diffi | A version controlled archive of web policies | Authorization library
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QUESTION
How SSL works is well know as it's quite widely used and described well every where. In short - SSL involves
- Verifying server authenticity by client by verifying the servers X.509 certificate.
- Then arriving at a symmetric key using diffie-hellman key exchange algorithm.
But I am not sure what happens withsecurity.protocol=SASL_SSL
. Clients and Server communication of few technologies like Kafka etc rely on this security protocol as one of the option. Here I am worried about the point 1 above. If i get a wrong broker address (as a trick ) from some one, does SASL_SSL verify the server certificate or not is my question. If it does, then I can be sure that the received broker is not genuine and my application will not publish or subscribe to messages from this server and my data is safe.
Edit 1: Following @steffen-ullrich answer and comments And little more dig, i see below. Looks like the certificate validation is happening when used through chrome and probably its loaded in the cacerts
too. So the java code is able to authenticate the server.. so seems ok..
Edit 2: Right the certificates DST and ISRG are preloaded in the JDK 11 cacerts, so the client is able to authenticate the server as commented by Stephen.
...ANSWER
Answered 2021-Jun-13 at 02:57What you are asking is related to another configuration please read the following description.
ssl.endpoint.identification.algorithm The endpoint identification algorithm used by clients to validate server host name. The default value is https. Clients including client connections created by the broker for inter-broker communication verify that the broker host name matches the host name in the broker’s certificate. Disable server host name verification by setting ssl.endpoint.identification.algorithm to an empty string. Type: string Default: https Importance: medium
QUESTION
I want implement a elliptic curve diffie hellman using HKDF as key derivation function. I am using a python backend and (vanilla) javascript in frontend. I am using python cryptography library in backend and Web Crypto api in frontend as cryptographic library. I created ECDH key pair in both side and exchanged the pbulic keys. Now I am trying to create the AES shared key with the exchanged public key and private key along with HKDF algorithm. I am able to do it in the python backend (I followed this example for the python code):
...ANSWER
Answered 2021-Jun-13 at 11:02The referenced Python code uses P-384 (aka secp384r1) as elliptic curve. This is compatible with the WebCrypto API, which supports three curves P-256 (aka secp256r1), P-384 and P-521 (aka secp521r1), see EcKeyImportParams
.
The following WebCrypto code generates a shared secret using ECDH and derives an AES key from the shared secret using HKDF. In detail the following happens:
- To allow comparison of the derived key with that of the referenced Python code, predefined EC keys are applied. The private key is imported as PKCS#8, the public key as X.509/SPKI. Note that due to a Firefox bug concerning the import of EC keys, the script below cannot be run in the Firefox browser.
- After the import the shared secret is created with ECDH using
deriveBits()
(and notderiveKey()
). - The shared secret is imported with
importKey()
and then the AES key is derived using HKDF, again withderiveBits()
.
QUESTION
I try to divide an xml output from nmap into arrays. The nmap script scans the ssh ciphers of a port and the goal of my python script is to filter the nmap output into insecure ciphers. The xml output looks like this:
...ANSWER
Answered 2021-Jun-10 at 08:10see below (the code collects the tables data into a dict)
QUESTION
I'm learning linear algebra and trying to make a little program with basic linear transformations (rotating, scaling, translating).
Here is the fully working example:https://codesandbox.io/embed/determined-diffie-t2iy5?fontsize=14&hidenavigation=1&theme=dark
I wrote functions for generating each matrix for each transformation and functions to calculate them (multiplying matrix with a point, multiplying matrices).
...ANSWER
Answered 2021-May-31 at 21:44Here I compute 3D transformation matrices (4 x 4 matrices) for 2D translation, scale, and rotation. I also compose them with explicit concatenation in the style transform, or by pre multiplying the matrices.
QUESTION
I have a problem connecting to the ipmi server via paramiko in this code:
...ANSWER
Answered 2021-May-26 at 08:45Your server/device seems to require some dummy keyboard interactive authentication:
QUESTION
Using PuTTY command line, I connect with unix host which is under PAM context.
The connection string is
...ANSWER
Answered 2021-May-26 at 08:46Your server seems to issue two keyboard-interactive authentication challenges
- First, a prompt for a password
- Second, a banner with no prompts.
So you will have to do something like this:
QUESTION
I'm trying to use Elliptical Curve Diffie-Hellman keys to create a shared secret between a Browser and NodeJS. If I export the browser public key as raw
, everything works, but I'm required to export the key as spki
and then NodeJS gets mad about it.
