3833 is a prime number.... and is smaller than 3843 but larger than 3389, I
believe. But that's just math. I can't comment on any other constraint that
explains why the examples use 3389.

Russ


On 06/07/2012 12:35 AM, Felix Frank wrote:
> Hi,
>
> On 06/06/2012 10:24 PM, Pascal BERTON wrote:
>> Well, not a big deal, it effectively works fine with 3833…
>>
>> BTW, I’ve often seen references to a value of 3389 for it. Any reason
>> for that ? Just a legacy value that DRBD users forgot to update ?  Or is
>> there any other reason for that ?
>>
> it's supposedly works best with prime numbers, and 3389 happens to be
> the largest one in the supported range (?)
>
> Cheers,
> Felix
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