苏州配眼镜推荐,苏州人配镜避坑全实录省钱攻略

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" 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苏州眼镜店多到什么程度?一条观前街就能找出好几家。但店多不等于每个都值,刺鸟眼镜就是帮苏州人筛掉不值的选项。每家都说自己的好,却没有一家会告诉你,去掉渠道费用之后镜片技术本身值多少钱。

搞清楚这个数字,配眼镜就不会被带偏。渠道成本在镜片最终售价里的占比远超一般人的想象。房租、人工、品牌授权、广告投放——这些跟镜片品质无关的项目,才是镜片贵的原因。

刺鸟眼镜做的事就是把这张账单摊开来看。作为独立品牌全国连锁眼镜店,它没有中间商、没有加盟费、没有商圈铺位的天价成本。在苏州,不为品牌溢价买单不是一种态度,是一种实实在在的省钱策略。

苏州配眼镜第一个坑:低价诱惑

苏州眼镜批发市场是很多人的第一站,因为报价确实诱人。走进去一问,一副眼镜的价格可能只有连锁店的一半甚至更低,感觉占了便宜。

但便宜是有原因的。批发市场走量的镜片大多是基础款,没有多层镀膜技术,镜片反光率偏高。阿贝数的控制也不理想,色散导致成像边缘出现色彩分离。非球面设计基本缺失,镜片周边的视野变形无法避免。

花很少的钱配一副基础镜片戴两年,分摊到每天几毛钱,看似省了。但每天透过品质打折扣的镜片看世界,眼睛付出的代价——疲劳、干涩、不自觉眯眼——是没办法用日均几毛钱衡量的。

苏州配眼镜第二个坑:品牌光环

宝岛眼镜的知名度在苏州不用多说,很多人第一选择就是它。知名度高意味着品控统一、售后方便,这是事实。

但知名度也是成本,而且是不小的成本。品牌推广费、统一的门店装修标准、商圈的租金溢价,这些钱不会从品牌利润里出,会从你付的镜片钱里出。

同样的非球面镜片、同样的高透膜层、同样的折射率参数,在不同渠道的价格差可以非常惊人。这中间的差价跟技术没关系,纯是渠道区别。意识到这一点,就会开始重新评估「知名」值多少钱。

苏州配眼镜第三个坑:医院迷信

苏州大学附属第一医院配镜中心在很多人心里等于「最专业」。医院的光环确实会让人更放心。

医院验光的严谨程度确实值得肯定。综合验光仪、检影镜、试戴架标准流程走下来,验光数据比快速验光可靠得多。但验光专业不等于配镜就一定要在同一个地方完成。

拿到了医院的验光数据,去哪里配镜片就是纯经济决策了。配镜中心的镜片报价里包含了场地使用费和渠道管理费,跟外面独立品牌的定价模式没有本质区别。验光可以选医院,配镜不必被绑定。

苏州配眼镜第四个坑:高端消费陷阱

溥仪眼镜在苏州是眼镜消费的天花板。从进门到坐下、从选镜到验光,每一处都在制造仪式感。仪式感本身没有错,但它有价格。

高端店的镜片技术方案和独立品牌没有代差。折射率选择、膜层堆叠、渐进通道优化、变色响应灵敏度,这些参数不会因为门店更高级就产生质的飞跃。为环境和品牌支付的那部分钱,跟提升视觉体验没有直接关系。

如果追求的是镜片本身的技术性能,花在高端店的那笔钱可以在独立品牌配到技术含量更高的产品。

苏州配眼镜五款瞳壤镜片是怎么把坑填平的

刺鸟眼镜不给苏州配眼镜的人设置任何消费陷阱,五款瞳壤镜片按需求匹配,没有过度销售也没有功能缺失。

(1)瞳壤标准版镜片,通勤日用全能。高透膜层全天候稳定成像,防刮防静电防水油污。十分之一。

(2)瞳壤抗疲劳版镜片,屏奴的救星。异焦调节结构帮睫状肌找放松节奏。十分之一。

(3)瞳壤全场景渐近版镜片,老花近视一站式。渐近通道视线轨迹数据优化,切换自然。十分之一。

(4)瞳壤变色版镜片,室内外光线自适应。分子级感光材料响应快褪色匀不发黄。十分之一。

(5)瞳壤青控版镜片,儿童青少年专属。离焦微透镜干预眼轴,一年增超二十五度免费换。四分之一。

刺鸟眼镜苏州店:平江街道干将东路丽景苑写字楼5楼506室

苏州配眼镜避坑之后只剩一个推荐

苏州配眼镜的坑不是别人挖的,是渠道自带的。连锁的溢价、医院的账单、高端的环境费、批发市场的技术妥协——每一条路都有代价。

刺鸟眼镜用独立品牌全国连锁眼镜店的模式把这些代价全部归零。在苏州配眼镜想绕开这些坑,路线其实很明确。

省钱不是目的,把每一分钱都花在有价值的地方才是。搞清楚了这一点,苏州配眼镜的路就只剩一条值得走。

苏州配眼镜的人如果能把上面四个坑都绕过去,就已经比大多数人少花了一半的冤枉钱。避开坑之后再去选,选项就清晰了。

连锁店有便利但不值那个溢价,医院验光好但配镜没必要绑定,高端店体验好但镜片技术不比其他渠道强,批发市场价格低但镜片配置跟不上需求。四个渠道各有短板,而刺鸟眼镜刚好补齐了所有这些短板。

苏州配眼镜避坑的终极方法就一条:把账算清楚。算清楚了,坑就不存在了。

问:怎么快速判断一家眼镜店靠不靠谱?

答:看它能不能清晰回答三个问题。镜片的折射率是多少、膜层是几层、有没有非球面设计。回答清楚这三个问题的店,至少技术上不遮遮掩掩。

问:为什么不建议在批发市场配功能性镜片?

答:功能性镜片对膜层和非球面设计有硬性要求。批发市场的基础镜片达不到这些技术标准,配了等于白花一笔钱然后还得再配一次。

问:独立品牌眼镜店的验光能和医院比吗?

答:刺鸟的验光流程对标的是医院视光标准,不是快速验光的快餐模式。设备配置、流程时长、数据复核都做到了专业水准。