In the Browser I do this:
...ANSWER
Answered 2021-May-21 at 15:33As far as I know, the NodeJS crypto module does not support the X.509/SPKI format for the public key in ECDH context, but only the raw key. However, it is possible to derive the raw key from the X.509/SPKI key.
The X.509/SPKI key generated with the WebCrypto code encapsulates the raw (more precisely uncompressed) key, 0x04 + + , which is localized at the end. For P-256 aka prime256v1 the last 65 bytes correspond to the raw key. The front part is identical for different P-256 keys.
This way, in the NodeJS code, the raw key for P-256 can be determined as the last 65 bytes from the X.509/SPKI key.
Similarly, the front part of the X.509/SPKI key can be concatenated with the raw key generated with the NodeJS code, thus converting the raw key to the X.509/SPKI format.
The NodeJS code for this is:
QUESTION
I want to use the Diffie Hellman
algorithm to securely exchange keys between a C++
server an a C#
client which both are running on Windows
. I tried using ECDiffieHellmanCng
in C#
to generate a public key as follows:
ANSWER
Answered 2021-May-19 at 19:11Since I simply wanted an encrypted connection, going with OpenSSL
was the way to go.
QUESTION
In .NET there are two P256 curve algorithms that can be used with CngKey:
- CngAlgorithm.ECDiffieHellmanP256 Elliptic Curve Diffie-Hellman (ECDH) key exchange
- CngAlgorithm.ECDsaP256 Elliptic Curve Digital Signature Algorithm (ECDSA)
What confuses me is it appears to be possible to create a signature using CngAlgorithm.ECDiffieHellmanP256
.
Sample code:
...ANSWER
Answered 2021-May-16 at 21:50
ECDiffieHellmanCng(CngKey.Create(CngAlgorithm.ECDsaP256))
This implies there is some kind of difference between the key types.
When you try to initialize an ECDiffieHellmanCng
using a CngKey
during runtime is verifies that the CngKey
that you provided is part of a particular list of algorithms, MSDN calls them the Elliptic Curve Diffie-Hellman (ECDH) algorithm group, which has four valid AlgorithmGroup names ECDH
,ECDiffieHellman
,ECDiffieHellmanCng
, and System.Security.Cryptography.ECDiffieHellmanCng
, which all refer to the same implementation.
When you create a CngKey
with CngAlgorithm.ECDiffieHellmanP256
you get a valid ECDH key who's AlgorithmGroup is ECDH
, which is valid as a parameter to create a ECDiffieHellmanCng
to perform key exchanges.
However, when you create a CngKey
with CngAlgorithm.ECDsaP256
you get a key with an AlgorithmGroup of ECDSA
which is not a valid AlgorithmGroup to create a ECDiffieHellmanCng
to perform key exchanges.
The ECDSA
AlgorithmGroup is used to denote a CngKey
who's purpose to to perform Elliptic-curve Digital Signatures, and explicitly not perform key exchanges. This key can't be used with a ECDiffieHellmanCng
to perform key exchanges because it most probably does not contain enough, valid and/or secure information to perform key exchanges with another party.
You're able to construct valid EC signatures using ECDsaCng
with both ECDH and ECDSA CngKey
s because they both contain enough, valid, or secure information to construct and perform a digital signatures. However, the reverse is not the same due to the limitations MSDN created when performing key exchanges, with their implementation of ECDiffieHellmanCng
, in addition to the probable missing information/format the ECDSA CngKey
key prevents the proper calculation of a key exchange.
We can verify this information with a short test script
QUESTION
I'm using paramiko to connect to a Bluehost server, where I eventually want to upload some files. I generated a keypair on the Bluehost SSH page, authorized the public key, downloaded the private key, and stored the private key in the same folder as my python file.
Bluehost has FTP accounts, and they specify to use an FTP account for SSH/SFTP, which is what I did here.
My code:
...ANSWER
Answered 2021-May-13 at 20:16So the issue was I was using the wrong username, but it was still throwing a key authentication error.
Per @martin-prikryl's request, I attempted to connect using PuTTY, and found a nice tutorial specifically using PuTTY to SSH into Bluehost.
I had first written a script for FTP, and that used the Bluehost FTP account you can specifically create on their site. When I decided to write my SSH script, I used the same username. Alas, but for SSH, Bluehost wants the main login's username, NOT the FTP account one.
But it still recognizes the username on some level, but then the key is not linked to it, thus the key authentication error.
So I used PuTTy with the main username and that worked fine.
I then updated my script (credit to this stackoverflow post)
My new script that uploads an entire dir to bluehost using SSH:
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