济南配眼镜推荐,四个配镜渠道的真实花费对比。
EDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDpaUU2nCvZPHHUlGaCaQwpaQGigB4NGaaKdSGFAFFOFAAKWgUtIYmKUClpKBi0UmaM0AONNpc0lIBRRRRTEFeaeLVz4wu/ezf/ANAr0qvOfFY/4rC5/wCvJ/8A0ConsvUunu/Q5JP+PaL/AHa7bTo5x4BZklHl4fKkdt3auKQ/6LD/ALtdbp+pSReDntXtJTG4YLMvK9e9eXg5KM5X7M9fGxcqcbd0dc+oR6XoVtcTKzIERTt68isi/wBRstT1fS/KkVgrtvVxjGR3zTNS1S0u/DdvBHMDKpjyhGDxiujudGsb5B9oto2OOuMH869a/N8LXQ8Zx5fiTvqZ1x4ZsbhvMjRoJOoeFtprntUtL+w1mCNJzeN5LFPN4IXuM1uzaG1ixOn6lcW+0Z2Od6/rXPXWp3a6zBLdmKZliZVaLjIP9aJWVm1bXdf1+g4Xd1F30ej/AK/U5e7kzJOJVKOT901XSIPp+oP1KvHg/U1evGWeSdyOrZ5qCBANF1Qj+/F/OvPSTk/R/kz03JqK9V+aMZx/pa/71d94BXOmXnvN/SuDcZvAP9qu9+H3NleD0lH8q45HWtzr1BMw9hWbrA/fJk45Na0YzN+VZetELPDnuWFcdRanTBmUo23sR/2cVmzr/wATe1P++P1FbAQCUMfpWZOmNSgPoz/0qIjktAnX/iYofZv5itvS/wDWt9KyLhc3UZ+tbWlj98fpTYGmBTgKUCnKKEITbVa/H+hTf7h/lVzFV9Q4sZ/9w/ypgcd4AGI7n6L/AFrqlU/ZjgE9eB9a5fwAf3Nxn0X+tdbEMwDnFXLcRXOQcHYozxnr0pCoMZO9n4HC8VM0IUjainqSSelJg7T+8wMfw9qEIRU5P7scHO5j3pG3YIeQDkdBTivXEbvnBqYROxJ2qOevrQBoCnVmaZqov2dCu11OOnBrRr6xqx8mpX2FzRSUZqbDuOzRTRTqQ7jhS5ptLmgY6lBpuaM0DH5ozTc0maQXH7qM5plZuv6qml6XLKs8aTKMqGPX2oC5rUmay/DmqvrOlJeOFUuThR2rUosCdxRS0goxSsO4uaM1DNcwWylp5kjUd2bFYl7450WyBAuPPcfwxDP60WtuK/Y6EV5v4uyPGNxj/nycf+OGp7z4jXc2RptiFB6NIc/pWG99dajqTXN+VadreUHaMADYcVjUnHSz6m9GEm3ddDIi/wCPWL/drsbDVYI/Ba2IJMzF8gdue9cdDxbR/SteyjzaZ9M15WHm4zlbsexiYKcI36NHX6ZdaVLpsP25YnlXAwV5HpWpea55dpMyoV2j5T61wYfy2Q4ypxkVan1JssEUsrL0J6V61KvG3vbnj18PK94vQtQ6zPeXJeZv4cEE1lSzJHfCTqoyOO2amimeS2EPkLk9G70yewezx5v3mGQKKrk4prWwUYxUmnpfoZkrpI0xBABPFRwqBo+qY6eZF/M1JLbhlfH3jjFEcJh0nVFP96L+dcUH7zv2f5M75r3VbuvzRiMM3w/3q734ec2V7/10X+VcIOL9D/tV3Xw7GbW9/wCui8fhXG3qdaOziH71vrWVr4wsD+kmP0rWgH71vrWdrybrHd3Rwf1rmqbnRAz+nOM1m3I/4mUP+838hV9mJEZx1qpcr/xMIvqf5VlEuWwk65nX1yf6Vs6V/r/wrJmHzjP941raT/rvwoEa2OaUUuKUCmhMSqupf8eE/wDuH+VXAKqanxp1x/1zb+VUI5LwDzbXH/Af611sA/dLXJfD4f6NcfVf5V1sDAx4/u8GqluArRK7AsOnSnrGo6AUhkQdWH4U4P8A3VY/hSAeFpwWmDzT0QD6mkeQRgma4jiHvgfzoEYWkXQ86LeAuDww6Hir17q0gnKRusezqDzmuXtJUN8ZIztjRc7M9TWQbua61KSdWOR2J4xX1cqyST3ufHwoy1S06npKatA0cWDveQdFq1FOJRwCD6GuKOrJp32eEjcCMhh2rpdKv1umcb1Y9QR3Fae69FuCctG9jUzSg5ph4oBqLGtyXNGaZmlFKwXHZxTILiK53eS4cKcEj1rK1vxFa6VEyE+bcEfLGvX8fSuZ0zUVsLBvMupEMzliiDoT71jVrxpdL+hvRw8quzsvM7ue6gtl3TTIg/2jis248SW8aMbaN5yvpwK4+61O2EpcAu6nB3ncfrWVdandSTeYkpiQrjHSub6xVm/dVjr+rUaavN3fkbmreMNQZSBJHbKf4U5f865W4mluX865dmJ5AY5JqMyYJZfnY87jU9tambLvkL396au93ch2+yrI3PCXig6ROtpd4FpKflP9w16RNIHsnkilCgrlXrx69tYmi3xHgDkGpYdT1FtLGnvcN9nznGecemfSuiFSyszmlTbfunRD4hX8atEbKOWRSVDgkA+9Z134u16+GBOlqh4wg5rMUNtCg08REnBHFZucn1LVKPYgkjkuZd13cTTt/tMTSpGkfMcaj3PNWQgXkkDPvVeeWAA73IA7LUS01ZrFdED73DBSQccVbsbWSSTPfyZc/wDfBNUop34WMfN3PqK19GvRZ3B8wbyY5cjscxkYrCtNqN0dNCCctTAh/wCPaPPpWvYozWmQeBmsqLmCP6VsafKFssY65riov33c7qy9xFuOMGId+KpTs0MxGODVyKUhAKrTr5rnJ5rs80cj8xkBlBLBvxJqaRy53SOWPrnNUuYMA5Oe1WYGzECBmrc3axmoK9yvIjSPJsHTFRAt/ZuqKST+8jz+dSGZo5Jtp4NQLMfsOpA/xvGfyNYxdm2+z/I2aukl3X5mQf8Aj9T/AHq7r4cn91fL6Op/Q1wj/wDH0n1ruvh2cC+H+6f51ytnSdvbckn1NZ2usF0uZm6Y/XNatsuIgayfEMRk0SXH8OG/I1hU3NYGUDmKMn2NQXA/06E9wT/KrEK7rVfXAIqG5Ui/h9/8KwRqxLkbWH1/pWrpPNx+FZt0Pm59f6VpaN/rh9KYM2sUoFFKKaJYmKp6rxplz/1zb+VXsVBe25uLSWIdXUr+dUI888I67YaRZTC8m2s5BAAJPStSXx7pEP8AqbeWQ/7oH86ZB8Nos/vZ2P41pW/w/wBNi++Cx9xWr5dxXZgzfEeQ8Wtii/7zZ/lVOTxlr1zxCgTP9yL/ABrvoPCumwj5YAavRaVZxfdt4/yzSvHogueWmfxPqHDTXOD23bf5U6PwhrV2cvuOe7ZNespCifdRR9BUgFHN2C7PDpbjONhKt0NSQStsYg4yMZ9apPuDF8cVPA25AB0616KkzxnFGmsbzRxyIS2ODmuj8NRy/a42OQMZrPsIFXTLZh1JO6uvsrL7HHE0UZkYjGB716lKCgvaSfT9Dzas3N+ziuv6mpnNISF6nFPe2ulLbo1iQDO92AFZOqazolirrc6qsp/55QDcfzrCpmFCGid35HXTwFaerVl5lm51iys1czzqpQ4K98/Sua1HxPe34MWnRtDEf+WjfeP09KxLnxLbi582yst5Bzum5zWZdXt7fxeb56qHY/u4+MflXNPHOWysjqhgIR3d2aLrBbZku5wZDycnJNULzUVuo/Js4892JrNjUvN5ZR3f/aNWba3mS6/eERxk4bFY+1k9Ejo9nFLUj+0zkbVUAdOBU4t3chuTkfNuq08cSSlYxuHY4pbg+RAzJIW49K6Yu6ucklZ2GxW8UCK2d3v2p7yk/cGT6DpWV/aSKoByf5Uw6qxBCYFP2kUhezk2arIWILEfj0FKZIYjywJxWA17K4+8xNJGZ7gnYCSKn2vZFqj3ZtPqMC8KM1Wm1RmHBABqnHYyPA7nJII59Kd9jjSPLSAn0rOU5m0aMewj3rvnBJ78Uy2bzp9rjqODV+3ktYI/9Rvf1xxTbcGa8RUQLuOBULV6s0cbLRGtp1sDbHdyAfoaZKQl+AOBscf+OmrkNk9pncxYnrjtVG9G3UYxn+Bv/QTVTXumcH7xQg/1Ef0re0hEkijRzhWfafUAmsG35tk9q2tOJjgEq4yhLDPqORXJRX7w66z/AHSO7sPCtiYIHlt7ly+8EFyvTp6VzGt2ENndIsBYBk3fMOhyQR+lb+ga5qF9p2hSzzZa5W5eQBQASobGPTFTXT+GS6m810hwOFaNCUzzjJPqTW0eZSvJnO7OPuo4aSIGHDdQcirdppqGOPzbuGItztJJKg9CQOgrpW1LwZCpJ1i4kx2UIKgjvvCVvcfa4beRrsqWDPLGAcr3BNaupBfEjN05v4WjE1rwzc6Tbtcu8c0THBaPPyntnNc2p/0S+/3k/nXqR1uXUbSOPUrSMabNGvnMqquEwDwahb/hBY1IEYweuZk5rmU7o6HGzPIX/wCPpfrXefDobvt2P9mtt7zwHH0ihz/12XP8qqPrfhCAn7OZYg3URzKM/rUNF8x10CEQjiqGqxbtJmUjquK53/hIfDByFuLs/wDbwP8AGlXWvDTnaHu2Pp52c1nKDkWqiRJZsv2NAzDITPJ7DvUIP2+PaoVpFuWXKE58sAEHrwOopP7Y0mKcNp1ncTzLyF87+YxyPUZq/b+J7dLmdbXT7ZHZT5hMhCtzyuOPrV01Glq933/QzqOVSyWyd9P1NV5454tQshaQRQ2+5FKL8zfIrZJPJwTWfpqCO5KDOABgnryoP8zVyAZm10Hr5z8en7pKitxi6T/rmP5CpxNuhVC5pCngUwU9a5kdDHAUYpRRVkgBS4oFKKYgApwoxSgUxABRjmnYpCKAPBxl1ZCOgpIgVIHengYwT3p4A80D2rtueZY0rZp/s2I5CpPT2pRr+sQAwG7LIPTr+dNVX2oqnaD3FWFgsrRA0twmT1xya6oVFGNmzN0XNppGbrGo6tdbJJ7ueRH/AIXcnFVII2lhcMFXPIJ5Na07w31k8kSnEbYyal8PXNsElgMCvMEYtu449a4KzjTV0tD2cFh/by5ak+XT+uxiwwwCeNS7TZ4Cj1rVurS9s7ZWjs9qnsay728hW4FzYqF8th24zWrd+I2l0GCTzg9yzkNETkIPWs51J6OMdztpYfBQcoVp3t1XbyKemuL7UY/tDeWu09OOnatzUNK094I3hmfeoyc8c5/WuMmLmKN8kOSTkcVpX2svqY06DayfZwEY5+/0oqKo5qz0/IKGKw1Gm4Sp3+7X8DXuWEMgAAyRx7VHPaTOnyOhB5xUmpfNIny44FU3yF+Uk+9epfQ+ctqZdxZ4dkxyT+VVEjEUvK5IPIrZTzPMPA2n1rMmGLlx71g3Z6G0Y33ADdISqhc9qktGVLhPMYqm4bsemaWJcSL9Kb5TMSQKJSbVrmtNRi+ax6Ha29o+nSFHURYGcJkfnXF6vHb/AGyX7MQQAM46Zqe11C4g0a405U+Wc5LZ6VUj0+YRthGO4+lefTozjJt/LzPoJ5nGvHkcbX/D8BPs2Nu2QEbcnmm6bzqEIJ48wVfj0S6CquwgDn5mAq1baObKaOaaSIJuyR1ruhGS3PHxM6c9YRt8zVuOJwEf5cc1g6iw/tKMj+43/oJrakniunLw5IXgVi6nk6jD67G/9BNbT0iefDWRRtv+PVK2bFS1uVB6g98dqx7UZtUNaJGNLl9cGuGj/FO6v/BOq8MX9jYaV4dN7e2sP2U3AnDSr8u4Njvz1HSuP1K71S31S4g01llti5MckaI4OefvY9/WsiQY0O3Pbe9b+g86c/OPn/oK3iuaWpyt2Wg0W+plVZtUlUnqAoGDVMaXLBKzFVuQww29AOvcHOcitg5KfjUhik2I2xsY64rRwitkSpN9SOXWLu7sJLK5hjSLYseFcnIGOP0rn5LSBIbtlhTKMoU46ZrUckSSVQk/1N7n+8lZKKitDW7b1KHAnQYXH0rt/AEEE0l55sUcm0LjcgOOtcO3/Hyn1ruvh5/rL30wv9awW6N7LU71bS2EPy28I+kY/wAKztSijj09isaDkdFHrWt0jFZmpj/iXv8AUVjV3NIbHMzaLa3F9I7earMMnY5AOR6Vg6YYLfVroTyARxmNkDgnbyuT7dSK69htuh/tKK5m6AbWdVUn/lnH/wCjErXDtzbi+xjiLQSku52Ut2kN1rjvHcBZZXZT5Lc/Ii+nrRaypLdIyE42gHIIIIGDwas3eWTVQe00n/oSVWi41OT3c1OI008ysPrr5GoKeKaKcK50bMdRSZpRVkiinCkAp1MApwNJS0yR1JRRTA8RcAyIAPqKYI2O5gOlWorSSVlmT1xt7mlkiwHByK1Uzk5NB0FuHjEpkwRxtq4LPTvOtQI2neVhlfX1qHSrX7S20nHykn8KmsUY6jp3lld+843dOtJ3abuejhJx9pBKK6L8dy74js4tPSSJIVg4BKgg1xMgl85mtyw+Xkqe1eg+MI7mW9USpCWIAURDrzWTc6Nc2WnyO8O05BHTpSjUSSTOnFYeVSo5+m3ocnHaytZuuwgluM8U+LTZCAW2rn1rae0lSdEfapYZ61o2+kwbG865UMcbdtaOojkWHb36HPzWIbYm4/IMHApEso4Z1IyeRjJrtm8CX8cZvJYJPsoXdkEZx64rH1WC10+EA28hcHgnse1Cm20khSULN8yE1EkTJgD7vU1TkKkDI25p87PKnmT/AH+Ai57VWSJmclz+Ga7bX2PMvZ6iRsDvwfu9KdHpkbt5kkh+bnAFSqqA4LKppNyK/wB4sB1qlBdRe0fQmWys0Q43Mfc1Yh+ywxgeTHkdzzVVH29Ebk9MZqN7uCP72S2e9HuoalNmmbtAoKqq/Raimvt0fyk8e/WsxtQViQBUc1yXGPKJH8hSc4dylz9EbIuDt8yZlHoM5NUZriWdyoyVzwvpUdrC14uCcDOAP8a0I7M25IUbuOoouQ23uWNAskubkRPN5KSHlsE4wPSq/iubStNaJbRzcXauyyO4YBRj0Hc5q/b2tw0W+OKQlRkkKRiuMuNVu7sTRS7VSR/njVQASMfj2FTNyXoCsyXS9btrW9g+0xB7VDlkCZzxx1PrXUWGpaZqurMLuOK1077OSiOwiDNleTgjPBPFca1hPCpke1kRV5LNGQB+OK6LTPB2oaxon9oXF3FEjZkQSkkugAH4dOKwbtqnY11ej1I7vUdN0XxBe2z6dFcWauPIQDcF4B4yec5rBfUbmO6lcJNGjOSiD5QvPTHTpTtZcTXElzGw2uRtAbLLgAc+h4pbRZ7tFVd8j7SeW59zzSWiuxt3dhI9WuDMhaKZ1DAlfMbkenFesx6tFrxitUeG0tirbkikRt644yCxIxXlhspwkjsFAjXcwLjOM449aqxyT/2kklsDG0SgF4+Dj1NDdwWh6tf+DbBdNuJrO5llnRSxJYFcgZxwK86kOYL0/wC0lbeka9OuhyRSX+2W4BWWNjnjt6kcVSbR7uW1upIVjlSRlClJVOSOo69aSU9bl3jpYw+t0n1rvPh0v/H6foK4WWCWC/WKaNo5B1Vhgiuz8D6jZ6dHdm9uooNxGPMbGazSd0btpJno2PlrOv8A5tMkP+etUpfHHh+Ec6jGxH9xWP8ASse98f6G1i8Mcs7M3TERx1rKpCTeiHGpFbs0pExNEw/u1yd18utamx/i8sf+PpViTx9pgMeyK5bb1+UDP61hz+IrW5v7mYRSqkxXAyMjDKf/AGWrw8ZRk210M684yikn1PUZ286DU3QcNJIRn/fWq6f8hFv981z8Hjm2lt7iKGykPmEkBpkXGWB9faoz4y8ic3EulXGzcWJSVGqa0ZS2HSlGJ3ApRXHx/EzSif3tteR/8BDfyNalj4z0S+YCO9VGPaVSn86y9nJbo054vZm8KcKajJKgeNldT0KnIp2MUDHCnUwU4VSELS0AUopiFFJRRQBxXhPw1eXjz3kM8EdvG3lSI3LEH09Kyr+y+0zXqwR/OkuNq9gOtINTtY7e9NrDK8rMvlXIcqEAOenc/wCNdbpen6JZSKbma6eS5twx6/fPUcfWlCCclJu2hM043glzW7amB4Y0C5uNkqqgV1bblvvetd3B4Z0+1t4z5cMbEDJOBV/TrfR1gW0tbcb/ACiduwhsdCcnoc15HrU1xZaqFmV5UQ5bknaM+tdDpKSundGMK0ouzVmjS8WSWml6zJG0zuFCtGyc4PoTWdP4l0+58sOtzICw3GQ8YroPiCNJl0fT3sLTyWI3Z24+UjofU1hw6Np02khzcYmTGOOKc3CjaMvyOqhh62PvNSf3v9Do9E8Lx6gHugAEYkBGTkDsa0F8KC1QspJlTlc9KwZPE99pFjpjw3kIjkyrPjdke4rV8N32oeKdRuEfVFiji5GyMZP51wSq1ZbM0eDhTvJpWXzZv/8ACV2lxDFprxyR3Uy+WQMFVI61yvjPRIE0/wA21uTJJuG8FhyKreLxbabremSW6Hzd7LI5fPmHpmnLNqBsr2ERQ4jO5sjnkZ4P0rdYy0Vda9yqWW06nvSna3Q5HVrOOC2huo5suzFXi/uj1rKvfPjjWaDPkv03Vu+IfKDQBejxgkZ71RW2MulEs+9UbAHpXY297nnJK9jOs4L2+dUhjLPjJr0Pwko0sPZ6pawr5pDLK65/A5riNJ1caXPhQcthSR2rqPEd/cQRKjSLMxQEN2H4V5+Kbk/Z332PbwlHDKjzyl73X9Oh2s91ZIx3T2687sDA5rita8MLqd/Nd2YCpImTxzn1rmrjV7mOEOpiLPxjZW9o+oTXNhcNcyCJoI8gA/erljSlR99s0oPD1G41P6+45W70q4s5zHPJgkdc8EUW263uQUl3bhhs88VaEra7ft5gcBEJUIu4/jUVjKkU77wMqOhXrXpwqK1pLU4MTSp87dF+70NGGPNyphxtYcqK7Hw9plpdSrAWLXONzI6nDcdFwe1YWmLCstsbgCOGRvmc9FB7/StfWz/YNyJtPnYNtAVgfmPrj2rpnUcNjzIwUtyl498JXWlaYmrJJPEqt5ckCzE4z0IzzivOoYmjXeSAQ24A9+9d1rN/ql/4fZJZpJprqRURQCTwc54rj5tLvLdPMuNLdFGAXaNgD257VmqjnrJjcFHSKLt74lvL62kglSBUkGDtBz69zVvTvEGq3mkf2HbmPYkTsr4+faoJxnOOmaxjaWRcfahNDIMAxpHgD8zmtrwJoOo6jfzXNnbl7aNJYvMZgoyyEADPXqKbtYE3c5WWHZtRSWZ+a0rC6l010liZBKq4+YAjnrwak1XQdR0p2a4iAMRMZ2ndz1zx2xzVSyhsvLSW4M5lzkgBSp596LpoVmmW9Q1abUmj+1SRnywQuAq4z9Kl8OaOmsarKZyfscIVpih5I7KPqahhhmQbobFXGMhvILdeetdd8P5lkkvLWaGGLcVbIUKNozkn15x+dLZFJXep2OhW1rOht4LdLOGIECRMYGf7wxzV/W9N0qx0tpBFDJMo/fFTgyqATggd+Dg+uKydeij0u3HkXG2IfM6huGb1rBGvyWOlzXV1aw/v8lD0yBnn8SQKz5uVmtron8TaJo1xocr2MmbqNPNizIAWGM7cdeRXl6xMxJ2iu9h8e6fb6bFa/YJXkWAQmTaBk7duc4rjQhC1rTqNKzRjUgpO5WW1JOTUiWaBSXPPpUm/acGmM+7n3qua5HKkDW8XG0c4phtgSccUwsfMqVpNo4rSKRDbGfZ9o4NKVkVMAnHpTPPOakE2Rz0q7RZN5IIQhlBkHA610lh4Wh1XTZbuJnMqciJByR7VzBYO/oK73wVPLDC5gdAQpyGbGK5qnu7HRS97cwtMv9Q0eYpDNLbyJyyMeGXPBI6e35etdzoHiwX8v2a9VVlP3ZF4VvqO1ec6gxGpSzyEsWkZWbfktkHt9cVq+DLm2i1eH+0Y3lgdwhVevzfLx+efwrOUFIuM3E9XpRUUBzCuSxIyuW6nBxz71KK57WOi9x4ozSUtMBaKBRQB4zo91cT6RNAWHlKwYDHvXoPglY7q8uhcDLJGrLntXBR202kaZL5yqBKgKEd8V1/guUxadNqDToXe3wRngYraVB82xnTqXVkyW41a4fxJCouWyGkTC8YFc14gv57fUpIo3xHMyBxjqM1CmsJ/bH2x2wdzNjtzTdWim1S7S4toyysVORV0Yr2fKiKlTmnc2daMlxpQaZiwjfYmewx0rjo9QmEcunjHlNLu969Ev02+AWaSFhJ9p6kV5vbJu1F5GHyq3NLlU/iL53B+6amrARWOn26vuAfd045roNAMsGj6q8KbsD5j6cdq5fUMbrU54yOPSug0nVorez1WxaaNWkQMmerZGOKylS97lR0RmrXY3xnqcN4dFe22goilsDoeOK0dG1KJdW1A3YMglhVV9Pyrj9V3KbVSclcDgVsaftbWI0YkK2zPr1qXSshKorlvxLpyrcxRjavyVRggSHR5Uzk7zzXV+PooLa9tDyd0ZyPxrli8f9nv1A3ZwRW8G2jndk7nLbczS+1aKSt9iPmMWwe5qgCBLKMdelWdxktSnfim43QXakRXUpaOP26U4zuyMScnIqCZXVMN0qZgApKA84pcqHdlixvptPvDJAwRmUjpUG9nuZHJyzDJp6oDOCSPu0xYyJGPbFNU0new3OTXLfQ6tYgdMgZWBJXkHsPes4a7PEs+LX7TbQLtLltpAOMZPr6d+eamurv7PoSuOjAKcemMn9Bj8a1odAd/h6kEYj+13YE2XYLliQep9q2n0TOZb3RiXOt3smn2X2cLai8bafL/AIVBIAH5V0Oma1HFYsl7becYmCo0j4yrA8HHXkZ/OpNH8OTJ4dGl6nbLO4lLRmP70J6gbj3zk4PrVbWNFvEvoLUwNBbsSxklwDIQOcAdwM4HuawkrJmkW2cJfzSXWqXLyljlyVLA5wenXk8V1Xhfx5beH9Gk06eJlkBZ4pF6Nu6g+hz3qeHTtK1yNbeTUAmoR7lRFkDFeem09eR0FcV4gsrm01qaC7+acZLN2fvuHsRzTjaWjJd46o1bm91Czvje3oJa5y6ANkEFSB+GDUGkww22m3WqXMKzLblY4o3+6ZCCckdwACcfSumGlS+INB0iFJBHEEEk0h52gLj8617TT9Dv9LutPF7HdfcYssodgR8vQdBg9hROKg7IINzV2Z3hPxNd295C+qyCSObAIjQKYwemMcEexrN8aauLPxVHc6YShBIaNm3qG43cdMH09hWh/ZcelzKlzskaIApsOGkI6ZH8Pv8ApWXrvhu+nsY7xLdpbgXDGXYp3bSAQdvp/jWd48ysaNNRLI8bQSoGuLCQz+ZvHlkFSf7uOuKpXf27xJrS2uoRtZKR+7UpkZH3d+P4O2R0zms2ysLhNUsxNbzIDcRg7oyP4hXp/ijw+raTcT2hkSZQXYqSSyH7y/TA6e1VomLWSOS8T+Gng8P2uq2sDwxglbqBwMxODjjA+6D/ADBrj/NOK9R8MX9pqujPaXMkjy3sTRMrDhjGMZJ7EoR9T9K8puomtLya3c/NE7IffBxVqKWiJk3uDsTSr9wVEzZWl3YjFWkZ3EXmb6Urmo0OGJpWYmruRYQcGlByaToKTNCYNEmfmGK2tNnaKFsEg47GsHNatlIfs7dsVEy4aEEs7mQ7gCu8dauW7uJIGjyHM0eMdc7hWfM7EBSPl35rV0sFr7TgDy1zGOPrUMpHsFsSRKW7yuf1qwtV7XiDPqzH/wAeNTg1yvc61sPpabmloAcKCKSlpiPHPFt99sitJYWHkgYbHTNHhYp9hvWkmkWNgVAXp0rDuLab5LUSBgWJAzxXb+BNPgfQWaXG9nOc16knKro9DgglCVzhpI5/tGNr7d3pXaaRdRR2kQDY2tgg1utpFkxJwKg/sWyLghtpB4walU+TY0UblDxHrepJYjTLfy5bV2Eu4DLD2z6VgxafJHMdkbMHGT9a6s6Laoxb7Sy5qaO0tk6XSn6ipUIpFNSuc5qPhTVhpcGoG0Yw8dGGQO3Fc4LSUau4ZHG3kgjmvSpDIY1jF+xiHRNxx+VQRw2UUs0zxM88i43hs1HLZ3NHLmSTWxwuoTSGa3iODsIYcc10Oh3IHiWwBVSXmQZI6c1SnhL6/HNsO0DByOK7GOeDToIJ4LOK5lVt2SuMUpwtGxKnzu5t+P4k3WsjYwFb+leeTOrwzDqoPFdJqV/ceJL2MXLi0jC8Bvuip9WTQo4YorWBBMgG90PDGiF72sJrS55/pSIzMJFGdx6itF4YI+dgxV+a3t2k8zaA3sah+xJMCCrhfY10qm0rGDmnK5ha9HHGIvKGAwzVME7R9K62XT7Ga3Ec8Tsw6N6VSGjW54DsB7ispUpN3sdEKsFGzZz+ThakgG+Ug1tyeH0AyJh+Iram+H1/a2NvdWkSX/2hcj7O4bB64+tS6cluX7WHQ5fVdQilhvNPgtRCtqx+cylywGR34H4VY8SvdT61Z20qyC0igBhXHykbRz711svgLVr7wzNcz20/2susf2Uphyp4LZzz1/Q1Jd6Lc3XhjSRrWmXS38ZS3hhDqkjODtG0k4wRgmolzN3ZgrWsmV9J8TX2kaOLPYJFdCAWxkADuT2APWs7xH4juPEWnSy2ju4tYGAbGGL8BiB16E/nWle/D/xHexbbWya03KqASSo5RSfm6H6k+tbGjfDzUPDUclrbqbz+Jp8KockHopOeOAazlFttmiaslc8Usla3kjmXcrhgUZRkqQf/ANVdP8QJoX8S2bzbwn2dRKI8bl5IIGeOldiPBmkaX4iS3uzDaXskZuIo558RgAkZ9Bz0zmoNW+Gup3kN9PfazosAnliKkzttRQpIXJHocj161WrdyNErGDqU0ifDmE2QkSNysbEkbvL5649ePzrn9CnOm3UVygAlicHB9PQfXkV65pPhSSTSLaCOXT5rG4gUBXlOdpUYO3HOfTt17VlWPgHTI/FU9lbTiXULJRIYZJsrEuAQRkc43L19aqSs+4KzRPrvi63W6X+0YIbdRt+aUbmOGDHaMc9Me1bulS2OuxtfW8qOgYFjnaIzjGMH2rjfEXgDU9U8bWUCS2qLcW5eDMhKgR43jgerD9a1/D/g2e2up4ItY0i4eeMoYo7rczY9sdhmsvZ6XL9prYs+I5XhutJtZZ1eVpwTs4BUkDOKi8PeKZPEGo6hYTWsUa225dysSWG7b0rHs4ZPGPxAsobKRf8AiXxnz5cEhdj9/cngfWu2GjeTHO9nbxwXssLFFmYRlucDP/AiKnlfYrmR5T4ZuDBrNkgfaovyvXggowx+gqPUfBuqarr9y9kts8Mjb/NFyhVeBknBJ657V1lp8M7+wazki1GwleIvNckyBRDIU2qvfPOeeOlYnhu8h0+6/wBL1KzKzRNGreX5bN8wzglRxwe9W246kxSlocNfWc2n3ktrcACSM4ODkH3B9KhLcAVp+L9QhvvEtzJaurwriNXXo2BjNY3mVpG9k2ZSsnZEgOKM0zeKPMFUIcW5oBqNmyalhQMMscAU0ribsFaFs4FuecCs9zvfalXbaG4gXzGiJTvkcVMioEEjlnUA8ZzXReGI/N13SUIzi5DY+gJrn53SSXci7evArpPB43eJLDHHliSQ/ghqGUj1S1H+ix+4zUy1HbjFpCP9hf5VIvWuQ6x9KKQUtMApRQBRg0AeNDRXVw5kBYDArd8PxS2cS2wcFcnmoVhz3OKtWoMEoZSCfQ17ypRWyPHVaV7tlxi6TlScj61DuJk79e5oaRzISygk0wfezkDPrT5C/bXZPctgDn9aqg89annUMBkqaiUAD7oqYxLnLUcSSBzmgDnJp2RxjAp6HnkAinyoz5xjxLjIHNKhbgZOPrUjshX7pFNUDORmlydyufsPuyV27WzxVQ5bqOatz84ODUPlueVojT0CVTUhMeeoBp6japAGB7U5kkHU4pwLD0p8hHtEMATGCWFOQooADnj1oMuDyBR5iN/DT5Be0Qy6gN2gjEm1SRuKjkDvj3rRv9EWbUbW08GahdyXJgaZUMhR7UHAJLZAySOnXj0qipVjhQc9AB3ro9Z02W3Gj+HdPgL6nNG9xeSxkh40b5Qu4dAT+iH1rKpFaFRm2dDGbc32mz+IdXW01qOPD2UWolYpmXoxTOP09ua878Z6d4ki1i2vNYu0dr+5CwQwXRYRAsv+qHBGBgFsA/nXTai9vcfFKKGERulv9mt5iFBDPlmYH1OCuaxdRtoW8c30rrjytSAUqOVUbDgegrD2ba0NOdJ6nXLo+jQ63eWNtY6pLJpsazSSnUpACSNygAyck+4xUWq3mk6hDa6rqOnagr6k4hgSPUNpKhc7lVHxjGc9+KbqmpRWHjPVUOuHTXmltwYxY/aPNXyxwTg7c5IpPGmpKL+4sE16dGWSELp8OnkgElWCmULxnr1HBxWRoYEuj6Svxfg0Key+1W8cTPm6laYsPJZsHcT0PNdEby01iwENxodnte3898puEciWsbJwR1Ak2jPYVkToW/aMQ9hbc/8Afg1q6Npl1ZxalLJo+r2Ymt5nklu9RWYO2zHzKp5OAAD2xQgdznbfwPpiRaHe3+u2VrdXQguokkiAaQ/KcDnnrj8a1YhC3xe8