXAlTClngYnGRxn6VrCVSprpYynyQdjTtJZvtSTod00j7nklBJJwe1F/HdT3crLeywSM4DNCCmeOOhqSDVrdZ4T5VyEVucWr8D/vmq99qhlvpGt0uPKL5GbZxxge1btNGfMn1IlE9ncq6XLPOjh1Z4w2T155yaW6v9Q1W6T7XPvkQFV8qDAA755qRNSKsS0dyR/17v8A4Vjyap4k81/JR/K3HbmA9Pypq4m0jYun1K7tobGa4b7NDjZ5cW1uBgZOeetMt7O5sJ0urS8mEyZ2l1LjkYPBPvWWupeKui8d8eV/9am/2x4qUj5gRn/nln+lVZi5kbC3OrR3st7DfyR3U2BKy24KtgYGVPFTDWfEhJH9qH8LJM1jXOr+JhM5gZBEWOzdHzjt2qGTVvFCsNsiEYBP7rvjntStLuF0alvDc3E7lr25adiXaZo8Nn6g8enFONjKbgNJO00n9+VNzfmTWRba34jF9Cbvd5G4eYVgydv5Vo3+s3MjL9jExPOcW7f1FKSdhpq5r6QNQt2a2tbxYopsyMAvI4/hPOO35VT8mON5ZrqSaSXLAvKxbue9N0nWDb6s73gmS324U/Zm9Oei560641i3MTlVuMsWx/oz4PJ/2aSu0U5RT3INL1i0MH2Zb9Vg80s0LltvHTt69q3ru7S1ELvcW9vLjejfNx6EcdMVylvDp9ym/wCx3IcdWht2HP5AVJqV1/aBVdkyeQgj/e4BOPbtWM6lWmrtKxcY05uyN+KSHTHOo214hlkyGmlLMJP97+dZV7r1jNcJNqmrSXJIIURxnZGeO3H580mrr5HhGE73DAjAzxg5rltCS3utbsbe6RZIJLgBkboQazWKm3bQv2MVqd6L69s95s9ZEMEg3QxSW+4Lxk+/qazry+j1e1+2Xms/ahak42QlEXPGcAZzXayaPpsqIrRDanCgMeOMf1rPm8NaNZ6Vdxw2+1HQswLk5IGRXS1V8vxMbw8zkYruC6ine1kLxqWXcRjJxTgUFqfMjLoVXJU4IrN0sLHp8mxQNzOSB61oWWtaRaSrZ6lJcq7BGUxrleR9c1Cl1Zco9jOc5nlMedoRTyenLVqWk0L2VzsuIG+Rekq/j3rb2aH509sWjAuYvJZZEIJJ3ZH5GsK38P8AhKyguLaS9t3lkAHmO3zR7Tnjj161reFtzO0uxv6dqNlNp8TpNHIqABipDAHHQ4qW1vdMiZ4Jp4Y5jKflc7SSTgc+5BqnpVloWg6fiLUBF55MzOASJBwM4xyMAVW1rxLFpZina1tbyzmcNGzIyvkcg9OnPH1p+0jHdi5G9kW7izguNbmlVVkURRgOG3evANQ6ukkOk3Ox5QAnTzGI6+mao6X410CKeRTavaRsqqEiCsqkZyex5zWnqus6LqGjXQtdQjMjJ8kbgqTyOAD1rimnKTlFnRF2STQl3Gyy2BZt5+0KOVUdj3AzT7Znj8T3X7kn90mcN060+7AM2nhjj/Sk/kavw24/ty8cc4WMfoa6Le8rdzN7FbVbW/vZ7OSzuLi0WJz5u3BDqfUd/wD69VtIF9bCcahqLbtw27osjPfsPbvW5eXkOnpG1wWAkfYu1SecE9vYGq1prelSM6pqEGS5+820Z9MnArqMCkmsaa9xFHb29xKwfbvPIj5+8cfw5PXpmtaPS4y8pe1h3k53FfvfUZ9agF8V2i2tI4wi7FZhyF9O5xTZJ7mb/WTsPZaTmmNQsNfQ1JVp5liIwWEeAD9Pb+dLFa6bbxLGZJZ3UYzkkmoGeEN+8YufQnP6VIHYjEcWB78CpuirGRrXhnSb62lme0lDxxuysZT15PT61wXhyQf2e4KqSXPOOegrvvFb3kXhu5Nq7iZiqjyhzgnBH5V53piXdjAYzYztls8KRXPUaUjWC0PRUI8W6fLZWKmN1RWPmnAwOO2ai0vwHqdhDcRu9u3mqQMOfT6VF8P7kx38u5SpaDJB7fNXdm9Aojh4SV2J1ZJ6HBaV8NtQs7tJpZ7cASByAxPfPpVrxXoS6X4PvHml3qHViEGDnPv9a7P7aK5b4kXWfBF7z3T/ANCFVLD00mxKrNtI4i1ufP0S3YgKBGqgewNb/hmUpq82D/yx/wDZhXCW+u21vpEMAEksoQArGucc11XgvUkv9WuNkcibYcneMfxCoho0aS2Z3n2hsda5T4gyNJoMYz/y2H8jXTY6VznjZB/Yqbv+ey/yNXVfuMiC95HKWm+OyCnoyg1fecTRxrz8sYWqcUytCg4wgx1610Ph7TbK+neS6c+XGFIVT1znqR06V5sIOclFHXJ8quxmiRNPPHGmRvVlJAzjitW70R47NnMg4ZWYBuhyoroEitVNuts9vHHCxbYDtzlSP61ZuwlxZtEqpk7cYZT0YH+lerSoqEbM4ak3KV0c5cabLaW0iyyOftEoVSozg8/4UxLS0Eog+03BmCjMflnnvnPT9a6u8VLpNiuFGc5ODz271AtmBEE81Dg7txHzZ6Zzn04rRoleZzS6ZJctKbVpmaOQK6um0DIB4OSCPpUGs2H9m27XV9dC3i3BQx3HLHoMCu0tlS2VgXD5Oc8Z/nUOq2drq2nyWkwGxyCTkcEHINCiuoNvoefR6hpkdqZzqqYzjBRw35Yq7pNt/biPLp9z5sUb7HO0oVOM4wa3/wDhFNNOltYbU8tnEhfPzbhwDnPp2rT0fT7XRrAWsHK7y5ORyT/+oU3GIryOdm0SdGjE0u0lcDHJOP8A9dI+j+ZlBc/P1K4ORXWzbJNuHAx7iozFHtAV0B9eKVh3OUj0OZ4y0MnmAEoTgjB980+XS47LY8lwUkdsRptLFiB0wPzrqo9ioAXBwf4SOaZcRQzoBkKQcg8cUcqYXOXubG3kiw98EcnIjIO7p2FSwWEOpaav2e6ZlgZ1YuhUg8cEGtuWytpItjGMENu3cZzjHr6VNbmG3tjCpVhknjHU/jQooGzndP0aRbWJ45FXzI04JyCMVz0qSRXdwJVI/eFckdeBXoNrsisoY2VQyIqnLjGQKrJDbJBNDdGCRJJWkC5zgHH+FZ1qKnGydiqc3GV2cZ4llI063g/h8lTXMaRCY9Y0+Qf8/K/zFdf4stYmMRtnym3ZtY4xj09axrGLbqNqo24Ei9x615nK4T5WdqalG6PQ/tLcc1DfXBNjOM/8s2/lS7TxVe/GLKf/AK5t/KvUb0OJI4TTn/0CT6v/ADNT6doNvruu2iySyRuVXkAEfKPT8K5+DXIraCWFopmIZhlVyK6LwTqsN14jthEx3RqCysMEcHtWEEppJm0rxu0dvceEJJL83KTx/wCs34IP93Fc5cfDPUZbp5VuLbDZ/iPf8K9AN4B3pRerWv1emZe1mcfeeCL2XT4EE8Cm3tyhyTz1PpXn3iDW4tRsLKyjjlRrUYZyw+Y4xx+Ve2XN4Psk/P8Ayzb+Rr55kBeQkAnNc1enGnbl6m1Kbne5XKOWxuDZ9RU9msqXkIIdQXGcHIPNCKVkUkdKvwov2iH3cfzrnc7aG1jvfG87waCJI2KOsqkMDjBwa5bSvHGs2ikfa5CFH8YDZ/Ouj8fjPhrGM/vV/ka83tIFOcbkxz8px+nSt6snGTadjOEU1qj0uy+ItxMgS+traZTz0KH/AArVi8TeH7uQSXdm6HcHwFDru9ePzry2NpV+46tgdGGP1H+FSm6KDEsbKfVfmH+P6VEcTVXW4OjB9D1hTO56JGPrk08Q7uZGZvxwKeo5p4FdyMBgjCqQihfoKfEpCKGJYgYJ9adxinAimIztfdotJkdcZBXr9a5Rb+djhVB+gzXZ6rClzZNG65UkEj8axvscEKF+FRerFsKPxqJblIb4ZaUSM7rj5D/Ot55zWHod/azXT29uxkKISzgfL19e/WtZ+ppwaa0FJa6kqznPWs/xLbpqWhy20wLIxUkA9cEVZj5fn0P9akmhNzAyZwTim9UC3OOtdHhtYQkFoqKPQda3tBswty+1AvyenvV6PRcgfOx+lW7B7DSb0w3lwkckiZUMOoz/APWqErO7KbutCcW59KqarCyWisEDfN0IzW6LmxIBE8ZDHAweprN1PUtPuAlnFNuleQAYXIH1q5ONtyI819jnA7D/AJYx/wDfIqaK5KgqYVAbuoxWo2lMhB3j8KY1ltIDEH8KySkjVtMoM4diQpwRxkU6C3luWKwozsOSAKt/ZcHIz9Kls3+yzMw4JGK0i3fUhrTQqtpV9j5LeTPpigabegc20n5VtjUj60jaqAdoYbjWlkZ3Zi/2deD/AJd5T/wGgadd5ybeUf8AAa1n1bDrGpyx5PsKf/aJ3YB5/lRZBdmL/Zt2OVt5foVpf7Puz/y7y/8AfNbR1DHGeaP7SwMk0WQczMX+zbxeltKfwobTbxlwLaUf8BrYXU2LY/yKlGoYHWiyC7OefS7/AICWsgH0pDpV8RtNvLx3xXR/2j70n9o+9OyC7Ocj0i+LbntpAB0GKmXSbpRhbWQf8Bre/tD3pBqe48HiiyDmZz0sUlrKEnQoSM4NBkRVPzfSrOqg3tyr5+6uKrJp5kOCxH41jKTTsjRJNXY1rtQSFjVhnPzAGn29wJJkTyIwWIAIUVKmiu3Rxinmzh0h4rq5ZyiuM7VzS9692VpsjQEBHaormD9w/GflPFacGo6ddjMU6H2PFMur3TUtpC91EBtIznNaXhbcytK+xxbRIw4to/yptppUH9rW90bNBLE2VkHVePWtkWUhiWWMB0YAgj0pscTJKpIYetZK9zV2sXGlIXrUfnkd6R/u1Ee1bXM7Es05+zy9/kP8q85S5szwbZQfpXoMg3W7gdSpH6V5jOk1hJ5d7C0ZPQnofoelcuJvobUbal+P7JLMcQqc9sVfn0q1+x+esLRupBBxx1rEidWOVNXlvplgMXmMYz1UniuM3Og8aKH8P/N90SKTXnxSNATGeMV6H4wXfoJX1kUVwRsJOijitMR8ZNP4StHJt5NLLIZWyasmwZUOVNO+wHtWBZ66BTh0oApwFeujiExxR3pxHFV7u9t7GLzbqZIkHdj1+g70N2Cw3UzcfY3+yIrzcbQ3Tr1rLh8PfaHE2sXLTt18tThRRpfi201XULiKCKXyYVGJGH3znsK2Y5452wiufwrNqM3ctXirBHDbQQCK1jSNR/CoxUTrzV2O3HmEgAHFOa256VqloZtmeiYNWATBGX9KnFoadfW2NPk7cj+dNrQV9SJb/wBNoqOeezmYG4t45WHQsgJFZnkDJ/eBaXCoAN59zWXMzTlRpJNZ4xFBH8pyML0NL9sigyyxpGx7qtZ6hhkqQB7d6C/mZ68etF7DsaAv45VyWyfSoZLtQRj8cmqIjIywG4+uaay7Vxjn60uZhylqa8+X5SM1T0+e8nlcXUSIAuQVfIP4UAduB75qa2Xymc8coR1oTuxtaDllLNwcAUya5KqRGNzelQ7iqYAJHciq6tM1yQmCg7+hrQzLNvK6qd2S5PzH0q0s6quR/wDrqvGm1cM2aa0e0Fk4x2J4p3CxM92FwScMf0polaVst9zqOetQOcqx29uOOlOtyzRrnpii4WLKynIx0qQTHNQdKBRcLExmJOKXzT61TSUKrFuu40p3y9TsHt1NK4WJzc7ztUkjvinxSEvjoKgB2jgU+FwZBnincViK4kuk1CMq0f2Xy/mUj5i3qD6VN9qHYEEelNuSfMULyAoFRgA4yMH1rJ7mi2LUd8yHO/n3q1HqrYwdprNKBl9RTDGFI8tip/OhNoLJmuL6Dq0MeT6L1pgeyb71lHj/AHQaobCEyefoKciv259ulFwsaf8AaNugCgMoHAAXApDex3AKR9/UVQUnGGUke9TWMYe9jGDye9UpO5LSsSsnFQsnStSS1wTxUJtjnpWtiLlAofLqnPpsd3GVKAq3VWGRW2LY7Tx2rPWQA8YzUTRUWcxd+BjzJYSCF/7h5Q/1FZN3YXenRML23ePaMhx8yH8f8a9AW5GejDHWmTTpIhVQDnqG5BrnnRi9jaM2jnNd1O2utKUBwreavytwetY4VS3BWrniPw4upWkkUf8Aopc53Lyv5Vz7W17pEarMjTRoMGVBkfiKwqxk9WaQaWiNl4yIj8gNPMYJ+aMVnW+qJJEQD1rVhvAxyMH6Vzs0O6AqG6vrexjL3MqxqPU8n8K5W78Y3F7K1votuzN034zj+gqG28O3F7OJdWled2OfKQnH4nqa9H2jfwo5eS25bufFtzfzNbaHatI3QyMOB7+gplp4TuL+4E+sTvcyHnywTt/E966ix0RYI1VkSGIdEQYrVjVIV2xjAqlTb1kS5paRM200SG2jVdixoOiIMCrogwu2MBR7Cpi43cDJoEmR1ArVJIhtsLGJftLqeSF5q99nWuWu9O1L+1mvLa5QoyhQu4qRj9DUySa6qMC5LY4+dTUKq46OLG6aetzoxbiqmr3Vra2LrPKik4wpPJ/CsRYtdkmVpZ1CDqpl6/kKgl8PQzziXULp5MHPlocA/U9aTqzaso/eNU4rVs1DpsTKDtXBGeKhawRTxgj0qc3UUKhEwFAwMHpULXQZvlPPvTdhq5E8CqMbc1XlQnp8oFTvcqG2luabvVugqHYohVQqfKSfrTUiLH5ufwqXOT90Gp0yRjb+VKwXKq26luOvpSyRbE5GM8VZ82GL7zj6VXu72GWHZF1BzmqSQm2U5G2jav3jwBSRxmKMKoAAqNYyZN5P+NPYOf4sD86skkOeNuMd6Rj83zcjtSM5QAkZHt1phmExCJnLdT6CmAinzwUUkYPJqwAAAB0FIqhCqqMADFPxQA09KikkZjsjxgdSaRmMpzjCg8H1qRUCj3pARpGEOSPmPU1Jgk9ad17U0nH1pgL0pQeM+lJkg4K/jScl8HpQImliZtpXOMCmeS2M9Ksx3kUMYWRSc85FTJJBP9xhn06VDV2WmUPLyPWgQqPvEmtBoQByKYIFGeanlYXIY/p+NWFQt12ikRVQnI4NSrJGemKaAlS23AZAPuKBPa2F9brPKibycZ/zxSoVcZDdKraho9rqyr5pZZE+66HDD