Computed 78519 primes, largest is 1000253
Extra primes in list: 
Curve [1,0,0,-9632000,11505156432]
Point [1794:-732:1] has infinite order
Local heights:
Sum so far =	0
log(den(x(P))) = 0
2:		-0.51986
3:		0
5:		-1.07296
7:		0
43:		0
Sum so far =	-1.59282
R:		2.68536

Sum of local heights: 1.09254
global height of [1794:-732:1] is 1.09254
Curve [0,1,0,-19357973048906456166239827272707359553313344,21187731957757821187375878909257489490487412099497964528006317056]
Input curve is not minimal at [ 2 ]
Heights will be computed after mapping points to the minimal model [1,0,0,-1209873315556653510389989204544209972082084,331058311839965956052748107957148273288865814054655695750098704]
Point [11376724821019368394185473144824:531128848935479591898724774494856605576120:2212245127] has infinite order
Local heights:
1303:		14.3448
Sum so far =	14.3448
log(den(x(P))) = 14.3448
2:		-0.649825
3:		-3.20429
7:		-1.94591
13:		-2.56495
29:		-1.68365
31:		-2.57549
43:		-1.8806
73:		0
79:		-3.27709
83:		0
89:		0
151:		0
199:		-2.64665
239:		0
263:		0
601:		-6.39859
617:		0
1433:		0
3449:		-4.07292
6199:		-4.36607
1607849:		-7.1452
Sum so far =	-28.0664
R:		48.7913

Sum of local heights: 20.725
global height of [11376724821019368394185473144824:531128848935479591898724774494856605576120:2212245127] is 20.725


Testing points on the curve [0,0,1,-7,6]
The points are P0 = [0:2:1], P1 = [1:0:1], and P2 = [2:0:1]
Their negatives are -P0 = [0:-3:1], -P1 = [1:-1:1], and -P2 = [2:-1:1]
Computing their heights:
Heights are 0.990906, 0.668205, and 0.767043
The origin is [0:1:0]
Now some additions etc,:
P0 + P1 = [3:3:1]
P0 - P1 = [8:21:1]
P0 - P1 - P2 = [93:-143:27]
P0.twice() = [245:-32:125]
P0 + P0 = [245:-32:125]
3*P0 = [-74725:-438957:117649]
P0 - P0 = [0:1:0]
P0 +3 P1 - P2 = [816:-23310:1]
2P0 +2 P1 + P2 = [93:896:1]
P0 -P1 -P2 = [93:-143:27]
	 with height 3.51888
2 (P0 -P1 -P2) = [936156018:-10370368:469097433]
	 with height 14.0755
The quotient is 4
3 (P0 -P1 -P2) = [141154686087724689336:364929251737439849995:18067866971533021791]
	 with height 31.6699
The quotient is 9
The regulator of P0, P1, P2 is 0.417144