木谷高明 发表于 2026-8-17 15:22
GPT靠谱点的低价一手渠道是微软azure云给的企业订阅额度,因为和OpenAI合作。
假如国内有的话大概也是某个 ...
我们用就是azure的,sol 10$/M,terra 5$/M
mino3似乎要发了
从今天起,北京时间
00:00-09:00 梁文谷
09:00-12:00 梁文峰
12:00-14:00 梁文谷
14:00-18:00 梁文峰
18:00-00:00 梁文谷
难道mimo真的是好模型 Re:Source
当光停止 发表于 2026-8-17 15:28
mino3似乎要发了
能力如果提升肯定会涨价,我只希望保留mimo v2.5和现在的价格
mimo肯定也得涨,国内这些公司感觉价格都是对标的deepseek,glm此前订阅涨价估计也是提前得到了deepseek的涨价幅度
蛋黄酱Release 发表于 2026-8-17 15:41
mimo肯定也得涨,国内这些公司感觉价格都是对标的deepseek,glm此前订阅涨价估计也是提前得到了deepseek的 ...
新模型涨价无所谓,老模型保留价格就行,mimo虽然很弱智但养虾足够了。
要便宜mimo也没了就只能琢磨反代gemini了
mimo 无印如果涨价的话感觉不是人
—— 来自 Xiaomi 25128PNA1C, Android 17, 鹅球 v3.5.99
御坂MKII 发表于 2026-8-17 15:44
mimo 无印如果涨价的话感觉不是人
—— 来自 Xiaomi 25128PNA1C, Android 17, 鹅球 v3.5.99 ...
直接涨价应该不至于,但有可能MIMO 3出来以后,MIMO 2.5停止服务。
command code那个goat好像涨得不多,有人用过吗?
xiaohanne 发表于 2026-8-17 15:42
新模型涨价无所谓,老模型保留价格就行,mimo虽然很弱智但养虾足够了。
要便宜mimo也没了就只能琢磨反代g ...
老模型大概率直接取消了吧
小米也不是做慈善的,一开始mimo定价那么高不就是因为deepseek才降价的
hugosol 发表于 2026-8-17 15:18
因为之前DS太便宜了目前所有第三方都是中转的,不用想了
以后如果第三方算上开发部署运维这些成本能开出比 ...
其实逼第三方自己部署应该是阳谋,算不上给ds洗地,因为他这次的涨价明显留了非常大的利润空间了,如果单纯只是想多赚钱翻倍才是甜蜜点,还是性价比选择只是没那么便宜,营收可能往翻倍走了。现在直接实际体感谷时也有四五倍就是在赶人。
蛋黄酱Release 发表于 2026-8-17 15:52
老模型大概率直接取消了吧
小米也不是做慈善的,一开始mimo定价那么高不就是因为deepseek才降价的 ...
其实我订阅还是不少的,但是你真拿K3这种级别的去养虾,一个是特别浪费,另一个是code越好的模型思考越多输出速度实在是太慢了,反而不适合养虾。
基元的服务器也开始卡了……预览版的v4没涨价,但是不好连了……
我感觉牢梁承接了全世界的转发
那就是全世界都在蹬他, 但是他顶住了, 这是真nb
→熙← 发表于 2026-8-17 16:04
我感觉牢梁承接了全世界的转发
那就是全世界都在蹬他, 但是他顶住了, 这是真nb ...
明显是加了几波机器的,被蹬崩了几次了。现在这样涨价明显就是那几次内部已经把研究用的资源都交出去了。 Re:Source
最近搞了咸鱼超便宜的GOOGLE ONE,cli proxy反代反重力出来弄hermes,再也不心疼TOKEN费了
刚才去看了看DwarfStar本地部署D老师的方案,这MBP M5 Max买下来要五万多,效果次一点的GB10要三万多,继续用官方满血版一个月几百块的话,能用好几年,而且花几万了都还只能用quantized到2 bit的版本。唉,看上去还是只能错峰了,这涨价真是,搞得回车都不是很敢按了。
ChatGPT Plus看上去只用Luna的话也够用,但是Luna跟Flash完全不能比的感觉,配合Sol的话肯定就不够用了,唉,再找几个任务试试Luna吧。
falsethen 发表于 2026-8-17 16:17
最近搞了咸鱼超便宜的GOOGLE ONE,cli proxy反代反重力出来弄hermes,再也不心疼TOKEN费了 ...