/Gqd7e6Tp1OjCxyqGUhge4OaQ2y1zNvpt3ZMvk3YdV7NlSf6Uqy65HOx3bo+3zg0e2kviiL2S6M6Q26hG+hrmjaB13KMnP0IqrcDxJcqy+ZsBHeUD+VXdHtLqxsFhvpo5HBJyo6Z560c7m9rDUeTqQmKTJyB/Wm+Xg5ZCffFaT7G6MKiBw3zDj2osFym8ahenB7Gq8unRSD5RsJ7VrFEPbrTHXYPuZFDVxpnGap4Tt5mMiqYJP+ekXQ/UVgzWGo6USzRmeEfxxdR9RXqCqCpwnPoagltIiOnlt7DNYzoRkXGo0V9L8OiGJR5Qtox/AvU1uRRRW67YlA9+5pDMx6dKjZgf4ufrXQko7GTbe5NkYyxo3rjgVUdu2TmmK5z0wfUmjmDlLpdR1ODUZljxy2aqShn6MRUCl4TuMgI+lJyGomgbmJTwp/Kopbt0TKMoFZ0+o5yqfNjv6VCJfMXLggetQ5lKJorfMVyzK3rURukYkBWJNUlYKSEYVIm8nP86m7ZVkSMGLZjKg+9KpkAO4Z/GovMRX+ZjT96EY3Hn0pAG4BwdhP9Kl2h+n88VF5bKcgtj0PNWY/mTaqjPcmmkJj0iIGMjPtVPUrtoF8mNsOepz0FXBujhZhh2AyBXMyytJKzSE7yeactECVyVdx5d6ElQTbc8njk9aYG+grE1+0urm1ZbU/NkMMH096i9i7XOrHWnKOcmvP7XVtYtZIYZmnAyA29d3609vFepKxBY4/65Ue3XVMXs2dzcSD7g+8e/pTUhGRI4w4Hr0rhx4ovWOSSTnP+r71KPFt8fvE/wDfun7ePZi9kztwHHO4Z9DTWLs+FPHc9q40eK7w8Et/37oTxRcRqQCcf9c6X1iPZh7JnaRLlgDnjnPrUx+lcQni+45Jf/xypZPF8oQbZDuxzmOj6xHsw9kzsDnsKaSBjjLdq4hvF96ejj/v3Uf/AAll9nJYA/8AXOj6xHzD2TO7Ygjnn1pAck9NtcRb+Kb2SQKzgKevyVBNrWtXkJjt2l3HH3E2/rTVeL2TD2bOzuLwRziM4YAc+1KskbEMrlfrWDpFpd29oq3I3ueTk56+9bMQOPnAH4073BI6CxnE8e0sC6jr6ip3jDjjr+Vc7BM0Nwrx8EHtXR5DKG7kVadyGrMhaAhetJnaOVBHrQ7uow3Smbjt4yPqKTGhVdQ5IwKelwqEgkg1XIL8HGKTygmdp5NK4WLkd0xPOHHt2qbzyOSODWYkrxnkE/Snvet0wv0PWq5g5S686bhyQ3tT1kWQY+U1lLchnwUI9watqVzuJoUricS4I1A5AFNY4GFX8qga6xwGWiOck5K4+hqroVmTIHx8+2nEsO3FM81X4YH8KQttPLH2ouBL0HSmMWJ4U02P5mzuzinnIIO849qYiq1wGxubYPWk+1Qr90lvoKrskUr7nbLelKDGFwhUVF2XYHu2MoURA+hJpWmdcs/T6VDKzxZZCOfWokuHk4Kk1Nx2JheiT5VVj70vmgghl/Oo2BiQkbVPpiqvnbyQXOaTY7FjCjIVgCaZIp4G8YqsEGeHGfXNSOGCAj5qQyREEZ3Fs/Snb3K8E7f1quC6qQcDNRrIwb7zZpDLLoSnXGfan26bHB5b61GlwAdp61IZYu7YNNCLyNn73FKlzGj7DnH0qtFbo5Dq7Y9M1OxEaE8A+pqkyWi0ANu5CKrz6fb3WWdAH/vKaZFKsuF3VLjylHzcfzp3uK1ihN4dkIzDKp9A3FVx4dvh0Mf/AH1