For those who don't master German, I added an English translation from 1822.
http://code.jsoftware.com/wiki/File:Euler_on_infinity.jpg


R.E. Boss


> -----Original Message-----
> From: Programming [mailto:[email protected]]
> On Behalf Of Henry Rich
> Sent: maandag 15 januari 2018 03:26
> To: [email protected]
> Subject: Re: [Jprogramming] understanding constants
> 
> Just looking into the constants page
> [http://code.jsoftware.com/wiki/Vocabulary/Constants]. In the 'infinity'
> section Martin Kreuzer stuck in a clipping from Euler, 1802, blithely 
> explaining
> why 1%0 = infinity.  Oh, those roaring 1800's.
> 
> Henry Rich
> 
> On 1/14/2018 7:59 PM, More Rice wrote:
> > Thank you Henry.
> >
> > Your new table alone can replace the entire dcons.htm page I’ve been
> struggling with.
> >
> > I also missed the important fact that, unlike other languages, the
> specification of the base (left of b) does not change/restrict the range of
> valid digits (in the right of b) -- 0-9 and a-z are always "valid digits” for 
> any
> base.
> >
> > Thanks to your detail explanation!
> >
> > Maurice
> >
> >
> >> On Jan 14, 2018, at 4:32 PM, Martin Kreuzer <[email protected]>
> wrote:
> >>
> >> Henry -
> >> Only following developments from a distance, as I have been ill.
> >> Want to let you know that I appreciate your help ...
> >> -M
> >>
> >> At 2018-01-14 19:34, you wrote:
> >>
> >>> The page http://code.jsoftware.com/wiki/Vocabulary/Constants
> <http://code.jsoftware.com/wiki/Vocabulary/Constants> , though
> incomplete, has much good to say about constants.  I just now added a
> section The_Hierarchy_of_Letters with some details.
> >>>
> >>> Henry Rich
> >>>
> >>> On 1/14/2018 1:19 PM, More Rice wrote:
> >>>> Hi, a newbie question
> >>>> I’vee been trying to test my understanding of the following page by
> combining them in different ways.
> >>>>         http://www.jsoftware.com/help/dictionary/dcons.htm
> >>>> <http://www.jsoftware.com/help/dictionary/dcons.htm>
> >>>> It went well except when I try mixing with non-decimal numbers.  Like:
> >>>>      NB. Tried to do 10*1p0, but p is higher than b in hierarchy; won’t
> work.
> >>>>      NB. But it still have an answer?
> >>>>     16bap0
> >>>> 2960
> >>>> So, questions are:
> >>>> 1. how does it get the value of 2960?
> >>>> 2. Is there a tool to help understand construct like this? (similar
> >>>> to dissect, or ;: for example) thank you.
> >>>
> >>>> Maurice
> >>>> -------------------------------------------------------------------
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> >>>
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