serj005 发表于 2026-8-20 09:28

dsh更新的rc8可以在windows端用极简模式了,虽然还是pwsh,没有调用git bash

猫鱼狗带 发表于 2026-8-20 09:29

Hy3只有256k上下文,子代理执行任务到一半触发自动压缩了。梁文峰时段还是用MiMo吧

卡普空 发表于 2026-8-20 09:30

一骑当千 发表于 2026-8-20 09:28
不说技术方面,就利益角度,谁能告诉我ds官方路由第三方有啥好处,炒作意义是什么?他公司现在又不上市,无 ...

说路由的不就是串子嘛

Promeus 发表于 2026-8-20 09:32

wesdrtfg 发表于 2026-8-20 09:21
难绷梁子17号涨价,然后灰度模型就又出现了,真就资源一空就开始干活了是吧 ...

之前牢吴直接明着在微信群里说赶人为了训练人家甚至完全可以拿出来炫耀一下

2017.05.04 发表于 2026-8-20 09:35

本帖最后由 2017.05.04 于 2026-8-20 09:36 编辑

很多用DS跑小黄文或者别的的可能不知道
目前很多有合规需求的企业都在用DS的api,贵不贵不是问题,重点是稳定,而目前DS官方声明企业版和个人版的api服务没有任何差别
所以如果DS做了任何转发到境外的行为,合规上面都过不去,更别提这本身对DS没有半点好处
我之前以为这是常识,现在发现很多人确实从来不看DeepSeek 隐私政策
可以看看这个,然后问问ai传输到境外处罚是什么

五、我们如何存储您的个人信息
1. 存储信息的地点
我们依照法律法规的规定,将在境内运营过程中收集和产生的您的个人信息存储于中华人民共和国境内。目前,我们不会将上述信息传输至境外,如果我们向境外传输,会严格遵守中国的相关法律、监管政策,并会遵循相关国家规定或者征求您的同意。

nxmonitor 发表于 2026-8-20 09:36

技术方面也站不住,提出来的真的知道自己在说什么吗?有些说法等于在说A÷对DS不设防,到底在吹哪边不好说啊……

neptunehs 发表于 2026-8-20 09:38

说到底灰测模型反正短时间内出不来 也不知道奉a/为圭臬的那些人到底在急什么 是出来了再急就晚了?

—— 来自 vivo V2561A, Android 16, 鹅球 v4.0

rachepatty 发表于 2026-8-20 09:42

信这个的等同于说梁同志把美帝 AI 双子星之一摆出这样那样的姿势然后时不时的流出福利来,不然你正式用户都看不到的思考链灰测一览无疑,你说这是🀄输还是🤷‍♂️

— from S1 Next Goose v4.0-alpha

雨昼斯基 发表于 2026-8-20 09:42

可能是灰测模型具有多模态,但是当前灰测和 v4p 共用 API ,没开放。    Re:Source

Hyst3r1a 发表于 2026-8-20 09:43

原来DS对公和个人的API不一样的吗,我还在想他这API不是搞灰测就是不稳定,拿来做业务用真的没问题吗

秦南心 发表于 2026-8-20 09:45

雨昼斯基 发表于 2026-8-20 09:42
可能是灰测模型具有多模态,但是当前灰测和 v4p 共用 API ,没开放。    Re:Source ...



目前没有视觉

厍无春 发表于 2026-8-20 09:51

秦南心 发表于 2026-8-20 09:45
目前没有视觉

经典夜鹭骑车

御姐贾 发表于 2026-8-20 09:52

我们臭写文的已经脑补了几千字的鲸小妹和外国势力谍战宫斗大戏了
结局就是达里奥喝毒鸡汤,“我就是ds和百度双料特工,人称穿山路由王!”
达里奥手抱核弹,“艳红阁下!我滴任务完成啦!”

蜇灵 发表于 2026-8-20 09:54

泰坦失足 发表于 2026-8-20 09:24
"几乎无限额度的前沿模型又来了!简直是V4 Flash再现
Muse Spark1.2已经在 OpenCode Go上提供,每 5 小时约 ...

这玩意性能和V4F比咋样,能代替吗

当光停止 发表于 2026-8-20 09:55

Hyst3r1a 发表于 2026-8-20 09:43
原来DS对公和个人的API不一样的吗,我还在想他这API不是搞灰测就是不稳定,拿来做业务用真的没问题吗 ...

都一样,deepseek没法拿来稳定跑长期业务。新模型上线就下旧模型,哪怕是v3系到v4这种接口都有变化的巨大改动,说改就改。

cscbzcbz 发表于 2026-8-20 09:56

国算这个上午直接用不了了
opencodego也拉得一批
转了一圈还是梁叔叔的api好,稍微贵一点,至少不便秘

misuzu0723 发表于 2026-8-20 09:57

所以最大问题还是你 deepseek 能拿出符合灰度,或者接近性能的模型
7 月的灰度加上 flash 正式版的性能让人期待拉满,结果 pro 端上来一坨

—— 来自 vivo V2405A, Android 15, 鹅球 v4.0-alpha

舞以 发表于 2026-8-20 09:58

codex的5hlimit回来了?

秦南心 发表于 2026-8-20 09:59

tillnight 发表于 2026-8-20 09:08
这种级别的审美基本不可能没有多模态的。除非真的搞出什么玄学的涌现能力玩意。我不太信涌现说,虽然这个 ...

目前的LLM做图像内容相比于视频和生图大模型来说,能力还是很弱的,还谈不上“这种级别的审美”,
不如推测ds灰测智力和训练集有跃升,能读懂模型数据结构的规律性所以能仅靠联网素材建模武装直升机

xiaohanne 发表于 2026-8-20 09:59

舞以 发表于 2026-8-20 09:58
codex的5hlimit回来了?