求指导,我也弄个闲鱼那个gemini的订阅
不管用什么插件,都要抽奖,没有抽到的时候真的好蛆啊。写一些oneshot的玩具还可以,抽不中就再来,但是正经干活还是不行,有时候前面还好好的,后面多对话几轮就let me了
在完全相同输入的情况下,不同模型生成同样主题文本的试验
只能说有一个又便宜又拉
glm 5.3
dsv4flash
mimo v2.5
gpt 5.6 luna
kimi k3
这个月应该是用基元律动的余额号比较划得来,下个月形势又会变,不急一时
本帖最后由 tonyunreal 于 2026-8-17 23:33 编辑
下午尝试了三种高峰期的替代方案,括号里是输入输出价钱每M token
A方案:ds4p (9 / 27) 写方案,luna (1 / 5) 执行
B方案:ds4f (3 / 9) 写方案,luna (1 / 5) 执行
C方案:GLM 5.2 (5 / 18) 写方案,luna (1 / 5) 执行
A是初始代码编写,复制两份之后给BC在相同的代码上进行改进。
实际执行结果:
A方案:ds4p 消费 0.48 ,luna 消费 0.31 。
B方案:ds4f 消费 0.37 , luna 消费 0.46 。
C方案:GLM 消费 0.46 , luna 消费 0.17 。
最大的感想是Luna太能偷懒了,能不看文档绝不看。C方案比B方案执行消耗少也是因为B更新了文档C改完代码就溜了。不过执行结果是对的。
同样的活如果交给ds4f能办得很到位。
GLM比ds4f写的方案好一点点,没有决定性差异。
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更新1:
追加一种D方案,复用A方案中写好的文档,交给非高峰期ds4f(1.5 / 4.5)执行,最终消费 1.57 。
不得不说还是ds4f干活细,文档要求的三种模拟器都完全验证过代码,然后集成测试也跑了两轮,最终以10倍Luna的耗时,5倍Luna的代码量完成。
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更新2:
原来Luna跑得快是因为我在dsh里用错了adapter导致没有正确设置思考强度。
现在调成max又跑了一遍上面的D测试,它的操作就和dsv4 flash一样了,也是熟读文档,拆分工作步骤,下载工具链,一步一步写代码。
不过遇到400错误,不知道是中转站的问题还是dsh的adapter有问题。
似乎把dsh更新到0.1.0 rc7解决了报错的问题,用Luna high基本跑完了任务(最后有一步遇到模型长考被我打断了),最终消费 1.21
输出的代码可以运行而且比默认等级的Luna略好,由于打断了执行没能完成回归测试和文档更新
workbuddy的auto模式还有Claude呢?
本帖最后由 kylezy123 于 2026-8-17 16:53 编辑
在酒馆里给v4pro正式版注入提示词也有效果 感觉更遵循预设要求了data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQQAAAGpCAYAAABrikg6AAAgAElEQVR4Aey9/29bx5U3/PwXF4TsygnXklZyJYOxCUcVpIaV6ZiuaIjKypYaszCdSqVjEFbiEpLtKKYjeq24fAQu0uIxgvUuXu/u68W+RrFG0S0WwaLFokBTPC2wLdAAhf+Xz4szM2fu3Ln3kpcS7cj2/CBcirx35sz58pkzZ+ae8788z4P7czxwOuB0gHTgfzlFcIrgdMDpAOuAAwTnITkP0emA1gEHCE4ZtDLwLOGur67H4ADBAYIDBKcDWgccIDhl0MrgPINX1zNg2TtAcIDgAMHpgNaBACD89V//NWZmZlAoFHDmzBn353iwax0gHSJdIp3i2cdd978HogH**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**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**