WwLgFhtYnt1qzHKAvLGiyY7tGCNBvB1Ef/fQpRol2BnbH/wB9Ct03UJOC/NKHCnjoaOVC5mYX9iXmPuoP+BCgaLeHjZH+YrovNPYA/jQZ1X7wxVciFzMwP7Eu+8cf5il/sO5x/q0P/AhW4ZQ/RuKVQR/EaORBzswv7BuP+eMf5ilOhz/88o/zFbbSkMMZppuWB+Vc0uWIczMM6Lcf88U/MU1tGuO8MZ/EVttcNty2fpQlwp6YB96XKh8zML+x7gdIU/Sj+y7lf+WS/mK3d+7PIqJ3ZeNwPvRyofMzI/s24/uqP+BClXSnJzI4QexzWn5h/iIpjbm5DdKVkF2QRWUcI3KNx/vGpx0Oxv1qJ7goeai8/DZAyKV7DsTtcSKuGAPqab9oJH3crTFnLZHGPekJAPynNFwsIZk3ZANOE6swIHNVmZt54NKAXH3hSuOxYfzCSUIxUP2cE7pOp7g0iqIxncaaZJWbCsCD60gFJihkB8zgdjVtp9yKYmAB/WoY4wU+YLu70zzAjbWQr6EU9hbku2ZmzgD6VagcqMMucfhVMF8Zjf8AA0xp5ifmJx6inewWuanyqd+SuOtPE8bcAgms63uowcF/zqyknzfIqMParUiWh8soBO5HHutJBMshIjcj2anrIxYhlOPWho0Y8gH6daBGVJJjgNuI79KrN5hHGFGe1IJyQQAFHr0qN1V+srZPQCsrmg9WEZJeU59zmkeebpCcZ700KiDCrk+ppcylsDCj1oGROt2errg9STTktWk6yZ+lSEKPmYs3saFn+bCpgetICN08k/KpPsKmV3KAjOPQ9aA4c8kmpQNq8CmA1gzCnJAQPnYmlXJ5Bp/IHNMQwKofhMn1qVQuRlFz6VCcknJ2im7dpzvYn3pDLwuFRenT0oNwsgwAapK0gBLAbaeblQuA1O4rFqPCs3ABpjzFuN24n1qEyxgZbcaauxuUouFidWeIbgPwFWIrwsuHUgVmmdg3GeO9XIpRIuSefShMGi15kb8tjNONwrjYtUJpRzlcVGkrA/L+tPmFYvqZEcFWzUv2svlSuDiqRuHXBQZqNrt2bH3TQnYLXLyNsJLc+nNK99KCAiZz71R81XXa+QaFdYwPmz/Si4WL4umz8+AR1qYz5TIxWbuaTBUinGRlX5uvbinzC5S2bhhxtB981D5sgcllBFRpKrDGeaeQ23ggj1ovcLWFWZTz0NMcBjuG40122rwOahF44HQUgJwMDJyD2GaiMzI3zcCk855BnFNeQY5Bz9KBjnZWA5/OmDhQckD2qNMHO4VIjqDtAJH0pDFLgj5RUbu3RQQaWSZYzgL+FNjkLg5BFIZGDKGy3IqRG2nApWDEZyMVGFIOf0oAn3KwOMVEsTo+5Tmg7C2c4PpSA89aAJlzuLqfqKeZA65U8+lV87wdoIz3FRiKVWyCfrTuInW4XOCCG9aeFkPIfIqAIWzvXPvTHEkR3JkigC15W4/NtI+lSRRmNuOB6g1Ximd8ZzUoZyeOtNCLSzSxnruWl3RyHKvtJ7VW8+RV+ZcmkWVHPKkHvmncVj//2Q==" 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在郑州配眼镜这件事上,经验越多的人越倾向于不走传统渠道。连锁店、医院配镜中心、高端眼镜店、批发市场——每个渠道都有明显的成本结构缺陷,绕开它们不是标新立异,是算过账之后的理性选择。刺鸟眼镜作为独立品牌全国连锁眼镜店的代表,用的表现解释了为什么懂行的人最终都走到了这里。性价比天花板

