酒店意犹未尽
酒店意犹未尽，但是潮水退了，普遍落到200多了，未来几天经济型酒店都要落到大100多，下一次高潮要等一年么？全年四五月。 周期性。 潮汐是自然规律。 真觉得洛阳这次五一住宿业正常吗？一个行当坏了我们洛阳整个市场，主要还是洛阳有关部门不作为所致 淡季酒店客流减少造成亏损，你们强烈要求zf限制酒店旺季涨价的承担不承担？ 住你家店，你给客人脖子上割一刀，还笑嘻嘻的说：下回还来啊，来了还住我们这儿啊。客人捂着脖子：啊啊啊。你回头对大家说，你看他同意了。 你是对宰客有误解吧？
什么叫宰？不明码标价，利用欺诈手段获取不正当收益，叫宰。
明码标价，双方自愿达成交易的，叫宰吗？有人强迫你交易吗？
市场价格是经过市场各方经过充分博弈达成的共识。
你不接受，说明你的需求没有其他人强烈，或者，你认为你的需求不值这么多 雒阳洛阳 发表于 2023-5-2 15:38
淡季酒店客流减少造成亏损，你们强烈要求zf限制酒店旺季涨价的承担不承担？ ...
涨可以。就一般的快捷酒店还不是连锁的，平常200不到，这两天直接600起，真当外地人都是傻子吗？珠江路一家原来是七天，现在改名了，4.13花会期间周六299，还能接受。昨天直接来600起。 所谓自愿交易，当你没有选择时，就是被迫自愿。比如医院与患者有时的交易就是被迫自愿交易。
人是蜗牛多好! 应该有个度 上面亚丁酒店四千多是认真的吗？洛阳的五星也没这么贵吧，看下面华阳国际大饭店也就是一千多，感觉就是随便挂个价格吧，可能都满了！ wusf 发表于 2023-5-2 18:16
涨可以。就一般的快捷酒店还不是连锁的，平常200不到，这两天直接600起，真当外地人都是傻子吗？珠江路一 ...
七天平常应该100多点儿吧。
今天最便宜的已经82元了。 退烧了。;P
水落石出 洛邑神都 发表于 2023-5-3 09:49
上面亚丁酒店四千多是认真的吗？洛阳的五星也没这么贵吧，看下面华阳国际大饭店也就是一千多，感觉就是随便 ...
春节三亚的快捷酒店都一千多了 wusf 发表于 2023-5-2 18:16
涨可以。就一般的快捷酒店还不是连锁的，平常200不到，这两天直接600起，真当外地人都是傻子吗？珠江路一 ...
虽然价格翻番，但是很多酒店都是满房 把牡丹基因改造，做成一年开两次花，一次在4月，另一次在10月，酒店就可以一年二次高潮 雒阳洛阳 发表于 2023-5-2 18:16
你是对宰客有误解吧？
什么叫宰？不明码标价，利用欺诈手段获取不正当收益，叫宰。
保命药醋酸氢化可的松片从86元涨到1000了，明码标价了，不吃去死，对不对？ 江南春 发表于 2023-5-21 19:01
保命药醋酸氢化可的松片从86元涨到1000了，明码标价了，不吃去死，对不对？ ...
偷换概念，两种性质的事情。 酒店涨价，出租车涨价，烧饼涨价你们就不依不饶的，能说出千万个不能涨价的理由，为啥药品涨价，烟酒涨价你们都说不出点啥。
爱宠屋0379 发表于 2023-5-22 13:33
酒店涨价，出租车涨价，烧饼涨价你们就不依不饶的，能说出千万个不能涨价的理由，为啥药品涨价，烟酒涨价你 ...
你楼上不是说了吗？“偷换概念、两种性质的事”:lol 老百姓掏出更多的真金白银为正常外出旅行、办事、走亲访友住宿埋单是一种性质，老百姓掏出更多的真金白银为常用药品埋单是另一种性质:lol :L咱们就是说，抽时间赖好学一点逻辑学行不行 老百姓掏出更多的真金白银为正常外出旅行、办事、走亲访友住宿埋单是一种性质，老百姓掏出更多的真金白银为常用药品埋单是另一种性质。。。
这里只有一个性质（概念），改变它的内涵和外延才是偷换概念。
1、上面说的那个药我没搜。就问一下，生只有特效药才能治好的病，不治会不会死？不住酒店会不会死？
2、烟你想卖就卖？你自己怎么不开烟厂？
还一个性质，什么是垄断供应？什么是国计民生？酒店有这个性质吗？ 雒阳洛阳 发表于 2023-5-22 15:28
1、上面说的那个药我没搜。就问一下，生只有特效药才能治好的病，不治会不会死？不住酒店会不会死？
2、烟 ...
不住酒店当然不会死，一天两天的反正也熬不死人，寒风凛冽、酷热难当的流落街头就当劳其筋骨、苦其心志吧。。。
跟老百姓最贴近的就是衣食住行、健康教育等等。。。。难道不是吗？
https://baijiahao.baidu.com/s?id=1765650469014001413&wfr=spider&for=pc
这些“不法行为”各地都立案调查了某些同学还在念经呢?念给谁听呢？:lol
不细说了，观点就这四部法，说别的有用吗？
看了一下，查处的是什么行为？
是明码标价吗？
查处的是欺诈、毁约，和明码标价的涨价有关系吗？又是偷换概念
找些例子吧，就是因为明码标价涨的价，然后被查处的，也好有点说服性
雒阳洛阳 发表于 2023-5-22 15:58
看了一下，查处的是什么行为？
是明码标价吗？
雒阳洛阳 发表于 2023-5-22 15:58
看了一下，查处的是什么行为？
是明码标价吗？
一条商业街上的同一种商品被不同的商家在相同的时间段内统一上调数倍价格，这是什么行为？
一座城市的酒店住宿行业无论档次、大小在相同的时间段内统一上调数倍价格，这是什么行为？ 串通哄抬物价嘛，这个应该查。但是，现在的情况是，你有证据说这些商家都是串通好的吗？
怎么界定？明码标价的，更大的可能是市场行为
历史证明，超过三家的价格联盟是很脆弱的，可以参考千禧年的彩电价格联盟，看看有多短命。抽空也可以看看“囚徒困境”
雒阳洛阳 发表于 2023-5-22 16:13
串通哄抬物价嘛，这个应该查。但是，现在的情况是，你有证据说这些商家都是串通好的吗？
怎么界定？明码标 ...
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