Ueno Katsura
Ueno Katsura
## 你正在使用哪个版本的 V2Ray？ Windows x64 v4.45.2 ## 你的使用场景是什么？ 搭配IDM進行下載 ## 你看到的异常现象是什么？ 下載https鏈接文件時IDM報錯 SSL_connect error 1 ## 请附上你的配置 **配置：** ```javascript { "log": { "loglevel": "debug" }, "inbounds": [ { "listen": "::",...
指令為 .\gost-windows-amd64-v3.exe -L socks5://0.0.0.0:12005 -F ss+ohttp://chacha20-ietf-poly1305:PASS@ADDR1:10003?host=HOST.com -F ss://aes-128-gcm:PASS@ADDR2:31487 同樣指令在v2.11.2版本不存在問題 LOG ```javascript {"level":"warning","msg":"load TLS certificate files failed, use random generated certificate","time":"2022-08-05T17:29:57+08:00"} {"handler":"socks5","kind":"service","level":"info","listener":"tcp","msg":"listening on [::]:12005/tcp","service":"service-0","time":"2022-08-05T17:29:57+08:00"} {"handler":"socks5","kind":"handler","level":"info","listener":"tcp","local":"127.0.0.1:12005","msg":"127.0.0.1:52665 127.0.0.1:12005","remote":"127.0.0.1:52665","service":"service-0","time":"2022-08-05T17:29:59+08:00"} {"cmd":"connect","dst":"ipinfo.io:443/tcp","handler":"socks5","kind":"handler","level":"info","listener":"tcp","local":"127.0.0.1:12005","msg":"127.0.0.1:52665 >> ipinfo.io:443","remote":"127.0.0.1:52665","service":"service-0","time":"2022-08-05T17:29:59+08:00"} {"address":"ADDR2:31487","chain":"chain-0","connector":"ss","dialer":"ohttp","hop":"hop-0","kind":"connector","level":"info","local":"10.0.0.3:52666","msg":"connect ADDR2:31487/tcp","network":"tcp","node":"node-0","remote":"ADDR1:10003","time":"2022-08-05T17:29:59+08:00"}...
### 希望添加的功能 功能為題面意思 我想通過fallback實現并發 并通過在fallback内打mark 在後續操作判斷請求來源為primary或secondary
### 在提交之前，请确认 - [X] 我已经尝试搜索过 Issue ，但没有找到相关问题。 - [X] 我正在使用最新的 mosdns 版本(或者最新的 commit)，问题依旧存在。 - [X] 我仔细看过 wiki 后仍然无法自行解决该问题。 - [X] 我非常确定这是 mosdns 核心的问题。(如果是通过第三方衍生软件使用 mosdns 核心，不确定问题源头时，请先向衍生软件开发者提交问题。) ### mosdns 版本 v5.3.1 ###...
### Operating system Linux ### System version Podman on Linux ### Installation type Original sing-box Command Line ### If you are using a graphical client, please provide the version of...
### 这个bug是否已存在现有issue了？ - [X] 我确认没有已有issue，且已阅读**常见问题**。 ### 错误表现 ``` 當然可以，這裡有幾個較為複雜的數學公式： 1. 高斯積分 (Gaussian Integral): \[ \int_{-\infty}^{\infty} e^{-x^2} dx = \sqrt{\pi} \] 2. 正弦積分和餘弦積分 (Sine Integral and Cosine Integral): \[ \text{Si}(x) =...
### Operating system iOS ### System version iOS 17.4.1 ### Installation type sing-box for iOS Graphical Client ### If you are using a graphical client, please provide the version of...