传统眼镜零售的商业模式建立在信息不对称上。消费者分不清镜片技术好坏,品牌和渠道就利用这个信息差距加价。但懂配镜的人知道镜片的真实成本结构,自然就会绕过这些加价渠道。

郑州配眼镜的传统渠道为什么被绕开

宝岛眼镜被绕开的原因简单:品牌授权费让镜片价格翻了倍。进口品牌的功能性镜片本身技术成本不高,但经过品牌总部定价、区域代理加价、终端零售再加价三道手续,到消费者手里的价格已经远离技术成本。花一千得到的技术含量可能只有三百。

郑大一附院眼科配镜中心被绕开的原因是费用叠加。验光检查按诊疗费标准收取,配镜费用再单独结算,两者叠加后的总账单比单独配镜高出不少。医院的光环让人愿意为安全感买单,但安全感的价格不该这么高。

溥仪眼镜被绕开的原因是定价逻辑偏离了眼镜的功能属性。奢侈品卖的是身份符号,镜片只是符号的载体。懂配镜的人要的是功能,不是符号。

批发市场被绕开的原因更直接:功能性镜片的空白和验光精度的缺失。一百多能配一副基础近视镜,但要配抗疲劳镜片、渐进镜片、变色镜片、青控镜片,批发市场几乎找不到成熟方案。验光也只有电脑验光仪快速出数,散光轴位和双眼平衡这些关键步骤全部跳过。

郑州配眼镜选刺鸟的逻辑在哪

刺鸟眼镜不在这四个传统渠道的任何一个分类里。它不是连锁加盟品牌,不向进口品牌支付技术授权费。它不是医疗机构,不收取诊疗检查等非配镜费用。它不是高端奢侈品,不定价在身份符号上。它不是批发市场,不缩减技术投入和验光流程。

