Hi,

I would say that there is no rule of thumb.

Even if you have historical data, you could come up with 5:1 or 1:5, all
depending how your system is used.

One days worth of data will give you some information, and one week will
give you a very good estimate.

You can even try the free version of RRR|License, and it will tell you the
ratio that is optimum for you. You can even use the change planner in the
test version, where you can put in a future number of expected users:
http://rrr.se/tmp/rrrLicChangePlanner.html

        Best Regards - Misi, RRR AB, http://www.rrr.se (ARSList MVP 2011)

Products from RRR Scandinavia (Best R.O.I. Award at WWRUG10/11):
* RRR|License - Not enough Remedy licenses? Save money by optimizing.
* RRR|Log - Performance issues or elusive bugs? Analyze your Remedy logs.
Find these products, and many free tools and utilities, at http://rrr.se.

> Hi Jose,
>
> So in order to simplify a model, don´t you think you can compare this
> distribution to the behaviour of ocassional users logging in and updating
> records? because RRRLicense measures over a period of time and I do not
> have historical data and no window frame to measure from this present time
> into the future
>
> Thank you!!!
>
> Mauricio
>
> 2012/6/28 Jose Huerta <[email protected]>
>
>> ** Erlang formulas assume Poisson distribution. Your team won't be
>> distributed in any computable wat. So I recommend you to study the use.
>> Maybe you can try the RRR|License tool.
>>
>> Jose M. Huerta
>> Project Manager**
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>>
>> On Thu, Jun 28, 2012 at 9:23 PM, Mauricio M. <[email protected]>
>> wrote:
>>
>>> ** Hello All,
>>>
>>>
>>> I know this is and old age question but it continues to be relevant on
>>> how you estimate the appropiate number of floating licenses that will
>>> be
>>> needed in the near future for a given application, but not taking into
>>> account any past behaviour, I mean, suppose that we do not have
>>> historical
>>> data to reference, but only an expected behaviour in regards to a total
>>> number of users, total number of tickets, etc. As a rule of thumb we
>>> might
>>> use a given proportion, 3:1 or 5:1 but how you normally manage to hold
>>> up a
>>> more solid number? I was wondering if anyone has used Erlang formulas
>>> to
>>> get a more solid number?
>>>
>>> Thank you and Regards,
>>>
>>> -Mauricio
>>> _attend WWRUG12 www.wwrug.com ARSlist: "Where the Answers Are"_
>>
>>
>> _attend WWRUG12 www.wwrug.com ARSlist: "Where the Answers Are"_
>
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