>> thanks! Was away last week and so didn't have a chance to try fixing this.
>>
>> I'll patch that it and run the tests against it.
> 
> I've run out of time tracking this down for today, but I got to the
> point where setting the Jacobian coordinates:
> 
> X: C4EB2994C09557B400FF6A543CFB257F945E86FE3DF1D32A8128F32927666A8F
> Y: 3D5283F8F10F559AE5310005005F321B28D2D699F3E01F179F91AC6660013328
> Z: F97FD7E6757991A2C7E0C2488FF3C54E58030BCACF3FB95954FD3EF211C24631
> 
> and multiplying that point by
> 2269520AFB46450398DE95AE59DDBDC1D42B8B7030F81BCFEF12D819C1D678DD
> results in the affine point:
> 
> x: 4BBC2813F69EF6A4D3E69E2832E9A9E97FF59F8C136DCDBD9509BC685FF337FD
> y: BDCB623715CE2D983CFC2776C6EED4375454BE2C88932D43856906C1DC7A0BD7
> 
> However, I believe that the result should be:
> 
> x: C2910AA0216D12DE30C5573CCFC4116546E3091DC1E9EC8604F634185CE40863
> y: C9071E13D688C305CE179C6168DD9066657BC6CDC1639A44B68DF7F1E0A40EDF

I do get the latter...





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