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GOMMATASARA.
Commentary.
guafa Gunáháni, (G) is the number of terms of a series the sum of which is the number of molecules of a unit of Bondage, (M.U.B.) and each term in which is half of the term immediately preceding it. Gunaháni-á-yám, (G. A.) is the number of instants (Samayas) in one Gunaháni.
नान गुणहानि nāná gunaháni is the group of gunahánis in one Unit of Bondage.
the number of gunahánis in one Unit of Bondage.
Duration of Bondage (S). Thus gunaháni-áyáma= number of gunahánis
Anyonya-bhyasta-ráshi - 2 raised to the power of
E. G. if 48 samayas is the duration of Unit of Bondage, and 6 is the number of gunahánis, then gunaháni-áyâma⇒ 8.
Here náná-gunaháni the group of 6 gunahánis.
Anyonyá bhyastaráshi here=25-64.
This minus one, being the divisor of the number of a Unit of Bondage gives us the term of the series.
E. G. if a Unit of Bondage have 6300 molecules, then the last term is
6300 64-1
-100.
Thus the series of 6 gunahánis here is.
3200+ 1600+ 800+ 400+ 200+ 100-6300.
1600
800
400
200
100
In the example given above, the soul which binds in one instant 6300 molecules, of a duration of 48 samayas and of 6 gunahánis, will shed 3200 molecules in the 1st 8 samayas.
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2nd
3rd
4th
5th
6th
Nishekahára (N 2G. A.) is always double the number of
gunaháni áyáma. Thus in the above example nishekahára is double of 8-16.
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Chaya (C) is the regular arithmetic difference between any consecutive two of the terms of the series of a gunaháni. Chaya is the molecules of a gunaháni divided by
nishekáhára + No. of gunaháni ayámá + 1
2
molecules of a gunahánix 2
(nishekahára+ No. of gunaháni áyáma + 1)× gunaháni áyáma. molecules of a gunaháni x2
× gunaháni áɣáma.
(2 gunaháni áyáma+No. of gunaháni áyáma+ 1) × gunaháni áyáma. M. U. B. x 2
S
S
S
( 2ဠိ + မြို့ +1 ) × $
G
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