我这边还没看到

泰坦失足 发表于 2026-8-20 10:00

蜇灵 发表于 2026-8-20 09:54
这玩意性能和V4F比咋样,能代替吗

各种Benchmark都显示V4F/Muse Spark/Luna max一个水平的

舞以 发表于 2026-8-20 10:00

xiaohanne 发表于 2026-8-20 09:59
我这边还没看到

估计是bug了,官网的界面没有,cli查询有

龙骑士尹志平 发表于 2026-8-20 10:00

各位佬,问下:反重力和gemini的地区限制还是不一样的吗,gemini随便用,反重力就是提示地区限制,除了反重力,gemini还可以用什么tui呢?

孟沁瑶 发表于 2026-8-20 10:01

请问硅基流动上的v4是不是很旧了?

王兰花秀丽 发表于 2026-8-20 10:02

龙骑士尹志平 发表于 2026-8-20 10:00
各位佬,问下:反重力和gemini的地区限制还是不一样的吗,gemini随便用,反重力就是提示地区限制,除了反重 ...

反重力我记得得开tun    Re:Source

龙骑士尹志平 发表于 2026-8-20 10:03

王兰花秀丽 发表于 2026-8-20 10:02
反重力我记得得开tun    Re:Source

谢谢大佬,开了提示地区限制,不开就是网络连接不上

舞以 发表于 2026-8-20 10:04

舞以 发表于 2026-8-20 09:58
codex的5hlimit回来了?

艹,每刷一次status,5h limt都是100%,然后重置时间无限往后推

zukunes 发表于 2026-8-20 10:06

kimi 这么贵啊! 开包月又不值得 梁子你回来吧,v4f 随便登的时候,真是黄金年代

当光停止 发表于 2026-8-20 10:06

龙骑士尹志平 发表于 2026-8-20 10:00
各位佬,问下:反重力和gemini的地区限制还是不一样的吗,gemini随便用,反重力就是提示地区限制,除了反重 ...

antigravity用的验证域名和gemini的不一样。开tun或者抓下包把域名写个规则。

muermaru 发表于 2026-8-20 10:07

直接用antigravity cli,走终端代理就不会有恶心的地区限制问题了

小野賢章 发表于 2026-8-20 10:11

说路由的忘记之前A/说检测到国内的AI实验室使用他们的模型,会给主动降智+投毒了吗,这么看不起A/的风控?

https://www.anthropic.com/news/detecting-and-preventing-distillation-attacks

舞以 发表于 2026-8-20 10:11

达里奥估计被梁子深度求索了

xiaohanne 发表于 2026-8-20 10:12

龙骑士尹志平 发表于 2026-8-20 10:03
谢谢大佬,开了提示地区限制,不开就是网络连接不上

要不你让别的agent给他修一个

科技新闻搬运工 发表于 2026-8-20 10:13

其实梁文锋就是尤里,通过心灵控制让美企把自己AI密钥对DS开放,让DS能路由到美国AI上,不信你们想想,他和尤里从来没有同时出现过

xiaohanne 发表于 2026-8-20 10:14

舞以 发表于 2026-8-20 10:04
艹,每刷一次status,5h limt都是100%,然后重置时间无限往后推

客户端和网页都没有呀

唠叨 发表于 2026-8-20 10:14

minimax这个TokenPlan看起来很便宜?

tillnight 发表于 2026-8-20 10:16

秦南心 发表于 2026-8-20 09:45
目前没有视觉

没有开启视觉和没有原生多模态是两回事。视觉能力是可以从服务端限制的,但是模型本身具有的多模态能力带来的空间认知、美术欣赏、音感等是不会损失的。

舞以 发表于 2026-8-20 10:16

xiaohanne 发表于 2026-8-20 10:14
客户端和网页都没有呀

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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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**dFvQiVLu56US4tt4r2N3cjPEr7lBsfr9QGH+eaC2oAAPSYTX5tSVgBAC6HFixyZq8lK41+Q00LOqnfer1LhRRfXNE+R8Yq0cKSrXeKb6V5W+bBSLHKL6v7Vsd4xMh2W8vuJTKxrjmXUi6nlGsxIwUmv2yu7dqe3DK9ItvljcTNiezjHmbnm86Z2ZzoHmb7mBMZy1sVF0AfCmo7sYukqZ3k9EKau**FtT2PsHqxTJ3EzZqtE+lNvg4FNQAAEc3m/zakrACAFyOIxfUtGhleopguYLabKwcv7zpWWcPs/cUZqQA6rejha0t9ycaSx2toJbLSbWMJPp9zia3Lc0BGVtu5u9tRbbLiy6omdk+7mFkHD3rp6ktr2MxM54RZvuYExnLWxUXQB9/DJZqM9EO+TfUerUKZq3PE70Q7X2CLRWzt**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**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**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xiaohanne 发表于 2026-8-20 10:19

唠叨 发表于 2026-8-20 10:14
minimax这个TokenPlan看起来很便宜?

minimax的智力相对低一点,比mimo强,略逊glm5.2。
另外以前订阅的时候,高峰期限流很烦人,不适合需要即时互动的任务。
但智力又没高到可以/goal让他自己跑。
不上不下的感觉。

舞以 发表于 2026-8-20 10:20

建议直接告到工信部,对梁子进行本部爆破
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查看完整版本: Ox Alpha被认领,GLM-5.3-Flash上线|大模型讨论专楼