me.assertEqual(Q + R, 23*P)
me.assertEqual(Q + R.point, 23*P)
me.assertRaises(TypeError, T.add, Q.point, R.point)
+ me.assertRaises(TypeError, T.mul, kk(1), Q)
me.assertEqual(Q - R, 11*P)
- me.assertEqual(P*l(17), Q)
+ #me.assertEqual(P*l(17), Q)
## Ordering.
me.assertTrue(P == P)
.contents
me.assertEqual(P.ec2osp(), t)
me.assertEqual(C.WriteBuffer().putecptraw(P).contents, t)
+ me.assertEqual(C.WriteBuffer().ec2osp(P).contents, t)
me.assertEqual(E.os2ecp(t), (P, Z0))
me.assertEqual(C.ReadBuffer(t).getecptraw(E), P)
+ me.assertEqual(C.ReadBuffer(t).os2ecp(E), P)
if isinstance(k, C.PrimeField): ybit = int(P.iy&1)
else:
try: ybit = int((P.y/P.x).value&C.GF(1))
.put(P.ix.storeb(k.noctets)) \
.contents
me.assertEqual(P.ec2osp(C.EC_LSB), t)
+ me.assertEqual(C.WriteBuffer().ec2osp(P, C.EC_LSB).contents, t)
me.assertEqual(E.os2ecp(t, C.EC_LSB), (P, Z0))
+ me.assertEqual(C.ReadBuffer(t).os2ecp(E, C.EC_LSB), P)
## Curve methods.
Q = E.find(P.x); me.assertTrue(Q == P or Q == -P)