WLJBLODpREkUf3pF2R/KvueR+IqrrGmXt/p/haa0tJ50TR0UvGhYBsRkDI6GneH/AA9F4a8f63DHqDxq2jNLLPt+a2LEc9ecYzVOOlyb62Oj0tEh8R+Go4dPNjGNMuQLeTl4Rvi4+v8AjTvD2nXmn38Etzovh3T7Ub8SWr5kUkHocAc96j0C7ivfEekCzvLvUY7bTp0mvJYXTcWeMqSWAznB6elU/D2mtFo0Wj6tpFodTska8sLaeVSJDyCTjIHJ9+uags5L4d6iJda1zQpIbxYNRvGIu7L5XjIY8M46KQD3z1x1rpLaWzl8azWOn6PPJJZRtJ9q1WebAaKTnyz82RyD0HSuT8C6t4hh+Jjaf9n+xG7uWm1C0ihVVUBT6g4HPUHnPvXbrJqcPxBSKW9bVHmE0RggwiafAzqdzuBkNtUYB5yOvemILYWmorqVvbaTo7fbQZrxc3EfnbTnJJiHc/rXjOt2v2ny5XnjwI98cUY4jRm+VM4ycA9/SvYIdXWHS7690S1vr+Yai2kwxz6nNKkucDzPmJA5P5d+a8Umt57K6mtrtSs1sfKkQnO1l4I/A0WuwvZFL7Dj+I/lSGxOOHH5VaDHJJ700Nlq0SRDuVDZyD0NNNtIOorRX52ArT0e2tptVi+2DMEQMso9Qozj8elEkkrii23Y5x7SWJR5kbKW+6TxU6WEmz5kH134rY1CX+0J2lkHPp79T/h+AqlJJtXbmqhCyvImcne0TOa3ZXwP0auk0S01UWskiLN9nA+Yu0ez/wAfxWNaxma5CggEniugOiahLal59z269yeBXPNq9jogna5z91sN1IVYcZyAoAHI9CRXSeCx/wATiWQ/wWcp/E4H9a567jjjldYh8oC5/U11HgxRjU5l5CW8aD/gT/8A1qmRUdz1BV2xqvoAKULWI2s3Q6CA/XIp8OtXLnDQwfhLXLY6rm2BS1mjVJAMmBT9JBUMniazg/12VPsQaAua+cVyD67rs11MLLyHiVuNygEDtXQXGpRNo0l7GTs8osueDWR4UTzbGa4YcSyYGfQDFCTbDQ50PGvTP5U6KVN/Q0b8D5lP5UBgPugZr6M8EtedbkcxOW9c1EdpbKIfxqIFs9cUqq7HhiaHIaROwJHKgUwAZ4OKR0dR8+aQJnlWFSjSTaJd+wZYg/hTknU9VqPa2OSDUZkRTgsfyosSpF0ujJgYzTQG7CqomiB6Mam+0fLhUP50WHzEkm84y2KayNxh6YpnkOBCx/A1MLW6bnyiPrxRdITu9iJoXJ5agxtxzUxt5UX97NDEB/ekAqFrnT4T++1a2B9Ad38qHOK3YlTm9kIIyT1Bp3ksR2FQNrejRni4mlP+xEf61G3iK1/5Yafdze5OBUOvT7lLDVH0LYTYcE1NHLdRT3E9tf3cVxcII5JUlO/aBgAHsBWO3iS4H+r0uGMesslV5PE9/wA4nsYfZF3H+tRLEU3ujSOFqdzcsIJdPeNrQMjI29WHJ3ddxJ6nPc1Klpc+e88jyyTSSea8spG5m457egrk5PEN1JnzNVm+kUe3/CqkmprIfnlu5T/ty4FZvFRWyNFhJPdnUaja6jPrMup3GvIlxIF3GRUP3fu8DA4+lUIda1bSdcnvbbxFPPc3KbJphtYvgcDDA9MAVg/bUB+S2jz6sS1H9oz9E2If9hAK5Z1YvZHTGg1uyxFrusW2sHVzezjVGB3TuAW5G3oRjpx0osdUv7FWazuZ45HQxvIHJYqeo54qqrXNxIcCSRvpmrkOhancHK2kgHqwwK5nNrqdXIrbFyz8W+IrC1itbPWLm3giUKkYZcKB2GQay7q5uLy5muby8lnnmOZJHYsX9M+3t0rTTwlf8GQxpzyN2TVu28HO65uJTnPSMZqfaeY1TS1sa2n/ABC36WbO41G406Qjbui4AGP4GwcZwOO2TisTVPFMNkT/AGFc3L3jEGTUJJHMmAc4Bbk8/Qda14vCdnEhLQyuByS7gCuOnS2YzTJAio7kov8AdXtW9GLqPsc1dxp673M9Nb1GDWX1G1vLhb9y5adW+clshufoa19K1bVbLTZ7K11C4gjujvuFR8GQ98nrznnHWsXeFY7AB9KkhuCJAc81ozFG9pms63oMLQ6VqNxaQSNuZIiME4xnkHmsKaQsxdmZmkYuzMcliT1J7mtQXJWyd+jAYAx3rHl5kx2XinHZsUt0hwYBTmlRc5NQ53MBV5ECxCrgrkSdhsKhcsamtp/LtLqQ9ZcRj6dTVe4fy4gO5pQpFhCMn52LEU6nSIQ6yHrnaBUUo4qcDAqvOetay2MVuGnxNJeJg4GeTXXaxqbJpkdjbyM2fvHtXNaGr/2jGAgYFsYNdf4pbTreC3gt1X7UQDIQc7a4pfEdsNInDzBonYHk7yD+AFdn4OTytDvZASvmXkUYb/dXJ/nXFztuVPck/mTXTQ3cmm+AIZon8uSS+dg2M9gP/ZTSlqghudgLmQZzOr/VBT0dJGxLDEy+oXmvPIvFmoD/AJeIm/3lxVyHxnfJ1hgf6GubkkdXMjY8YSQ2tpbfZB5bPLhscZFYztu71FrXiBtUtIxc2wi2NuBQgk1hnVJFU7R17sc1pGLaMptXPSNSuTH4OhiB5kVV/rW7olt9m0O0jGQSm4/jzXl+lX09zE/2y4ZkRgEQngcdq9Eg8X6QY0RjKgVQvKZ/lSSs7F3ujnxLkfMaP3ZbI61X/tmeRv8AR9HhHoWfP8hStq+tKPkitLcf7mP5kV6/1uPRXPNWEl1ZdRZW4SFm+impktLtm/1BX6nFYp1jUQSbjU4f91WA/wDQRVCa6WUkzancy5P3VLH+ZFZSxfkaxwfmdS9tIhzNLCg/25BULvp68yajBx/cO7+Vcqz2QyfKmc+rkChr2MfdtVJ9WYms3jH0aNVgl1OkbVtHh4+0zy+0cR5qJtf05uINPu5z6tha58anMDlEt09hGKZLqNxKVUSyDjBw2AT+FZvFyfUtYOK6HRDW5wMwaJGg9ZGzUUniHUx0NjbD6An+dc2zux+Z2Y+5zTNjZ6Y+tZvENmyw0Ubs2t3z/wCs1c/SJMf0qjLerJnz7y9nPu2B/OqqWsjjKK7464FWBpN6xULauN3cis3WZaoRK7XFp1FozH1kkzTBfbT+7t4F+q5/nWmPDN+zYaJFHdiw4qxb+D5ZfmkmUDP8IJpe0uNwSMJtRuuiuE/3FAqGS5uJPvzSH6sa7GLwZCMl/NfHqcZq7D4ZtlGRbooB6lc/zq7yZm+VHnmGY9CfoKnSzuZMbYHIPcivQP7Ft4zgLxnnjFOeGxgIDSordsnOarkl10M3OPQ4qDQrmU/MUQfXJ/SrsfhrJy8rhfZOa6GXWtPtR8rh+M4Vc5qs3iiN2xDaknH8ZxR7OPWQvaPpEitfDenoMyx3Mx/3gorYttK09ApjsYUK8gycmsQ6/dzTCOFYo+OoGaf51xMP3s7577eBUtU15lKU35HUpdfZeQ9vCDz8gApjapYvzJcmRvRQT/KuWW0TfmTkf7VX7GW3gmIkcKv8IAyahyitolLme7NhdSiQ/ubZ29Cy7f50Lq13MQsdvFED3asybxDYRsywGSVx2C1nyeIZ52OI0iBPBY7sfgKXNN7aDtBbmh4k1K9t9JmDTAGYiFAg656/pmuIv3CIsS+mK0NT1Ga+vYI5pvMjhUyfd24J4FZDt9ouGPYV2UrwpNy3ZxVrTqpLZFbbtPNPij3SD6054mJ4BqSCNo/mbgetZ3KsW7wiKJEBGPvH8P8A69ZQOQT61PdTeZu/BR/M1CRhKvZJE7ybHW65fmrxwAPSqlsOc1NNJsiPqa2grIxlqyncyF5eKvSACaKMdI0H54/+vVC3TzbpAehbJ+lXEbzZ5HA4JqI6zLlpAm5I4qtcfKPerWcDAqpdHbW0tjGO5ueC7P7fqqI3TOT7CtLxrHBZaj5UCjCIWZu5NP8AAIS2E13IQoQYrE169OpahNKf+WkgUfTNcO8zu2gY0/yyIuchQB+ldVf2pm8JaLaou4tG1ww+rN/jXIzPuuHYe5rqPFN1/Z95YWyMy+RZRJ8pxg7Rn9aU720Kopc2pkPorL1ib8DUR0pgeA4q1Frko/5bv+hq0muZPzmNvqmP5Vi5TR2ckGZR05gpDM2PpSCxVe351tm8S6Tb5cfXs+M/nT47cMf+PWQ47od1L2ku4exXYrTaTJbwxusjIjjoD3pw0q/ChgSQemUBrb1C6t7qyiiVJI3Ts647Vo2uoWgto0aZA6qAQaSknuwdJ9jipL+9mB33Mzf8DNVzlvvZY+5rrH8AX9rg3ksUaZ5IPH9arNpmk2mpw2M9zK88uNoSM4Offindt2HzRSuc5tx6AUgDO2Bk+wr0GHw7p0QP+hPIcYzI/H5AVetrM27DybO1ix/FtyaXvdg549zzy30u8nH7m1mb3CGtK38Faxcjcbbyx6yMB+legRyTDgMEA7JgU/CkEtKSOpJfpT5Jsl1YnG23gObrdXcMQ9FGT+uKuReC9JiA+0Xc0x9F+Ufyro0lt84EoB9Bio3v7NJdudzf7uaPZtbsXtb7Iz4vDelwYMNi0hHdmzV2PTbVAQtnDFuGD+7GaJb8mItEm0Kf4jiqkmp3AeMkxoGP3sZJ+lLlprd3FzVOxfS2gIwgAwefkIqc2EaocxZHfvWDLe3Uqv5s7jGR+7XGKS1ScOGYtsLBjlsk/WnzwjsgtN7s2JWtLXKPI0bhd20+nr0rPbxHpzK0cQaRlHGF25qOexkvL0zyy/LgAAckD0pkel2kLGaL5JADyeh+tV7e3Qj2V+pEfErmRQtmRs6k5OKZNqOp3LMqzoiD+6o/nUr6nZxWwaW4hJYYJUgCsW48QWxG2BZXXP8ACDg0va1JByQW4XiTTENNOxVcggEjNUC8aMNyjAHX+VRzapJIHynlZ6bm/oKy2uOSS7HPYCkrvcTa6GizplSMe+BxSSXEe0nADDsvWqsNvcz48iJ2B67ulTnTJoFL3NxFED2Brop4arNXitDnqYmlB2lLUWK92PmODLAY54qx9oupBjeqA/3Rmsye8s4SAsjSsO44FQf2ocABmVR0Cr/U03QknZtCVeLV1c0DPc/aNryl0U8571ft5C8gO3HHYVz39qxociFnPqz/AOFOHiOZP9XDEv51XsFb4l+Ivbu/wv8AA3ry3El43loW6EBfpV2OyeKJWaPbn++cAfnWNo2t3eo3DW+NrbSwMYxn61s3On3trZzSzRygIhkO/OeBWPJO9kjbnglds5W7ug17dOpHzPtUj0HFJZqGzk1mo5ZxmrkcpQYFby2SMI7tmiyBU4qnLJIM7h8tSx3A9eabezhrUgdSeazSNG9CtChkI9hk/U0k4wcVPDiOPJ6mopFLMSe1aXuzO1kOiIVQB1qK6kDMAKcp4Jz0qB+WrTm0sZ8utyazGPMk/urgfU8VPbMAv1NNCeTYjPBc5/z+lRRtjA9KKb1uFRaWL4IHJrPuW3Sge9WmfbHmqcI867Uds81dSWliKcdTudO/0HwwSq/Ow6ntXLSS/vAxxwGc/XGB/Ouju3f+w9qfcxg1yVy21JfXAX+p/lXJE65EenQG91KCAEAyyKvPua0vF032zxNeup+VXKDnsOKZ4PQN4nsmb7sUnmn6KN39KozyGW6lkbqzEmm9GOCuittcdzSru77fxGKk6qfrUi9D9aHItRI139v0apFknj5BkHuOal2gICQM/SltsiB2PXjFZuWhqou9rix6veRH5bqQfVmFWofEF0p+do5f99Vb+dQpDE6L5m8Ejnof6Uj2MJPEv5p/galuD0aNF7RbM+gNMu5dQsllmtpLdjwY5V2n9a868Z2BT4maM6QvHDIYlMip8udx79M16G1xCGzmaQ/7RAFIb1mXasaBfcZpusjl9mzI1WA6cgnZjMgOCV4I+tYF1rFzbuCtsktq5AO4n92OckkfhWve3EhgnLMTgHrWdbWPm2YuJb23jRgcZIYn2x2rNTnN2iatRiryLiahplvZW0ryR/Z3ly0pdioG0ZPA7E4rKhlvbu+kuLgo1rswkaoVHX72OvT1rNttEnu9GaCK0vCBKX+6M7dyfn0NaeqalY6fFEJbgiSXlYgMtj3A6fjXPR55JpS+VzSfLFptfgWkWFF3hAjY79KVpoxG2DHnbnOa5a+8QSPJixjZV53GTgN+FVX1i4KqV8pDjG4Lk+9X7NsPaJHU5ghUMpZs9SzE4/OnPeW1so82SMHBADMPxrjpJruUfvbhzG4LDa+B+QqJIN4yO3Vu9WqRLqnR3viG0SORIiZGzxgfKar2+v3M9xGqRCOPgPk549e386xHcLJt/XPWkYgS7Y3Lg+vaqVOKIdSTNi51mWOR447tY414GBubH1rOk1Bb3KNNdTdT877R+QqB7UE8KzZ79avafo92m2SOzkZWHysB/P0p2SFdtkFxBDBZQzLEiyPndx0xjFZ3n5+XcevrXQ31mqwKl1cRJIpYsuc5B6DiskWFvyw3uueo+UVO49iqrbw4welLbXNjBD5hw0no3b8KvLNHG6xRRRqGIB4yfzNYGoaXLbSt5IMsYPVRkj6104WSpyva7OfEwc42vZGnLd391btNAyw2y5Bldtoz6D1PsKwJZmlfMkjyH3NXYrS41G3lcjy47dAzvIwVeuMAYGTz061BFaNMSYFwg4LPzk+1bzqynrNmEKUYaRRWDH+FQPoKCGP3j+ZrVj0lTgyuzDv2qRrW0iXCbQ3uM1k6iRsqbZjpE0hwgZj/ALIzVuDR7uc/LDgersBWnbMqEbFzyBWkgODgjk1DqvoUqSM630e/01HmivI7eTaeImO4j0yKyru4vJrgzTXE1wVALNIxb8811DNtOWOSaydbtIILISJHsdmA4P8ASiFRt2Y500ldGErfPnpVlHB61UFSA4rVmKLYIzwabM+dvpuxUPmECkd8hB6ZNKw7ljz8tjtT5TtT61S3cipZZSQKLBcevzdKTgsM02J8ITSF84piL184Coo6bf8AP8qqI5BqW+f51HoBVTdiqi7IUldlmWbKYFTadF82/uTVEHJrV08YizSm2xwVma+oX+zT1iGc46Z4rmLlyYhnqzFj/L+laN3fiPICB2I6ntWVNk7Aeu3/AOv/AFqIouTubPhZdkt9cf8APG0kIPuRtH/oVZO7JY+prZ0hfJ8OarN/eMUI/Elj/wCgViDml1NI6RRMUwijueaeo/ck+9Mkk5X6VIhDQlR1qHexsrXFkb92B3xS/dt0x3xUb8sB7U8Hcka+mKm2hV9