Even if fixed supports 7 decimal places, those 7 decimal places should have 
the same value (after rounding) as the result provided by math.Big.
I suspect the precision loss is in the Div method: 
https://github.com/robaho/fixed/blob/master/fixed.go#L232


Manlio Perillo

On Sunday, February 2, 2020 at 12:11:08 AM UTC+1, Robert Engels wrote:
>
> fixed only supports 8 decimals places - fixed. Without digging into the 
> algorithm I’m sure that is the source of your issue. 
>
>
> On Feb 1, 2020, at 4:03 PM, crate...@gmail.com <javascript:> wrote:
>
> 
> Perhaps I'm doing something wrong or using the library outside of its 
> intended purpose, but I found that this library doesn't handle Muller's 
> Recurrence correctly. For those not familiar, Muller's Recurrence is 108 
> - (815-1500/z)/y
>
> https://play.golang.org/p/sePTgjZzHeY
>
> See 
> https://latkin.org/blog/2014/11/22/mullers-recurrence-roundoff-gone-wrong/
>
> On Sunday, January 26, 2020 at 8:46:16 AM UTC-8, Robert Engels wrote:
>>
>> Which is exactly what github.com/robaho/fixed and many others do!
>>
>> On Jan 26, 2020, at 10:34 AM, Michael Jones <michae...@gmail.com> wrote:
>>
>> 
>> ...thus the virtue of scaled integers. scaling by 100 makes cents whole, 
>> scaling by 10000*100 gives four decimal places beyond that. There is 
>> nothing bad about floating point despite the reputation, it's just not the 
>> number system from algebra; nor is binary floating point the same as 
>> decimal floating point. The problems all start with false presumptions.
>>
>> On Sun, Jan 26, 2020 at 8:20 AM Robert Engels <ren...@ix.netcom.com> 
>> wrote:
>>
>>> Just an FYI, often that is not correct. Many financial systems require 
>>> fractional pennies due to the volume of transactions. Think about taxing 
>>> stock exchanges.... the pennies add up quickly at any tax rate, so they use 
>>> fractional pennies to reduce the size of the error bucket. 
>>>
>>> On Jan 26, 2020, at 8:50 AM, Pat Farrell <pat2...@gmail.com> wrote:
>>>
>>> 
>>> never use floating point if you are trying to represent money, say 
>>> dollars and cents or decimal values of the euro.
>>> Store the money as integer number of pennies.
>>>
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>>
>> -- 
>>
>> *Michael T. jonesmichae...@gmail.com*
>>
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