.put("sHa-1", Hashing.sha1()) // Not the official name, but still works
          .put("SHA-1", Hashing.sha1())
          .put("SHA-256", Hashing.sha256())
          .put("SHA-384", Hashing.sha384())
          .put("SHA-512", Hashing.sha512())
          .build();

  public void testHashing() {
    for (String stringToTest : INPUTS) {
      for (String algorithmToTest : ALGORITHMS.keySet()) {

// CHECK-NEXT:      name: "arg2",
// CHECK-NEXT:      quantization: {
// CHECK-EMPTY:
// CHECK-NEXT:      },
// CHECK-NEXT:      has_rank: true
// CHECK-NEXT:    }, {
// CHECK-NEXT:      shape: [ 384 ],
// CHECK-NEXT:      buffer: 4,
// CHECK-NEXT:      name: "arg3",
// CHECK-NEXT:      quantization: {
// CHECK-EMPTY:
// CHECK-NEXT:      },
// CHECK-NEXT:      has_rank: true
// CHECK-NEXT:    }, {

			return nil, errMalformedJWKECKey
		}

		var curve elliptic.Curve
		switch key.Crv {
		case "P-224":
			curve = elliptic.P224()
		case "P-256":
			curve = elliptic.P256()
		case "P-384":
			curve = elliptic.P384()
		case "P-521":
			curve = elliptic.P521()
		default:
			return nil, fmt.Errorf("Unknown curve type: %s", key.Crv)
		}

		xbuf, err := base64.RawURLEncoding.DecodeString(key.X)

DATA ·erfrodataL13<> + 360(SB)/8, $-.324434353381296556E+00
DATA ·erfrodataL13<> + 368(SB)/8, $0.945204812084476250E-01
DATA ·erfrodataL13<> + 376(SB)/8, $-.221407443830058214E-01
DATA ·erfrodataL13<> + 384(SB)/8, $0.426072376238804349E-02
DATA ·erfrodataL13<> + 392(SB)/8, $-.692229229127016977E-03
DATA ·erfrodataL13<> + 400(SB)/8, $0.971111253652087188E-04
DATA ·erfrodataL13<> + 408(SB)/8, $-.119752226272050504E-04

	sha1     function = 1  // SHA-1
	sha256   function = 2  // SHA-256
	sha512   function = 3  // SHA-512
	sha3_224 function = 32 // SHA3-224
	sha3_256 function = 33 // SHA3-256
	sha3_384 function = 34 // SHA3-384
	sha3_512 function = 35 // SHA3-512
	shake128 function = 36 // SHAKE-128
	shake256 function = 37 // SHAKE-256

	// KLMD function codes
	ghash function = 65 // GHASH
)

			curve:   elliptic.P224(),
		},
		{
			name:    "P-256 private key",
			keyHex:  pkcs8P256PrivateKeyHex,
			keyType: reflect.TypeOf(&ecdsa.PrivateKey{}),
			curve:   elliptic.P256(),
		},
		{
			name:    "P-384 private key",
			keyHex:  pkcs8P384PrivateKeyHex,
			keyType: reflect.TypeOf(&ecdsa.PrivateKey{}),
			curve:   elliptic.P384(),
		},
		{
			name:    "P-521 private key",
			keyHex:  pkcs8P521PrivateKeyHex,

(1) Argument order is the same as in the GNU ARM64 syntax: cbz, cbnz and some store instructions,
such as str, stur, strb, sturb, strh, sturh stlr, stlrb. stlrh, st1.

Examples:

	MOVD R29, 384(R19)    <=>    str x29, [x19,#384]
	MOVB.P R30, 30(R4)    <=>    strb w30, [x4],#30
	STLRH R21, (R19)      <=>    stlrh w21, [x19]

(2) MADD, MADDW, MSUB, MSUBW, SMADDL, SMSUBL, UMADDL, UMSUBL <Rm>, <Ra>, <Rn>, <Rd>

Examples:

	}
	pkey := privKey.(*rsa.PrivateKey)
	return pkey.N.BitLen(), nil
}

// GetEllipticCurve returns the type of curve associated with the private key;
// if ECDSA is used, then only 384 and 256 (default) are returned; if non-ECDSA
// is used then an error is returned
func GetEllipticCurve(privKey *crypto.PrivateKey) (elliptic.Curve, error) {
	switch key := (*privKey).(type) {

            (FLADLE_PLUGIN_ID): Versions.of('0.17.4'),
            // https://plugins.gradle.org/plugin/com.github.triplet.play
            (TRIPLET_PLAY_PLUGIN_ID): Versions.of('3.8.4'),
            // https://mvnrepository.com/artifact/androidx.navigation.safeargs/androidx.navigation.safeargs.gradle.plugin
            (SAFEARGS_PLUGIN_ID): Versions.of('2.6.0'),

func curveNID(curve string) (C.int, error) {
	switch curve {
	case "P-224":
		return C.GO_NID_secp224r1, nil
	case "P-256":
		return C.GO_NID_X9_62_prime256v1, nil
	case "P-384":
		return C.GO_NID_secp384r1, nil
	case "P-521":
		return C.GO_NID_secp521r1, nil
	}
	return 0, errUnknownCurve
}

func NewPublicKeyECDSA(curve string, X, Y BigInt) (*PublicKeyECDSA, error) {