wap-wsg-idm-ecid-wtls1
113-bit binary field Weierstrass curve.
y2+xy≡x3+ax2+b Parameters
Name | Value |
---|
m | 113 |
f(x) | x^113 + x^9 + 1 |
a | 0x1 |
b | 0x1 |
G | (0x01667979a40ba497e5d5c270780617, 0x00f44b4af1ecc2630e08785cebcc15) |
n | 0x00fffffffffffffffdbf91af6dea73 |
h | 0x2 |
SAGE
F.<x> = GF(2)[]
K = GF(2^113, name="x", modulus= x^113 + x^9 + 1)
E = EllipticCurve(K, (1, K.fetch_int(0x1), 0, 0, K.fetch_int(0x1)))
E.set_order(0x00fffffffffffffffdbf91af6dea73 * 0x2)
G = E(K.fetch_int(0x01667979a40ba497e5d5c270780617), K.fetch_int(0x00f44b4af1ecc2630e08785cebcc15))
JSON
{
"name": "wap-wsg-idm-ecid-wtls1",
"desc": "",
"oid": "2.23.43.1.4.1",
"form": "Weierstrass",
"field": {
"type": "Binary",
"bits": 113,
"degree": 113,
"poly": [
{
"coeff": "0x01",
"power": 113
},
{
"coeff": "0x01",
"power": 9
},
{
"coeff": "0x01",
"power": 0
}
],
"basis": "poly"
},
"params": {
"a": {
"raw": "0x1"
},
"b": {
"raw": "0x1"
}
},
"generator": {
"x": {
"raw": "0x01667979a40ba497e5d5c270780617"
},
"y": {
"raw": "0x00f44b4af1ecc2630e08785cebcc15"
}
},
"order": "0x00fffffffffffffffdbf91af6dea73",
"cofactor": "0x2"
}