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**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**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**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**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**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**08TbCVbjhcTCCguWBx7eorEHbgtat8lKy/Tx/92KauhxGMqXGkZ2wUjWSgkyy6qYZ4/tDnItgPY2qtNGH9yvmpWi0o3rsfG93DePkb9XV5tX4vlORWjUrNLuVtymS782nbEyStRfB/0JeZbx9wZp4PsSFKHpJPu9AgIVX+1UhMWSJ/E1OA5ff2xZy/uaER6cHPvXCAgeYhGeBxwSbPzA2U1k1ygWCW2l5Zm8W1ENpinySsVa/eCooKGXdtMFrFG1oHtNVerLry2ojUilkotbj+v7iD5e48bM1MyryGIjUUVoeMbuVtzG5m0kr3xljVNi7SF06S9Wf0J6w4ZuBxW5HqU/weg2ExehiZB9HwBByzOqCEsEX+N4aQOC/b/u5+v3EPx1lr3u0USGBOtBrq/sNZ6fx58Bgb2L1pVgabb0gqzK68cQEhbViBCCppN/C9CbtN20qgDcQu3koK4aZNddpL5oe4q3h0J9Mw3iyvyIWMvr2ghWNe3A875sJLglLG7TL0BIWEyHldsumjtTlWnNfb3yq3ctmwFOndbfBwRdNKbHIjSsb9wnFz/p7tHFgZUPnJHLCkteSQGB61jYdsHFg75WD0FUVaIgmVG4o7hQxtoHqthHwMAkg3T1nu06yqKwRQkVqlNA7ZhbXKz4VPJcFQURxT64FoPpTicsqhEwwswy6jdrKM/J3ZHhbB4VUcbbWMclaJfLhrVqeVWNKY3CNRlYJIDgPof/RgHZdbuYrak4/me9dbnTFAU9RFGXpSo21fYeK65oP0ERGg58dixu0y9AoO3EJMV0zF2qJVlwRxd+sQJs2UuyAnf7VtUviEIVyoXe+ICgi5ZQMdu4IjS9yN4uIGMZcpSxdy3CEmoj3nNm0NQTpVkkiIv96CI4jWe4y2AanBiAHUNQynukgJooHW8czaXIPT0TAQiBgqZqj3h7vYyZM7JSjz9wD96REtbMQhnbG1jOzmCFvrPoS1RUwxTESAl1cvN5n1ps+WyjvpQNHKzp2O5QCRti16CGvFlCPV1AnYDLCCD2Cghk6MMnV7Bpjp9o/P/b+/7XNnLn7z9jCeHIgaEu5p7mMIe5hnKBpXUhJYa6zztH/HnOcG4J+HizfFKKqY9izqWGmmLC/sXzMNKMdqSV1mvHTpuefihO7V1pNF9eGmm181rNITt3TsXVIKHB9taS2+wQEGr1p86xjGDGII/j+zSG7n80N6gFegdtuHAIbhbZGZwqWjoBCGjjdSQ0tWwfIJCRPqT+LmcIa0lYSm1sAghMNEMAyf77eQKDzuHtAUHNMB4BN/6+DpmF7IdP+YnTaKE+rVNcsg3f35vKwdfziTtfm/gdX1dDXv849Ok7PgHqv6bIEKzfue/Qy04kM5/aW/fyFF+3lSwh/VR8X6c/ddqPx+edSEg3pItasvNLYiHbsl5Dvwu711vqSfvtnoTF8gmUjccnfPLWS4ZSJxWGjddKg8e/9+YPVYAQ/dMsQ336j4AQHaTSQXxO881/FwFha5tGQIiAsLXzfLPAEAFha5tGQIiAsLXzfLOAEG26tU0jIETn2dp5IiB8f/tAERAiIERAiD5gfCACQnQG4wxxxv/+ZvxNbRoBIQJCBIToA8YHIiBEZzDOsOlsEq///jKKCAgRECIgRB8wPhABITqDcYY4439/M/6mNr01IIReu9xUkO2uL78Ysl07NRzhax522eCloTJxzh3q6FsC15K9ttVD8U5B6H0E9R5F1fsM+9DLBj6xSUxEQKhrrJKD1QCRum2vu24D42uAlpWOtw2EOxzfuvFv83vJXtvqgd7SzXNYvKHiv5Y81C5Xi7Z+26MON/CJCAj7MErJwfZobFf+TYxfIs7ZNhDucHzueHfx/5K9ttVDAQi5t3hsBARrzWktGagUORI/NMUrlTZCYQpWQd5CrzVzenb00wl0n59ASxYwNQ7jGFkRjaRw8qiishDJ2EMyEn5d1rQngsAl/5AOxq+N+tLEit+8hByh6+Xr3Q4gKIKNFAuzNKzaC6hnflWY9ecrwGHsgX2vIyPx6SZZY0MaE79iXI+sR+he9Sn7EOQ9LA/qR8muGa2K8VI70l7qHsdXuJ21nxoQFh9msMLaAaVMoAIQ6uqXCXKYTMgn0yaEQ3y/FUuH0EBCIdfvidSl++RYxezOlgzjyzEsqGoRFw2Z/9G2wCN50IWxWwxlOYH+T8IZlCFXMH7agv47XQoLkXnoVtZVg2YjT2D0+1QbjAs+LN1S5X7SlOX7AXQcsPGRf4z+nKj2ddENKlGGRCaysAmWOevp4hylMtdJArrevlPgkhw3z6fQF21xCS5V8IUB4d2oVOTDJb+xANrSkV1PsA4ZiQEOdjAEnM6gTKyjCs8cFrYmeeuS9bj9VJL3JEfQ/Yv9QhSoce29Y0CYD0+gq0rk5zD7vVWMlcvtO0Dh1ZND9pIkfp+cv6ZCvaT3+oRDIo7wXtJB9pK4PDg2qJpU8yyDpYzZm+XtC6TwmjW/mUM9gog5XKVI14XFKa80z8BiBB12OhqEIvtYTmH0Csk+utAWwVI4EANCDvkigx5mJkj28koHb764ghPinDSkKX8PIX2E1x1DOiQQed8vyp5z8H2ZwjA91u15yD+49t6kV5Q5S0z9/gCA0dhmvzeNQymQ+LJSYFNUe+LinwQSLFMN8ptagFCHjITtIT/NfYVujrG4LFaOuplCv0EOuYG8hS3pXlkWzUfeg/KkQ8iGXehghoSZHNt70qMydEUwFFWT2FdsYCz1L8er/qYlAxZ85UpWcqw+QDB6qiB7wWpPL3VZvNWkr+nujtrQp9L+xq82IBwqjYX8LccygsNUESE1O6LSl4hZ1uGOMoT6BBFuQUxdAXhZUJnxIELMRZbB2Mhu0dUE0v/quoTjFB2NrivN6EfQm+Ass4DRr9ohuSLxWvIPX2VjJneZDaBlyUnOzr8b8pcTVc5t9deQPqkgLBOVcNVkDrAa5Dd1AEHX2XN15oCQR36uz2ecla4pZUUbyOs6Mffh6t+9zv6/1qOVzpMf7QwQqOSeCeJ3zJ1BviUyhHr6pfvWEPkwsdB6wiHyMWk3jiXHH7ki+dLaJG3CxYd8VxmCKCxKArFhedYzQnzIIMuKf9cfdPrH13Ga46s6bDuBCPR8BhcPbYVwyj3/4xgSURK9LRWGdQepmCfP2qYMt7tEKTkYg8kMuJIvtxWutKuVnt9k0EU5iPno+uxQ19VHnkP8noqzGmfmAGOAMGOg2Us4Yx1A0GNcR0Zi6xN1H9SNC44byOvaNNiHGTPKRevh8wFcKV+awBzrKgo9sB8ZHfKkkG+ZIZganC0VODjr6iK4ZUCopV/2yTUEQRw3Jj5YD6xjI1fZXqwDN5bc2GQboO/sKEMop8hup