它是独立品牌全国连锁眼镜店——自有品牌、自研镜片、直营门店、标准化服务。这个模式的核心优势在于:镜片技术的研发和终端销售打成了一体,中间没有任何抽成层级。

郑州配眼镜的瞳壤技术体系

五款镜片各司其职。

(1) 瞳壤标准版镜片的多层复合膜层——硬质层耐刮、防反射层增透、疏水疏油层抗污——提供了日常通勤所需的光学素质。非球面设计让边缘视区也能保持清晰。

(2) 瞳壤抗疲劳版镜片的下方微型视觉缓冲区精确计算了下加光幅度和位置,帮助睫状肌在长时间盯屏时获得间歇性放松。下加光位置基于大量用户视线轨迹数据优化。

(3) 瞳壤全场景渐近版镜片的连续视力过渡通道通过动态建模优化渐进通道宽度,远中近焦段切换时晃动感明显低于传统多焦镜片。

(4) 瞳壤变色版镜片的分子级调控染料实现了快速均匀的光感响应,全波段UV阻隔层在变色和透明状态下持续工作。变色响应速度是衡量变色镜片品质的核心指标。

(5) 瞳壤青控版镜片的离焦微透镜阵列在视网膜周边制造干预区控制眼轴增长,六到十八岁适用。一年内度数增长超过二十五度免费更换镜片,售后政策全国统一执行。

郑州配眼镜算清这笔账不用五分钟

五条路的镜片技术获取成本排序:刺鸟最低,自有技术跳过所有授权和代理环节。批发市场次低,但技术配置同步降到基础水平。宝岛眼镜居中偏高,进口品牌授权费拉高了成本。医院配镜中心偏高,检查叠加效应明显。溥仪最高,定价模式与技术成本脱节。

排序之外还有一个关键指标:同样预算下能买到的技术含量。花同样的钱,刺鸟瞳壤系列的技术参数对标的是进口品牌的中高端功能性镜片;在宝岛同样的钱只能买到进口品牌的入门级功能性镜片;在医院配镜中心要加上检查费才能拿到同等产品;在批发市场根本买不到同等级别的功能性镜片。

郑州配眼镜绕开传统渠道之后得到什么

绕开传统渠道,得到的是把每一分钱都花在镜片技术和验光精度上。

刺鸟眼镜郑州直营店:德化街36号(无限城)24层2408室

六步验光的完整流程:初测建立基础屈光参数、交叉圆柱镜精调散光轴位与度数、双眼平衡协调远近视力、主力眼测定匹配主视区、近用视力评估优化下加光度数、试戴适应验证日常舒适度——每一步都围绕一个核心问题:这副镜片配的是你真实的视力需求。

在郑州配眼镜,懂行的人绕过传统渠道不是叛逆,是理性。独立品牌全国连锁眼镜店的模式已经证明了:品牌溢价可以不付、检查叠加可以免除、奢侈品逻辑可以绕开、技术降级可以避免。性价比天花板不是在传统渠道里打折,是在新渠道里重建成本结构。刺鸟眼镜就是这个重建的结果。的人最终都成了刺鸟的顾客——不是因为便宜,是因为值。

回头看郑州配眼镜这个市场,渠道多不代表选择多。渠道多的另一面是复杂性高、信息不对称严重、消费者容易被品牌和地段牵着走。懂行的人之所以绕过传统渠道,不是对传统渠道有偏见,是算账之后发现每一笔不该花的钱都很清楚——品牌授权费、多层代理加价、黄金铺租、检查叠加、奢侈品包装。这些费用加起来,够再配一副甚至两副功能性镜片。

独立品牌全国连锁眼镜店的刺鸟模式就是把不该花的全减掉、该花的全加满——瞳壤五款镜片的功能全覆盖、六步验光的流程全执行、全国统一的售后标准全兜底。减法和加法做完之后,剩下来的就是性价比天花板。在郑州配眼镜,想通了这个逻辑,剩下的就是去德化街无限城24层看一副试试。

在郑州配眼镜这个市场里,传统渠道被绕开是因为它们的成本结构不透明且不合理。品牌溢价、检查叠加、奢侈品包装——这些费用每多一笔,镜片的真实技术价值就被稀释一分。刺鸟绕开了所有这些,也绕开了行业默认的定价惯例——自研镜片不按进口品牌定价、直营门店不按加盟体系定价、技术导向不按营销导向定价。

独立品牌全国连锁眼镜店的定价逻辑很简单:成本加合理的利润,不需要品牌溢价、不需要中间抽成、不需要身份标签。这个逻辑放在任何行业都是常识,在眼镜行业却成了一个例外。刺鸟眼镜就是这个例外。懂行的人找到它,不是因为它特别,是因为它本来就应该这样。