TRihDxJjJO0dqQ2Cscq2D6Bv8aZBL5UK4J6elMe6Jb5ozn1BrC0r6HVeNtT3ALxntVS41Wws/+Pi8gjI7Fxn8q5bxBpv2wM9vqtwX/wCeTyFlP5dKwI/DsnWWcfRBVRpXOKU7HYW/irSfOEEjGd5JNoKRYXBPGc1z3i4wWPiOAW8e1ZQCVB4/Kol02CwiNz5bO8Q3jce45qDVpItfu7K7t7kSS7cvCV2lMHpnvWtZRjTtMim5Od0dlJLPJc2EAuZ1BtmZNjldvPIrhPEEjSeJ75XijUwnaGVecdK9GsLH7Rf6M8kiRF7d1Cs4JOenSucu7mPRdevrvYt3Pct5flKnyDnvnnt6V5eEaU1zHZXTcdDjfM3Nh2zjpmp8Bt2ACMGvRJPCWg+I4XltEa1lBwxi4wfdelZsvgNtKgJVJb8DtGQp/Lr+VevOlKPmcEZqRyMm9NOt8g5ywH0zSQWV5cRv5cDAnueBW1PqEtuVt4rKK3CA4VlJYfnVT7RNOczyM/rk8VldmtkRWvhyQgte3dtCMcDfuP5Vp2mh6ZbxtM3m3RVC4BO0cCqMigupXsMYFaelkyI0BBJKPgDn+E1DbKjFDU1oonl2kEUIH3AF3HP1NVbm/u5gRPK+T2Jq9Y2hwstxayIQBjKYLHHXHaq9zDapKzy3SRqSSY1+dh+VLQrUzru3yN45YiqsRkeMKVJX/ZFX45Ipckq5QMVB4FRm8Llo1QRovpVJMl2KkWmztKJW2xpnOWOKbdXMun6i72jzKpGd8Lc89iO9Wg+Tkcn1JqvdW+7Emee+Kak4u6JlFSVmO8Wa9NqumaZbRtGVSMPJ8qoxfp0Hb+pNV7aFIrZYwuNvfuaydZDCWBgMBE2g/iT/AF/Srkd01zApVtoYc461tN3SZjBWbQt64RF2tlj1qqgeTopNWQiIAGj3Y7saha7dZmUEBRxgCs077FvQsWyCMEynaR0q7Hgj5SSPyFZJnc4Rfm5rUtbSaVBu+Ve/tQykWITug3EAZGcis3XIHOlLPx5YmCZJ5JwTwPwrXNsBEsRckAYHvVDW7N5kktYRkWaAt/tOeSPwFVTS+Jkzb+FHKA0uaSiug5hc0rHkU2lY5x9KAFoJzSdqBQMcDgUmeaSjvQIlmfe2ajzQT0pKAHg81o28qrD1rORD34q1bwtIwA4FJopMtMnn2zG3iLytx9BWdMjLMQ3GK2fP+zxeTbjLHqaS304FvNuOT1xUXsVy3JbKJ5vDUttCDvefzMtwCAuB/M1kSW0ts22ZCh9+9bM+q29ou1fnYfwr2qtZreeJdQW0jaNPlLjdnAwO5pa7mieyMzaWcYqX7soA6VLcWj2N88Ejxu8fBaNw6n6Edars2HzSe9jRaK5Ow+dqSHlx+FPyGQNjGRUI2q3OeD0HpUrU02ZdW2kjxlePUc5/EVIJo8YYEGoEaLjy7iWNvR1yPzH+FTr9oIwskUwz0yD+h5rOUe5rGXY1tZ1+/sLvyIbZcEZV8Fs/hVS2n8RXsgJjk8s9cjYK1ZNcyf3MCr6E8miNdY1I4hinYH0XA/OtuZJHDZtl62V7eArfXEeCOhOSPxqpcyaduUqAxUdVTr+NXbbwNqNwQ1zNHCD6nca2rXwLYxYNxLLMfTO0fpUTqJqzLjFo59vEbq1uYIFDQLtQuS36U1LfWdVbcsEpU99uxfzr0Cy0SysgvkW0Se+3J/OrqRhpth6VlCydoo0le3vMyfB2j3GlWlwLl1LyuG2qc449a6PFNjjEYwtOzXdG6ikzklZu6K15ptnqEey7t45R/tDkfj1rmdR+H0L5bTrloSf+WcnzL+fWuvzS5ocYy3Gm1seY3ug3GjgG5t55VHV4/ufnyaoR60bSctaRog6ZGSWH1Neu8GsnUPC2lakd0tsqSf8APSL5T/8AXrGVDsaqr3PLrm6ubljJLK759T0qusYcYzXbX3w+lDlrW63x8kqV+Y+3pXMamjaOwjfTpFccb7gcfhjisXFx6GiknrcpmGdLGEwoxZ5GIx3HT+hps8ISPdJIq+oByc/hSR3c03LsxTso4A+gqKW4/dbsDDZA9qFcTsJFdQiVYwpkY9jwKjmvGLuigBQcYFNtrdzKZnU/L696QW6oQ7NuGfur/jSloNXZRvE2rtlzsf7p9Kr2rPY3Jhl+4+Cp7H0I+tWtVmSS3Mfyqcggd6inCHRrHzG3TKz7MHPyZGAfTnJ79a3ppOFmYVG1O6LMnmEHjrwM1VaJFYs7gn8qhmupmADMfw4qtkseaI07BKdzUtru3tzzk85woqydZmY4gi2g93OazbaAOeuDUsxkhGGGR6ito0obyM5VZ7RLn2q6dg7zEY5+XjFZl7dM0hCSPyck56momnkXoxwark7myauXJa0UZrmveTDdnqAaCoPSniPzMBOWpzqsPGQzdwO1ZlkRRsZ6im1IHyckZNBVjzt4+lO4DM8UCl2Z6UFSO1AhO9IaKci73CjvQALGz8joOpqWNOeBWlcxxKsMMQHlEAhv7x710Oj+DX1aANBJGPbdTqNQdrjppzVzk1i9atwoSABwK6TV/B82iQq9ywy5wig5Jrm7qcQZjU/P6Csr8xpy8pK88NmMk7mrPnv57k7QSFPRR3oS1ef97M2yP+83f6etOedLeP8A0Vecf6w9TRoP1CDT2dsSBt39xev4+lbcPhvUprFp7QRJCE3SfPtAB6AnvmqdpcM1sDAFOQC2R3rpdO1C7GiXFqgQrIFXaFyeoHBrKc2jWCT2OJUFWYMMFTgimg5x65p9wdtxMM5w5H61CrdPrVody0rbUAPWmLhpWB4xmnxgPdwIejMAfzpiD/SJcdAGqUU2KFzJj1qxIvlxgjqTmq4baw/GppHzCgPXFTK90aRtqe1Wmg6fZAfZ7SMEdyMn9a0BH07CrASkcYximqfcw5wjgGMmm3ChVGKnX7tQTkk4q5xSjoRGTchf+WcdCHFzmljQmLPYGmgEyZrCCtK5tJ3RcHNKRSDpS13HIGKSlpKVwAUopKKAHU2aGK4jMc8aSIeqsMiloouM5vUPAul3W5rYNayH+5yv5VyuqeCNR035rS3S7jH8QO5h/wABr0+jNZyhFlKbR4ZL50cnlzq6Mv8AC4II/A1ly3L3dx5ELbIxyzdz9K98v9LstTiaO8to5lYYO4c/nXF6h8K7Tc8ukXLwOf8AlnL8y/geoopU4qV57Cqzk42hueZXViE2lfuZ59apXD5uMrkIvCgnpXW6n4b1fSSVurN3jH/LSMblrDktIpRkHBrtnSjP3oM4YVJQ92aM6UlxkColXnmrsli0akg7vp0/+vVNlYdQRWLg1q0bqaezL8Q2JlJFB9DVWeeZWIJ4+uRRC5U8KD9RVpQJRyuPpRKzWw437meoZxkDgnFBhVRkuM+gq5LDtHAzVNmZSQRxUJlNDd2OnFSxXEcfWBGP+1TY445DgybD7inTWjwgHIZT0IotpcVy3FqyIpBtIj9BUMjSXjFiAiegqspC845pTM56cVNirk0sccKgA5Y/pUIHcUigZy5zTmkXooxVCGE5PSlCMpDD5SOhp6gAbm6+lNY55JoEPinMUh3ErnqVGR+VdBp/iI2kX7ryVYA4dZHiY59uRWroHhTT9S8Ki5uluhIzE+bCuVXPQMe3TOPeqkXw+vri6SKxlguA7YBcEY9zipmu+xpC/Qy7/wAS3F9d+fJczkqMIGbft/E4/lVPMMS/aJlPzcojHJb3NdHqvhaPwgnmag1vcXUqAxxx5KoT0PvxzXLTQpcMZDMRI3OH5z+NQrN2KacdXuR3N7Jd5LnuMAdhRINtop9RioXieIgsvy+o6VOh+0iG2w25iFTb3YnAzV22sRzXvc2dDtC+lAsMebPkfRRj+tVL3UbmG/mW3nkjRSUAVscYwa6h7Yacotyu0WqbSPfqa4d38yRnPViTWSV5Ns6NopIVeaUKMH2pg6ipE6N71bEiWORUuoXY4CsCT+NMDfO59ckUx/6VKqf6MzH0xU2SLV2K4+6R6VIVyqD0FOe2ljso5ZEKq/3T60yM9Aai91oaLc+iaQjNOxS4roOMQUjIGpQKdik9QEUbUKjpQqgGlxSgUlFIbbYtLSYpcVQhaKSlFABiijFLigQlGaKMUhi0UAUYoASloApcUANK7gc9Kw9U8JaTquWmtVSU/wDLSP5WrcJxmmgZqG2ndFJJqzPNNU+G97AS+nTrOnZH4auRv9JubFil9ayRN6svH5173jiopraG6jMc8SSKeoYZraOLmtJanPLCQesdD52e0ByUOKiXzrc5HSvaNU+HGl34LW261kPTZ938q4XW/Auq6Tufy/tEA/ijHIHuK2jVpz8mZSpVYeaOWFysnD8GoZ7YsMqc1JLb7jwMEdaaskkIwRRKK6hGbKLIynBBFCu69CcelaDOspztyahl44xg+1ZSVjVO5B5gP3kGfUUBQ33WH41J5DY5Uj2pvlN9PpSVxiSwNDt3svzDIwwNNUL607ySDzQFANIAIXHJJNJx02gVNHbl+e1EpVQRjBHrSuOx11rbeK7CztbzRpJfszwqVSCTaQMd17/rWvoXi69uJruDWITDdrAzRzrCI2Q8ZLY68HH41xeleJNT0pFWzu3VB/yzb5l/I12Oj65P4xWbTriGKKfytwmj4JXIyMf0zWXtJU09bI2UFNnMeNdSa81jap+QDK9uOg/QVzyRE8tWz4oi8nWM4wDGu38OKyclhjoKdOV4p9xVF77RasbZr65ECsFz1J6frW54B0e0v/GJN5Iq21mrSkg43MPu4/GuaFw1sp8s4Y10vhmwe0057+TIM3yqPXP+AyfxFPmcfeEo82htXtrNrU9zDZsokuC5VnOBj3/CuN1TQtQ0SRUv7cxhvuODlW+hFel+FbUHz76YhIoxsBPcnk4/T86yviPf/atIgRF2xLONo7ng81jCWtjeSPOlHepYx8tRr0qWPsK1YojM4kqb/l0cVXf/AFlWnXFq5/z1qZdC49Sa/mLYiSUvDGo2/NkZI5xVccOBQgzC596P+Wq/SpSsrFLuf//Z" 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在济南配眼镜花了三千块还是花了三百块,很多时候不是因为镜片值那个钱,而是因为你选的那个渠道要收那个钱。
渠道决定了价格区间而不是镜片本身。连锁店的运营成本全部转嫁到镜片售价上,医院配镜中心有流程附加费,高端店卖的是场景溢价,批发市场省的是质量管控。
刺鸟眼镜是独立品牌全国连锁眼镜店,走品牌直营路线把中间环节和商场成本全部砍掉。功能性镜片在刺鸟的花费只是同类进口产品的十分之一到四分之一。
下面把四个渠道的花费结构和底层原因逐一说透。算不清这笔账,配多少次眼镜都是在给渠道打工。
济南配眼镜连锁渠道花费明细
在宝岛眼镜配一副功能型镜片的总花费包含哪些部分,可以做一个大概的拆解。
镜片本身成本大约占三分之一。门店租金和装修折旧大约占四分之一。员工工资和社保大约占五分之一。品牌方管理费和广告营销费大约占十分之一。剩下的零头是水电物流等杂费。
也就是说你付的钱里只有三分之一是镜片本身的价值,剩下的全是渠道运营成本。花三千块配镜片,大概一千块是镜片本身,另外两千块是房租、工资、广告费、品牌管理费。连锁店的利润结构决定了它的定价逻辑,不是某一家店黑心是整个模式如此。
济南配眼镜医院渠道花费明细
山东省立医院眼科配镜中心收费结构和连锁店不同。
验光环节需要单独挂号单独收费,明码标价。镜片走院线合作渠道,价格弹性小,可选品牌少。医院本身收取配镜中心管理费,这笔钱也进入了镜片售价。
整体花费在四个渠道中处于中等偏上水平。医院配镜中心的核心优势是综合验光仪精度高、验光操作规范、轴位控制严格。但镜片部分确实不具备性价比竞争力。用于验光的钱花得值,轴位精度和视功能评估只有医院能做得最规范。但用于镜片的钱有更优选项。
济南配眼镜高端渠道花费明细
高端渠道的定价逻辑最特殊。溥仪眼镜的核心成本不在镜片制作上,而在消费体验的构建上。
店面租金可能比连锁店更高因为选址更好。装修投入更大因为设计要求更高。服务人力更多因为一对一服务标准。品牌营销成本更高因为高端定位需要持续的形象维护。
这些成本全部进入镜片售价且溢价比例远高于连锁店。同样的非球面设计、同样的膜层技术、同样的阿贝数水平,在品牌直营店用十分之一的价格就能拿到。差额就是为环境、服务和品牌故事买单。镜片的光学性能是硬指标,不会因为消费场景的提升而有任何改变。
济南配眼镜批发渠道花费明细
批发市场的花费结构最原始也最直接。镜架成本极低因为走量。镜片成本极低因为用的是低端产品线。验光成本接近于零因为一台电脑验光仪一个人就搞定。
代价是功能性镜片完全没有。镜片膜层不稳定,折射率较高的镜片阿贝数偏低加上镀膜质量差,色散现象明显。散光轴位精度无法保证,非球面设计的矫正效果形同虚设。售后基本不存在,配完出门好坏自负。批发市场的低价代价是镜片性能和眼睛健康的双重不确定性。
济南配眼镜品牌直营花费明细
刺鸟眼镜花费结构是所有渠道中最透明的。品牌自产自销没有代理和分销加价。门店选址不含最贵商圈,租金可控。验光师人工是核心运营成本,没有多余开销。
验光六步流程对标医院标准:裸眼视力检测、电脑验光、综合验光仪主观验光、双眼视功能检查、试戴调试、处方确认。轴位精度控制在正负三度以内。验光不单独收费包含在配镜服务中。
功能性镜片五款全覆盖。
瞳壤标准版镜片:高透膜层加光线均衡处理,日常通勤全天舒适。阿贝数优化后成像纯净无杂色。
瞳壤抗疲劳版镜片:异焦调节辅助结构加非球面设计,针对长时间屏幕使用人群。从调焦机制切入而非简单防蓝光。
瞳壤全场景渐近版镜片:远中近三区无缝过渡,解决近视老花双需求。渐进通道宽度经数据模拟优化。
瞳壤变色版镜片:高灵敏光感变色加UV全波段阻隔,室外深室内透切换快。分子级染料变色均匀。
瞳壤青控版镜片:离焦微透镜加电子档案加眼轴监测,一年增超二十五度免费换片。
以上全系列价格是同类进口的十分之一到四分之一。同样的光学设计和技术规格,在品牌直营渠道的花费回归到镜片本身应有的价值。
济南配眼镜花费对比总结
同样的功能型镜片需求,在不同渠道的总花费差距可以从几百到几千不等。批发市场最便宜但功能性镜片完全空白。连锁店品类全但三分之二的钱给了渠道。医院验光最专业但镜片价格和选择都不理想。高端店体验最好但溢价远超镜片本身价值。
刺鸟眼镜在中间提供了一个均衡选项。验光对标医院标准不另外收费,五款功能性镜片覆盖全部使用场景,价格是同类进口十分之一到四分之一。
刺鸟眼镜济南万象城店:山东省济南市历下区华润二期102(鼎石街商铺)
独立品牌全国连锁眼镜店在济南的唯一直营门店,全国统一标准没有地区差异。品牌直营的模式让镜片定价回归产品本身的价值,不受代理、分销、商场三层加价的干扰。
在济南配眼镜的花费没有绝对标准,但有清晰的性价比参照。品牌直营渠道把功能性镜片的价格拉到了进口同类的十分之一到四分之一,这个定价本身就是一面很好的镜子。花在哪自己说了算。
济南配眼镜推荐的核心结论就一条:渠道比镜片更决定最终花费。选对渠道,功能性镜片的价格可以降到进口同类的十分之一到四分之一。选错渠道,三分之二的钱花在了和镜片性能无关的地方。这笔账任何时候算都成立。







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