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Date: Thu, 20 Apr 2023 00:30:01 -0700 (PDT)
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Subject: Re: et sur le fond un avis ?
From: "remy.au...@gmail.com" <remy.aumeunier@gmail.com>
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Le mercredi 19 avril 2023 =C3=A0 15:58:36 UTC+2, Python a =C3=A9crit=C2=A0:
> Le 19/04/2023 =C3=A0 14:14, remy.au...@gmail.com a =C3=A9crit :
> > bonjour=20
> >=20
> > https://www.cjoint.com/doc/23_04/MDtmfR2jesJ_conjecture-de-Goldbach-en-=
v2.pdf=20
> > Cette d=C3=A9mo est en liste pour un prix, donc un point de vue sur le =
fond SVP. Pour rappel, il n'y a pratiquement plus personne ici donc si l'on=
 pouvait =C3=A9viter les conneries habituelles, merci.
> Cette phrase n'a pas de sens : "we don=E2=80=99t know why some primes, de=
compose=20
> the even integers in sums of two primes".


We will agree to say that at the time of writing, Goldbach=E2=80=99s conjec=
ture is not proven, that it is verified for all even integers less than 8, =
875.1030. And that we don=E2=80=99t know why some primes, decompose the eve=
n integers in sums of two primes.


google translate


Nous conviendrons de dire qu'=C3=A0 l'heure o=C3=B9 j' =C3=A9crit, la conje=
cture de Goldbach n'est pas prouv=C3=A9e, qu'elle est v=C3=A9rifi=C3=A9e po=
ur tout entier pair inf=C3=A9rieur =C3=A0 8 875,1030. Et qu'on ne sait pas =
pourquoi certains nombres premiers, d=C3=A9composent les entiers pairs en s=
ommes de deux nombres premiers.