9pRc1gtl7D8XP43fkoDKgWeZ6CslCojy3ZYee/OTKrOSmClacch4/qcRrbH/T/NxL4CB3t5X8H0Zer164xI60gvC/RMQN//iQUwRdbE8peMvw0g8BhrkJHwONUn3zeBM1qGFeNy5NhA3qINtDP3URG0ggh1tZzD9M4BIYEEx6eK444hZcJeA0Y8hjX6ZR2tIQgqAzzFA99f8gkRLz6fNT4oH03re+4UEBjpvOQg0vECg7AdhwfNyp/D0CHWOP5Dsw/rmd9xWNGfO6sHZyivXLS5iHsgNEuW6t2LvtQYKCuY/3GqZxqe9en++TDV33O2gPcHjV8eV9mBWEdFkJkxOjrz65h1Ha7sa4hheCm0gbxun0Y2N0MjPeqNWeRzLPZhEEhGuFltgnIPewhO4LX/1P6FZxOUzkXfZgxV+uUMYQ1BEMfNbTKEIkvStnQna7bBnQICE0GUiD3dgPEGXuGULLz+ZGfPwV7XNqD/N+4N8CxLs3depPf6/oJMhZ9isLLcvY4y+YeWSW8uzmH81wxUGsmZjjsu83/NoZe/zSC7yaHoh2R5P4EJzj7SATcIsDqAwBui8w3JSBg8C5mlDsQ+0gby2vYsCGJcJ+bryuNLIGlp+vdtAGE9+Q2BrrQH2tLwYc5h/tEGo3r6LXyvkhiX4sGdaMqEQ54YCcQS+7gLMncLCJIg4t0Q+s9TSJ/3oHd5BdOPY72mRkUHBsEOYX8SIGAACfrxQUY15z9cFJt7TJpinlwQwQvu3BuSFHSuC5g57YXIP5QsvFGI98inJQYAyobSTo2AZS+1lKGwnTwHax9igwArBwyDZpEh1CIj8cnP5DeCWMfo5ovglthAXtueyIlAXBWiD0new4Qry7c96OATpXQA2QLp5+2gLPtRWQ/1uC4CgID6YZ9yzyewnqrIXuT9X+YwvuxBmqbQO+/DMJvB5JIe2Yu21hIOuTYLxNI3AghMEDGHFTk9n1dY/TMsPXYMzRC2A5GR3/fh+Jl9DmL1YQSn/BiMFFV6vn2D7DxdaDprYnzuWyL/+LkPU4cNSMvCm4s5+M4e2PJqcOCd4xKA0HIidzdJNwiwWoCA+lhHRuI6F/8f73MIT1YI6A8E8G0gr08/SRV5j9hDUP6DwPF7G5STi7T9TgABz0TQ2QQrO9lAv5VEPqzzDQiHLH1+DUCwBOABrP3kF0bKJ+22a4+dkdoNnpLU1+nTfOv7tsg/Ksakg9BdjrBM3/hn6KRkxXiVjegUHJ9GvJ3dAjpiIhSPPevasFou7S+lU47rxr7J73X1WzFWHoMas+907CbyrLn21k8ZWNh/7ScvMWpyLv5r9bTGEaNeAqB4x3qLgLCVwo+g/awHuLadLPTBpqvH34ZBY2BFO9zGByIgbAUIvEGlyVPHz+QjsOiQt3HIeO/X9Z8ICFsBwtc1WgyaqP99+UAEhAgI5dObUSf/Wp1EQIjO/691/n3Nsve53QgIERAiIEQfMD4QASE6g3GG+zyzRdl3s68SASECQgSE6APGByIgRGcwzhBn2d3MsvdZjxEQIiBEQIg+YHwgAsItncFbSVm1Se9VeM+eV/32756lykQze9IHvkD1Ecvs6bdLV9lZqYL1tzDTa//StUKxXqj7j98lKb/Utp3eIiDcEhBMMQy3oAe/8edUU1ZO9ssIFuiI7jv2t5TlW3Dg28qgHdup5oMvUnmBdTunTxIqbIPFR1/3oT8cwzCVxXK3bXfX94kTsaJiMoMYfnJNgwgI30jwmKIhopIyBgV/L43GwcK/WTUPvpHxsIxf7bNENEO6lK8231ZXDNZc4em27e3tfnpn5hwrj4t/vSv9ev5NUU/jmwEE