I'm trying to use the SSH protocol at a low level (i.e. I don't want to start a shell or anything, I just want to pass data). Thus, I am using Paramiko's Transport
class directly.
I've got the server side done, but now I'm hitting a wall over something silly. For the client to connect to the server, the Transport
's connect
method takes as two PKey
objects as argument: The private key of the client (pkey
), and the public key of the server (hostkey
).
The PKey
class is described as "Base class for public keys". Yet the problem is that I can't figure out how to create such a PKey
object out of just an ssh public key (i.e. a string ssh-whatever AAblablabla
). It has methods for building such an object out of a private key, but obviously I don't want the client to know the server's private key.
I feel like I'm overlooking something simple, but I can't find info on doing that on the web; most tutorials out there use the higher-level SSHClient
class which loads the system's known_hosts
keys.
class paramiko.agent. AgentKey (agent, blob) Private key held in a local SSH agent. This type of key can be used for authenticating to a remote server (signing). Most other key operations work as expected.
Paramiko does not itself leverage OpenSSH-style config file directives, but it does implement a parser for the format, which users can honor themselves (and is used by higher-level libraries, such as Fabric).
An SSH Transport attaches to a stream (usually a socket), negotiates an encrypted session, authenticates, and then creates stream tunnels, called channels , across the session. Multiple channels can be multiplexed across a single session (and often are, in the case of port forwardings).
Had to solve this problem again in another context that wasn't just for key comparison (it was for signature checking). Here's the proper way to do it. In retrospect it was pretty simple, but hardly documented at all.
# For a public key "ssh-rsa AAblablabla...":
key = paramiko.RSAKey(data=base64.b64decode('AAblablabla...'))
key.verify_ssh_sig(..., ...)
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