SFTP 3.10
Описание
Доступ к удаленным серверам через защищенный FTP (FTP via SSH). Требует SSH2Что нового
Allows to access remote servers via secure FTP (FTP via SSH). Requires SSH2. Now also supports SSH+SCP without SFTP!
NEW! On Windows Vista, 7 or newer, no extra DLLs are needed any more! It uses the sChannel secure library built into Windows.
New in 3.10: Backported fixes to CVE-2026-7598, CVE-2025-15661, CVE-2026-55199 and CVE-2026-55200 to libssh2 1.11.1 (changed to 1.11.1.1)
New in 3.10: Support login with password and second factor, where the server sends two separate requests
New in 3.10: Updated to LibSSH2 11.1 with support for chacha20-poly1305@openssh.com, aes256-gcm@openssh.com and aes128-
gcm@openssh.com
New in 3.10: Use dynamic buffer size for uploads and downloads, created by forum user "CoolWater"
New in 3.10: Option to show user, group and permissions as custom columns, developed by forum user CoolWater
New in 3.05: File properties (Alt+Enter) were not working when the stat command returned a non-English reply
New in 3.04: Support new key exchange methods curve25519-sha256 and curve25519-sha256@libssh.org
New in 3.03: Crash when using host key encrypted with old method (BEGIN RSA PRIVATE KEY)
New in 3.02: Fixed crash when using rsa-sha2-512 in some cases
New in 3.01: Fixed crash when using curve ED25519 to connect
New in 3.00: Support alternative RSA host key methods (for client certificate): rsa-sha2-512,rsa-sha2-256, use instead of ssh-rsa if the server supports it
Support new key exchange methods diffie_helman_group14_sha256, diffie_helman_group16_sha512 and diffie_helman_group16_sha512
New in 2.90: Keep old target file (which would be overwritten) when download fails at the start
New in 2.80: Prefer curve ED25519 host key if available, may lead to warning that the fingerprint of the server has changed
New in 2.70: Bugfixes to new hmac algorithms
New in 2.60: Two new hmac algorithms (authenticity verification): hmac-sha2-256-etm@openssh.com and hmac-sha2-512-etm@openssh.com
New in 2.50: Support for ED25519 elliptic curve certi