Parameters
----------
Field degree = 127
Discriminant = -427067
Class number = 127
Order U = R*K with R BPSW-prime
-------------------------------
U = 3930061525912861057173624287137094778397646624162832523320429
R = 1310020508637620352391208095712364926132548874720944174440143
K = 3
U binary size = 202
R binary size = 200
K binary size = 2
MOV condition
-------------
(3**e mod R) <> 1 for all e in 1..1143
Field GF(3**127)
----------------
Field polynomial = [1,127,2,126,2,74,2,0]
Basis type = Normal
Field multiplicative identity
-----------------------------
I = 9#1444444444444444444444444444444444444444444444444444444444444444#
J-invariant
-----------
J = 9#2546211278166744651571743412152324532012305117470187544380405724#
Curve (y**2 = x**3 + Ax**2 + B) of order R*K
--------------------------------------------
R = 1310020508637620352391208095712364926132548874720944174440143
K = 3
A = 9#1444444444444444444444444444444444444444444444444444444444444444#
B = 9#2503707542263565644442537604567155105413720456058768265246780510#
Base point G (of order R)
-------------------------
X = 9#1802145614788372537170244845128202454170083174688378761362676814#
Y = 9#0027466558584743801174531346588086778106014481028255255865764138#
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