pk.pkMap[keyID] = key
}

func (pk *publicKeys) get(kid string) any {
	pk.RLock()
	defer pk.RUnlock()
	return pk.pkMap[kid]
}

// PopulatePublicKey - populates a new publickey from the JWKS URL.
func (r *Config) PopulatePublicKey(arn arn.ARN) error {
	pCfg := r.arnProviderCfgsMap[arn]
	if pCfg.JWKS.URL == nil || pCfg.JWKS.URL.String() == "" {
		return nil
	}

		"PK\x01\x02\x14\x00\x14\x00\b\b\b\x004\x9d3?\xff$\x18\xed3\x03\x00\x00\xb4\b\x00\x00\x13\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00t\r\x00\x00AndroidManifest.xml",
		"PK\x01\x02\x14\x00\x14\x00\b\b\b\x004\x9d3?\x14\xc5K\xab\x192\x02\x00\xc8\xcd\x04\x00\v\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\x00\xe8\x10\x00\x00classes.dex",

gob.do
gob.ec
gob.es
gob.gt
gob.hn
gob.mx
gob.ni
gob.pa
gob.pe
gob.pk
gob.sv
gob.ve
gobo.wakayama.jp
godaddy
godo.gifu.jp
gog.pk
goiania.br
goip.de
gojome.akita.jp
gok.pk
gokase.miyazaki.jp
gol.no
gold
goldpoint
golf
golffan.us
gon.pk
gonna.jp
gonohe.aomori.jp
goo
goodyear
goog
google
googleapis.com

error) { if len(pk) != pubKeySize(p) { return nil, errInvalidPublicKeyL } ρ, pk = pk[:32], pk[32:] for r := range t1 { // Decode four at a time from 4 * 10 bits = 5 bytes. for i := 0; i < n; i += 4 { b0, b1, b2, b3, b4 := pk[0], pk[1], pk[2], pk[3], pk[4] t1[r][i+0] = uint16(b0>>0) | uint16(b1&0b0000_0011)<<8 t1[r][i+1] = uint16(b1>>2) | uint16(b2&0b0000_1111)<<6 t1[r][i+2] = uint16(b2>>4) | uint16(b3&0b0011_1111)<<4 t1[r][i+3] = uint16(b3>>6) | uint16(b4&0b1111_1111)<<2 pk = pk[5:] } } return ρ,...

		}
	case schema.Many2Many:
		joinModel := reflect.New(rel.JoinTable.ModelType).Interface()
		joinDB := base.Session(&Session{NewDB: true, Context: ctx}).Model(joinModel)

		// EXISTS owners: owners.pk = join.owner_fk for all owner refs
		ownersExists := base.Session(&Session{NewDB: true, Context: ctx}).Table(rel.Schema.Table).Select("1")
		for _, ref := range rel.References {
			if ref.OwnPrimaryKey && ref.PrimaryKey != nil {

return nil, errors.New("crypto/rsa: p is even") } pMinusTwo := p.Nat().SubOne(p).SubOne(p).Bytes(p) qInv := bigmod.NewNat().Mod(q.Nat(), p) qInv.Exp(qInv, pMinusTwo, p) pk := &PrivateKey{ pub: PublicKey{ N: n, E: e, }, d: d, p: p, q: q, dP: dP, dQ: dQ, qInv: qInv, } if err := checkPrivateKey(pk); err != nil { return nil, err } return pk, nil } // NewPrivateKeyWithPre creates a new RSA private key from the given // parameters, which include precomputed CRT values. func NewPrivateKeyWithPre(N []byte, e...