[or aiin]
#18
(11-02-2017, 09:56 PM)Anton wrote: You are not allowed to view links. Register or Login to view.
Quote:What Torsten writes about composites is far less trivial. But there is the question of spaces.

Spaces is an entirely different discussion, let's go back to the subject  [aiin]

Perhaps trivial, but look at ain, aiin, dain and daiin. 
We can find some oi and oii but those counts are very low. The ei and eii occurs only a few times.

Let ain = 1 then dain = d1 and kain = k1
(or let aiin =3 then daiin = d3)
 
From the perspective of ciphers and time, how probable or improbable could it be that:
Let ain =123 then daiin=1223
Let dain = d456 then daiin=d4556

or is aiin a homophone which equals ain?
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Messages In This Thread
[or aiin] - by Emma May Smith - 22-11-2016, 10:42 PM
RE: [or aiin] - by ThomasCoon - 23-11-2016, 01:28 AM
RE: [or aiin] - by Torsten - 23-11-2016, 02:00 AM
RE: [or aiin] - by ThomasCoon - 23-11-2016, 03:14 AM
RE: [or aiin] - by Torsten - 23-11-2016, 08:53 AM
RE: [or aiin] - by MarcoP - 23-11-2016, 12:27 PM
RE: [or aiin] - by Sam G - 23-11-2016, 04:15 PM
RE: [or aiin] - by MarcoP - 23-11-2016, 04:37 PM
RE: [or aiin] - by Koen G - 23-11-2016, 03:46 PM
RE: [or aiin] - by Sam G - 23-11-2016, 07:05 PM
RE: [or aiin] - by ThomasCoon - 23-11-2016, 11:35 PM
RE: [or aiin] - by -JKP- - 24-11-2016, 01:25 AM
RE: [or aiin] - by Davidsch - 24-11-2016, 01:24 PM
RE: [or aiin] - by Emma May Smith - 24-11-2016, 10:04 PM
RE: [or aiin] - by Torsten - 25-11-2016, 11:38 PM
RE: [or aiin] - by ThomasCoon - 11-02-2017, 02:07 AM
RE: [or aiin] - by Anton - 11-02-2017, 09:56 PM
RE: [or aiin] - by Davidsch - 22-03-2017, 01:53 PM
RE: [or aiin] - by cvetkakocj@rogers.com - 05-09-2021, 03:51 PM

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