pregenerate RSA keys for testrig accounts. If a user is added without a key, the testrig will panic and provide a key to paste in (#287)

This commit is contained in:
R. Aidan Campbell 2021-10-21 08:40:34 -07:00 committed by GitHub
parent 7e4c3fa5c7
commit 26a95ad27d
No known key found for this signature in database
GPG key ID: 4AEE18F83AFDEB23

View file

@ -25,6 +25,7 @@ import (
"crypto/rand"
"crypto/rsa"
"crypto/x509"
"encoding/base64"
"encoding/json"
"encoding/pem"
"fmt"
@ -483,23 +484,46 @@ func NewTestAccounts() map[string]*gtsmodel.Account {
},
}
preserializedKeys := []string {
"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",
"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",
"MIIEvQIBADANBgkqhkiG9w0BAQEFAASCBKcwggSjAgEAAoIBAQC1NzommDoutE+FVAbgovPb5ioRRS1k93hhH5Mpe4KfAQb1k0aGA/TjrFr2HcRbOtldo6Fe+RRCAm5Go+sBx829zyMEdXbGtR4Pym78xYoRpsCwD+2AK/edQLjsdDf9zXZod9ig/Pe59awYaeuSFyK/w9q94ncuiE7m+MKfXJnTS/qiwwkxWIRm9lBprPIT0DwXCtoh7FdpsOmjLu2QdGADV+9KSDgV5IbVcxwjPY03vHJS4UAIP5eS46TtSrNF3hyM9Q8vGIPAixOVyAY53cRQUxZWU/FIaNjaEgpreUQfK1pgr0gxh1K7IKwmyF3f/JgL0urFljYp2UonzRU5XKHJAgMBAAECggEBAKVT2HLDqTlY+b/LNGcXY+H4b+LHuS2HdUUuuGU9MKN+HWpIziuQSoi4g1hNOgp9ezgqBByQpAHBE/jQraQ3NKZ55xm3TQDm1qFTb8SfOGL4Po2iSm0IL+VA2jWnpjmgjOmshXACusPmtfakE+55uxM3TUa16UQDyfCBfZZEtnaFLTYzJ7KmD2GPot8SCxJBqNmW7AL8pMSIxMC3cRxUbK4R3+KIisXUuB50jZH3zGHxi34e2jA6gDeFmzgHCDJRidHMsCTHTaATzlvVz9YwwNqPQaYY7OFouZXwFxVAxIg/1zVvLc3zx1gWt+UDFeI7h6Eq0h5DZPdUiR4mrhAKd70CgYEAw6WKbPgjzhJI9XVmnu0aMHHH4MK8pbIq4kddChw24yZv1e9qnNTHw3YK17X9Fqog9CU1OX3M/vddfQbc34SorBmtmGYgOfDSuXTct52Ppyl4CRwndYQc0A88Hw+klluTEPY3+NRV6YSzv8vkNMasVuOh0YI1xzbpc+Bb5LL3kwMCgYEA7R4PLYYmtzKAY2YTQOXGBh3xd6UEHgks30W+QzDxvOv75svZt6yDgiwJzXtyrQzbNaH6yca5nfjkqyhnHwpguJ6DK7+S/RnZfVib5MqRwiU7g8l3neKhIXs6xZxfORunDU9T5ntbyNaGv/TJ2cXNw+9VskhBaHfEN/kmaBNNuEMCgYARLuzlfTXH15tI07Lbqn9uWc/wUao381oI3bOyO6Amey2/YHPAqn+RD0EMiRNddjvGta3jCsWCbz9qx7uGdiRKWUcB55ZVAG3BlB3+knwXdnDwe+SLUbsmGvBw2fLesdRM3RM1a5DQHbOb2NCGQhzI1N1VhVYr1QrT/pSTlZRg+QKBgCE05nc/pEhfoC9LakLaauMManaQ+4ShUFFsWPrb7d7BRaPKxJC+biRauny2XxbxB/n410BOvkvrQUre+6ITN/xi5ofH6nPbnOO69woRfFwuDqmkG0ZXKK2hrldiUMuUnc51X5CVkgMMWA6l32bKFsjryZqQF+jjbO1RzRkiKu41AoGAHQer1NyajHEpEfempx8YTsAnOn+Hi33cXAaQoTkS41lX2YK0cBkD18yhubczZcKnMW+GRKZRYXMm0NfwiuIo5oIYWeO6K+rXF+SKptC5mnw/3FhDVnghDAmEqOcRSWnFXARk1WEbFtwG5phDeFrWXsqPzGAjoZ8bhLvKRsrG4OM=",
"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",
"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",
"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",
}
if diff := len(accounts) - len(preserializedKeys); diff > 0 {
var keyStrings = make([]string, diff)
for i := 0; i < diff; i ++ {
priv, _ := rsa.GenerateKey(rand.Reader, 2048)
key, _ := x509.MarshalPKCS8PrivateKey(priv)
keyStrings = append(keyStrings, base64.StdEncoding.EncodeToString(key))
}
panic(fmt.Sprintf("mismatch between number of hardcoded test RSA keys and accounts used for test data. Insert the following generated key[s]: \n%+v", keyStrings))
}
// generate keys for each account
i := 0
for _, v := range accounts {
priv, err := rsa.GenerateKey(rand.Reader, 2048)
premadeBytes, err := base64.StdEncoding.DecodeString(preserializedKeys[i])
if err != nil {
panic(err)
}
pub := &priv.PublicKey
// normally only local accounts get a private key (obviously)
// but for testing purposes and signing requests, we'll give
// remote accounts a private key as well
key, err := x509.ParsePKCS8PrivateKey(premadeBytes)
if err != nil {
panic(err)
}
priv, ok := key.(*rsa.PrivateKey)
if !ok {
panic(fmt.Sprintf("generated key at index %d is of incorrect type", i))
}
v.PrivateKey = priv
v.PublicKey = pub
v.PublicKey = &priv.PublicKey
i++
}
return accounts
}
// NewTestAttachments returns a map of attachments keyed according to which account
// and status they belong to, and which attachment number of that status they are.
func NewTestAttachments() map[string]*gtsmodel.MediaAttachment {