Date: Mar 9, 2013 9:10 AM
Subject: Re: Matheology § 222 Back to the roots

On 9 Mrz., 14:13, William Hughes <> wrote:
> WM logic  (all statements are
>            things that WM agrees with)

Would you deny or forbid that we have learned a lot about infinities
in this thread?
>   No findable line of L is coFIS
>   with d

This holds for the actually infinite d. It surpasses all lines.
>   g is a findable line of L
>   g is coFIS with d

There is a g for every FIS of d in potential infinity.
(Remember: d is nothing but its FISs. Every line is a FIS of d.
Nothing of d can surpass every line.)
> It is amazing what WM will say.

Given the writings of matheologians it is not surprising to see how
difficult it is to bridge the abyss between the infinities and their

Regards, WM