65VMQfrAqUzZsTBdDhO1WO0ROUX3SUukc3x/D8KEMHwNknh4XnPeCZEIzQbsXNZsTxWMP8204azfQsVK18hc4XSKuOV5SB/Y7jGcPO8Bk3FYNnHJPOoSt9Druq6dOcW1XylGGZpmlrdeKydCnLStZ2j9WrMg2jk4hsEsh/zTFZxyyuy+Dl2H6ETqr0MZ2qSvU3DKPtb7XgLJmr6sNlyyH5LhsIH2CBDMSDkDf3MZOcl7YgEC2rSTVsSH9l3pN2yvWy8ZtCATuHAKlGAFo/HThtmsUE5Yg6hFtYf1BH/qw2Sp13em+MQvF2WSkDwHWU7aS5CxYyIRK6ASKgEuayByGfWsB/33+AIUVVNWBqYSap+v4IQNXkMvdp8ERr5CIvnCkNocPRvbRByYdlJBEdMeFdHwkXnk/wyh7RSPMfdRtaCFLMPG43YrPnFVZgWMlAZ/uID2byNdrFQsnyzHfkjVk5x0uSieU4/oxMicJHD6xkPyQtlHpe8dNKE7pkpcQp6FU2BHtXGTQb9EgjKH4S9NOMuc/pcZnDmFfKS8pb+5SpOsBoYVsd9irGDlJbtQEGaoEjhUez5/w3h91txV1eUcckFscswELJLQgmvQ3VQTteiBrWD1JYfl+xH0MVV61oajhOsizmH0BGcQmlEvh9Dj9TuX37Jk2TGRCAex+GRjcF1GLq2FSwK9PODajgkktH9gSmPX1EvJMazSWkha0oTjJ10YXJ4VZeMOUhhmQ+h2kAoNS5cTSYfkpyBAUI7zl26n+SiF4d96w43L05f7P4NrrHzFRWJRH8pZte3k/ghXiNJLJAKE1UpVzlpkA50OP9FsSJYuVSbXhwkGoCdDMBwJVUQnwk44BjWDn17pPRwnQwj7XgInbzQYLDJduq35sAM9KtUnSWB1G3Y8MAmKLvM2VvbA+5mUxfiCI2tZ5ymMFSnODC5a9n6F6VeQrxgSHVmBy/jbArLzjs6QOj3I6DX+HWUIslioFpRr3xmHIsdzC3S6RC08sHIx1mMYYjFLBBlZrksokWvF2QVXPfRqnObXID4pGUX0x7+xw/NY9ZiIK4L64lmN9w8mL8igNfXCfZlPus8l8DC/e+TE37RsxdqTS42ZLIzvW7vxWSZ2UW2vxjDEWVhkRdqmzJ1RbJT5irzqa4V8SbmytB4jA0sGqcxiuMZl1f4A299dyqlZNoeS73HmU6qZWab0Y/+1/ZyqQpuiv2R7zpzWVF5mm/JSwaaS021xv+xnfE+pajP5Tanc3696GbUjQCgTtfAsmSMFFtaCV1wDOSzXELXogXnaSxJo9YiiDWshvh1C92fBJ3hHRCKsaOuTDStTYrMJRksKYs/R4+PgqK8Xqz+hT95ldn/n/x82cL+mB4M3mhxnoh61iYAjBynNUoGg4Xbxk8FNl9ancb49g0PVJtuQlkhGHwwIhQ5km1o/Qr4QIHAZ8zVEJ7Jt83dgbEHfqwBHHaQ8Vk7di//rPnnMotCtAt4Q2BFgMDjjZ2CpwGMKyc6TJPsJxyH/n+9PEm2nHQGCNCANxlG6Fng9UUvZIWzlNH/tW8+Pl++HVEyVlb5PIhFblkKZNAPgrEjgIPc1tNNgALjBwQ60Xi9FX1qGdXpKkgakvOZdLWH+vhoQ3JklzAUhdEA2VmOlv9WygGZp9T0FU6EPtpMbHKFxBYKG/WsN0YmrN/V/vtebIXh8mWdVuV9CweoGnN8uoTEHxiaBAP/m5eFNeanA4/P3W5S1ZwDQ1zmEw6o/LeOOACGHEgHLs0wd+uCZh5GpdJ0z+NDAeOD8edhKi+q/ZNjgvTyDcxoZcIgkNBs5MrIM8lMH/RyGQ2R/dmYIcqjscghzZxO0rl5kX/g338eGdn83M8r7vlVVWt8nnJ5k2woQeEP14xBOFSUez/q03/NxCKn6XuojFBwbAgJnCDXTbUs/AfsH/SdwPbap7V7sEfnbCI25DiAUlZ2nL51NeuGX/n7LgOACWKGXnWYIObhrWU22KghUiPastD4Tg0LhQgMrBBczlBPAnMLa67cEDHHGkGrdBw3sMRBubNU5FMOB9XEBuUvgSWvQ+Udk+5HBkUBtAhtHT7z2X709KxiP5TUsD49Z/VaQg5gNUO91VWxRUv8cENeQZTnkglRU63wKEyTTtfZqQsERAgTKquRTGWcslUQnUif8d8D+Yd8jGUp2TSFDTkkxPn8boTF7/I1lpM+jZ5ouMJcM5c41VXFTAgBaerjEL+yHO8sQ0NGZSALJO1a4M/wFue/YgZgkM4dFBVGLX6HYRhsGkxlkwx6cKDr3DnSpH85CitRqacmyxN3wrYhEmnChGKBymP5nTd1E3szCcTupaEETj4+GiOLdGLWeXkqAyLvFeQ5mp/58AOMPV9BFndMmUf75GnqdpnoujQQ2mhNjVxlCQayjnlJI8OGgQ91zZqbGHAqOECDw0yX0rx50n/eg/5SAndfVVUQnRs/sh2GwC/teAi0iBc4/ZTBQh4QGkCF9nPNYz99GaMxrAOHHLmT4VCFfwWJSECRLsuTRc+2X/n7LGUIiCZP4Cc9lBgu00818V48d5zA6H9hnBD5fQ/8nYQQ0zEELzrJqopbQwJKkCf13xdlzNAT+W04G0PlB9LNTIpENAMEQlTqsS+SQnL1Yj+nYWWvopQQIeK9nrPnyCk5Vu2IPgXX1/gLav+CyZYeAYIBwAaNfhR14OZHnwE9f9BhCwaHv9dofZUaHpXHwRjW2V4vohPXMnwxWDnB7++Z7cFP7BQUOy3GzhMllRxyaC2W4oTGvAQSWk/vzfPJSLyR7KUPA8Sh/c85UfJ7AoHO4O0DgFNQ6hSaUaTs0nVx76DlFGLyHnI1OGeJLHny6ym6brtsVkcjOz9HLoHH/3lIvNNZmw37qovSyKz2ss8vefyfd+MaIfdcgOvH6yRZyKx+vs4zcou1dyVirHY4lcfJzR0sGMeN860qI8tmnR6M+oj6ED0RAEMqoharx+hhA37EPRED4jo0bAc5dksX/r/OJWwPCug7i79EJow/cHx+IgBAzhLgEiD5gfCACQnQG4wxxJr8/M/m+bBUBIQJCBIToA8YHIiBEZzDOsK9ZJ7Z7fzKPCAgRECIgRB8wPhABITqDcYY4k9+fmXxftoqAEAEhAkL0AeMDERCiMxhn2NesE9u9P5lHBIQICBEQog8YH4iAEJ3BOEOcye/PTL4vW0VAiIAQASH6gPGBCAjRGYwz7GvWie3en8wjAkIEhAgI0QeMD0RAiM5gnCHO5PdnJt+XrSIgRECIgBB9wPhABIToDMYZ9jXrxHbvT+YRASECQgSE6APGB24PCFzxN1SF1lPZ9U5mjBAByb02fqic9x3NQA1kkx7D4Lcwg5Cx7d7179HF3vu8Iz3vxUc9+vL0c3tAICPk+QKuHnsURrXluX68cRiPMDv97bt0jnpG3akepZ3Y1hafgS6PXiqJv3f9e3Sx9z49/i31cxd/b00L4NGXR94dAkIO+ccRtA1TEykvAoJJx24fqPWMevt+Ao5/0ITO8y50HojfFW+mpwz/3oPTo4u99ynG7Qmmveld9KUIfwyT9ibyePQl2mXZdwQIC5h90KxK8z+IZos7qwKEoyYcP+lCL+1AU5BFsHD8edhoQiftQffJMTQkSxP3gZ8/NOxrNnEORN1OCr3nJ3DsJY/BWRBp1btw8shDLkPLIpbt6KcT6J6n0JHLKLwG+8CxumQj7v0PsC/nfjVW26ioFySs4X5ZX/gZ/I2XeI6+Q9crUhLWiefe4/+ZgcoOT7UshgfT0j/pD8cudSLt5/kb+0a7e3VmmLIEi7TV57pgkTb1668hIRgAACAASURBVPDowTGcPO9B2vGTAlmkROR/aftITACyD4/feMaMtuN+0d8tXzk4hsEsh/zTFZw+JH0fYR/4t699+ZvtO9JXkqSQc0eAMIfhY+KhcymrvYBwCJ3LKSjORUFPNX99Cg2ppIMmdJnSnK9D+qyXLaH0BFovJ3ZbN3MY/TlR/JLVS5UGnA7LciA34yHJcdhxKOpQjuVU0V4ZpZoxnsHwH0E5lueAZKxNl4rM4QNk6vXF6x5c/G3T1S2Rfs1kXbZRj3rINJ3D4nXH0keSdGC0QK6+CfR+dAKDmbDfnYl7uN0cCtp2vM+hr7cCrgn99/ZYFdUaz1587XgAY+JANFRs/wzFmBz5UO+PBjBDElW2OX0uxqnwD5Z5c0BA+rfp0mkfCVt5snnQLct8s4DxM8nvSf1/uID2b6OCao6XU742lpMyvaH090Za7hfHPulB42EfppLOjnQyH/4KPSTUzV0qPcHvOenBkQ9AsW9Hzh0BgqaDb7zQQWgx1ZpgKTKHxsupMvZq0oc2zlRHbehPdCBMegXCnrzR/HPzNym0fkgAKeCvPjqDp/bzL1MYpsdqxuycFxx8VYB**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**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
不让用大写 发表于 2026-8-17 16:46
workbuddy的auto模式还有Claude呢?
是幻觉而已
改个脚本小bug300W token跑了8毛钱,昨晚900W才8毛
反重力反代不会封号吗
以前是真便宜啊,这随便涨涨,就受不了啦。。。以前综合算下来差不多0.07/M token; 现在我看博主用,折算下来到了0.3/M token。。。。
体感4-5倍的提价
七氷 发表于 2026-8-17 16:57
反重力反代不会封号吗
所以用咸鱼gemini,便宜
迁移到wsl了,这极简模式也没触发啊还有什么我不知道的吗?基元律动的羊毛还没蹬完,但感觉撑不了多久了
现在ds聊天框问个问题先夸你一句?一个一个好的不学学坏的是吧
感觉glm5.2有点蛆,为什么超算平台没有 v4 pro 正式版
crow_wine 发表于 2026-8-17 17:09
感觉glm5.2有点蛆,为什么超算平台没有 v4 pro 正式版
5.2都很早了,5.3还是可以的
流缨 发表于 2026-8-17 17:00
迁移到wsl了,这极简模式也没触发啊还有什么我不知道的吗?基元律动的羊毛还没蹬完,但感觉撑不了多久了 ...
基元的api有注入提示词,极简模式触发不了思维链的,用那个routing suit可以强制触发不过会导致上下文命中率变低
之前没怎么注意价格,今天用了才发现涨价是真狠啊,修改了两个 bug 就花了9块钱,我第一次充20块钱用了快一个月啊
哎,该戒奶茶咖啡了
北呱南飞去 发表于 2026-8-17 17:18
之前没怎么注意价格,今天用了才发现涨价是真狠啊,修改了两个 bug 就花了9块钱,我第一次充20块钱用了快一 ...
绝大多数都是缓存命中,v4p的缓存命中高峰期可是涨了12倍
生ppt的图的除了gpt还有啥啊
要在openrounter上充值嘛
本帖最后由 @weakb0y 于 2026-8-17 17:28 编辑
最好的小肥鱼
(2026.07.31~2026.08.16)
如果能重新定义下半年,或者把灰度鱼变出来再说吧... ...
都没动力去更新dsh里的价格插件了
onezer0618 发表于 2026-8-17 16:26
求指导,我也弄个闲鱼那个gemini的订阅
就正常买,跟着教程激活就好了。
保险点么开个GOOGLE小号,然后把大号拉进家庭组