CryptoKit migration (#628)

* WIP.

* WIP

* WIP Edit

* Key selection.

* WIP

* WIP

* Proxy through

* WIP

* Remove verify.

* Migration.

* Comment

* Add param

* Semi-offering key

* Ignore updates if test build.

* Fix rsa public key gen

* Messily fix RSA

* Remove 1024 bit rsa

* Cleanup

* Cleanup

* Clean out MLDSA refs for now

* Dump notifier changes

* Put back UI tweaks

* Fixes.
This commit is contained in:
Max Goedjen
2025-08-24 15:35:15 -07:00
committed by GitHub
parent 5b0135d694
commit 3d3d123484
38 changed files with 923 additions and 763 deletions

View File

@@ -0,0 +1,103 @@
import Foundation
import CryptoKit
/// Generates OpenSSH representations of the public key sof secrets.
public struct OpenSSHPublicKeyWriter: Sendable {
/// Initializes the writer.
public init() {
}
/// Generates an OpenSSH data payload identifying the secret.
/// - Returns: OpenSSH data payload identifying the secret.
public func data<SecretType: Secret>(secret: SecretType) -> Data {
switch secret.keyType.algorithm {
case .ecdsa:
// https://datatracker.ietf.org/doc/html/rfc5656#section-3.1
openSSHIdentifier(for: secret.keyType).lengthAndData +
("nistp" + String(describing: secret.keyType.size)).lengthAndData +
secret.publicKey.lengthAndData
case .rsa:
// https://datatracker.ietf.org/doc/html/rfc4253#section-6.6
openSSHIdentifier(for: secret.keyType).lengthAndData +
rsaPublicKeyBlob(secret: secret)
}
}
/// Generates an OpenSSH string representation of the secret.
/// - Returns: OpenSSH string representation of the secret.
public func openSSHString<SecretType: Secret>(secret: SecretType) -> String {
let resolvedComment: String
if let comment = secret.publicKeyAttribution {
resolvedComment = comment
} else {
let dashedKeyName = secret.name.replacingOccurrences(of: " ", with: "-")
let dashedHostName = ["secretive", Host.current().localizedName, "local"]
.compactMap { $0 }
.joined(separator: ".")
.replacingOccurrences(of: " ", with: "-")
resolvedComment = "\(dashedKeyName)@\(dashedHostName)"
}
return [openSSHIdentifier(for: secret.keyType), data(secret: secret).base64EncodedString(), resolvedComment]
.compactMap { $0 }
.joined(separator: " ")
}
/// Generates an OpenSSH SHA256 fingerprint string.
/// - Returns: OpenSSH SHA256 fingerprint string.
public func openSSHSHA256Fingerprint<SecretType: Secret>(secret: SecretType) -> String {
// OpenSSL format seems to strip the padding at the end.
let base64 = Data(SHA256.hash(data: data(secret: secret))).base64EncodedString()
let paddingRange = base64.index(base64.endIndex, offsetBy: -2)..<base64.endIndex
let cleaned = base64.replacingOccurrences(of: "=", with: "", range: paddingRange)
return "SHA256:\(cleaned)"
}
/// Generates an OpenSSH MD5 fingerprint string.
/// - Returns: OpenSSH MD5 fingerprint string.
public func openSSHMD5Fingerprint<SecretType: Secret>(secret: SecretType) -> String {
Insecure.MD5.hash(data: data(secret: secret))
.compactMap { ("0" + String($0, radix: 16, uppercase: false)).suffix(2) }
.joined(separator: ":")
}
}
extension OpenSSHPublicKeyWriter {
/// The fully qualified OpenSSH identifier for the algorithm.
/// - Parameters:
/// - algorithm: The algorithm to identify.
/// - length: The key length of the algorithm.
/// - Returns: The OpenSSH identifier for the algorithm.
public func openSSHIdentifier(for keyType: KeyType) -> String {
switch (keyType.algorithm, keyType.size) {
case (.ecdsa, 256), (.ecdsa, 384):
"ecdsa-sha2-nistp" + String(describing: keyType.size)
case (.rsa, _):
"ssh-rsa"
default:
"unknown"
}
}
}
extension OpenSSHPublicKeyWriter {
public func rsaPublicKeyBlob<SecretType: Secret>(secret: SecretType) -> Data {
// Cheap way to pull out e and n as defined in https://datatracker.ietf.org/doc/html/rfc4253
// Keychain stores it as a thin ASN.1 wrapper with this format:
// [4 byte prefix][2 byte prefix][n][2 byte prefix][e]
// Rather than parse out the whole ASN.1 blob, we'll cheat and pull values directly since
// we only support one key type, and the keychain always gives it in a specific format.
let keySize = secret.keyType.size
guard secret.keyType.algorithm == .rsa && keySize == 2048 else { fatalError() }
let length = secret.keyType.size/8
let data = secret.publicKey
let n = Data(data[8..<(9+length)])
let e = Data(data[(2+9+length)...])
return e.lengthAndData + n.lengthAndData
}
}