Bonsoir Huub,

Sorry for that crasy question.

In G.709 (02/2012) below the figure D.3, it is noted "Cn(t) client data entities have to be distributed over Pserver locations".

Suppose 2 176 client bytes to be mapped in Pserver = 3 808 x 4 = 15 232 payload bytes.

Have we Cn(t)= 2 176 bytes ?

It would seem it is false because we have never (j × Cn(t)) mod Pserver < Cn(t).

Best regards,
Michelot

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Bonjour Michelot,

You wrote:

Sorry for that crasy question.

There are no crazy questions, only crazy answers... ^_^

In G.709 (02/2012) below the figure D.3, it is noted "Cn(t) client
data entities have to be distributed over Pserver locations".

Indeed. By alternating a number of client data entities and
stuff entities.

Suppose 2176 client bytes to be mapped in Pserver = 3808 x 4 =
15232 payload bytes.

Have we Cn(t)= 2176 bytes?

Yes. And because Pserver has 15232 there will be 15232-2176 = 13026
stuffing entities.
The stuffing entities will be distributed and inserted between the
client entities.

It would seem it is false because we have never (j × Cn(t)) mod
Pserver < Cn(t).

Starting with j=1 and applying formulas D-10 and D-11 you will
that for j=1,2,3,4,5,6 equation D-11 is valid and for j=7
equation D-10 because (7*2176)= 15232 and
(7*2176) mod (15232) = 0 and this is < (2176).

Then for j=8,9,10,11,12,13 D-11 is valid and for J=14 D-10, etc.

Best regards, Huub.



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Bonjour Huub,

Many thanks.

I am really happy to understand, by your efforts to take time and explain very clearly.

Cordialement,
Michelot

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