13491Re: [EMHL] Mittenpunkt And Concurrency Of Three Euler Lines
- Jul 1 11:49 AMDear Antreas,
The locus of Pe as P moves on the Mit-Gerg line looks as one line, but I am not sure. I am now trying construction it. If I can construction it, I can confirm.
Bui Quang Tuan
Antreas P. Hatzipolakis <xpolakis@...> wrote:
On 1-07-06, Quang Tuan Bui wrote:
> Here are some results for the case:
> Q=incenter I and fixed, line is OH, P is any point on the line
>connected Gergonne point and Mittenpunkt point. The concurrent point
>of three Euler lines as Pe.
> 4. Pe is one intersection of circle (Op) and conic (C2).
Hmmm... but what is the locus of Pe as P moves on the Mit-Gerg line?
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