On 13/03/2019 22:28, Richard Moore via dev-security-policy wrote:
> On Tuesday, March 12, 2019 at 11:53:25 PM UTC, Kurt Roeckx wrote:
>>
>> The expected distribution when generating a random 64 bit integer
>> and properly encoding that as DER is that:
>> - about 1/2 integers require 9 bytes
>> - about 1/2 integers require 8 bytes
>> - about 1/512 integers require 7 bytes
>> - about 1/131072 integers require 6 bytes
>> - about 1/33554432 integers require 5 bytes
>> - [...]
>>
>> That a serial is smaller than 8 bytes is not an indication that it
>> doesn't contain enough entropy.
> 
> This is true, but the situation is surely worse - any CA who's serial numbers 
> do not have a significant length variation is almost certainly not providing 
> 64 bits of entropy with the exception of those who are add a prefix to ensure 
> it is positive, and even those are not providing it unless they have lots of 
> serial numbers with a big block of zeros.
> 
> If any other CA wants to check theirs before someone else does, then now is 
> surely the time to speak up.

Someone else is in the process of checking...  ;-)

-- 
Rob Stradling
Senior Research & Development Scientist
Sectigo Limited

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