prime p= 11
Disc -3 not square mod p
D= -7   x0= 9
(u,v)= (4, 2)
list of curves [(3, 3), (1, 2)]
list of orders [16, 8]
parameters: (3, 3, 11)
random point (0, 5)
order is 16
parameters: (1, 2, 11)
random point (1, 9)
order is 8
result, all curves, all orders
(3, 3, 11) with order 16
(1, 2, 11) with order 8

prime p= 103
D= -3   x0= 93
(u,v)= (20, 2)
list of curves [(0, 102), (0, 101), (0, 99), (0, 95), (0, 87), (0, 71)]
list of orders [124, 84, 117, 111, 91, 97]
parameters: (0, 102, 103)
random point (1, 0)
order is 124
parameters: (0, 101, 103)
random point (3, 98)
order is 91
parameters: (0, 99, 103)
random point (1, 93)
order is 97
parameters: (0, 95, 103)
random point (2, 0)
order is 84
parameters: (0, 87, 103)
random point (6, 32)
parameters: (0, 71, 103)
random point (1, 81)
result, all curves, all orders
(0, 95, 103) with order 84
(0, 99, 103) with order 97 <--- prime
(0, 101, 103) with order 91
(0, 102, 103) with order 124