On Apr 29 2020, Laurent Vivier wrote:
> "Since the extended-precision data format has an explicit integer bit, a
> number can be formatted with a nonzero exponent, less than the maximum
> value, and a zero integer bit. The IEEE 754 standard does not define a
> zero integer bit. Such a number is an
Le 15/06/2020 à 17:59, Fred Konrad a écrit :
> Missed this one sorry.
>
> Le 6/12/20 à 10:31 AM, Laurent Vivier a écrit :
>> Le 28/04/2020 à 19:17, KONRAD Frederic a écrit :
>>> The MC68881 say about infinities (3.2.4):
>>>
>>> "*For the extended precision format, the most significant bit of the
>
Missed this one sorry.
Le 6/12/20 à 10:31 AM, Laurent Vivier a écrit :
Le 28/04/2020 à 19:17, KONRAD Frederic a écrit :
The MC68881 say about infinities (3.2.4):
"*For the extended precision format, the most significant bit of the
mantissa (the integer bit) is a don't care."
https://www.nxp.c
Le 28/04/2020 à 19:17, KONRAD Frederic a écrit :
> The MC68881 say about infinities (3.2.4):
>
> "*For the extended precision format, the most significant bit of the
> mantissa (the integer bit) is a don't care."
>
> https://www.nxp.com/docs/en/reference-manual/MC68881UM.pdf
>
> The m68k extende
Laurent Vivier writes:
> Le 29/04/2020 à 11:26, Alex Bennée a écrit :
>>
>> Laurent Vivier writes:
>>
>>> Le 28/04/2020 à 20:43, Alex Bennée a écrit :
KONRAD Frederic writes:
> The MC68881 say about infinities (3.2.4):
>
> "*For the extended precision format, the
Le 29/04/2020 à 11:26, Alex Bennée a écrit :
>
> Laurent Vivier writes:
>
>> Le 28/04/2020 à 20:43, Alex Bennée a écrit :
>>>
>>> KONRAD Frederic writes:
>>>
The MC68881 say about infinities (3.2.4):
"*For the extended precision format, the most significant bit of the
mantis
Le 4/29/20 à 10:42 AM, Laurent Vivier a écrit :
Le 28/04/2020 à 19:17, KONRAD Frederic a écrit :
The MC68881 say about infinities (3.2.4):
"*For the extended precision format, the most significant bit of the
mantissa (the integer bit) is a don't care."
https://www.nxp.com/docs/en/reference-
Laurent Vivier writes:
> Le 29/04/2020 à 11:26, Alex Bennée a écrit :
>>
>> Laurent Vivier writes:
>>
>>> Le 28/04/2020 à 20:43, Alex Bennée a écrit :
KONRAD Frederic writes:
> The MC68881 say about infinities (3.2.4):
>
> "*For the extended precision format, the
Le 29/04/2020 à 11:26, Alex Bennée a écrit :
>
> Laurent Vivier writes:
>
>> Le 28/04/2020 à 20:43, Alex Bennée a écrit :
>>>
>>> KONRAD Frederic writes:
>>>
The MC68881 say about infinities (3.2.4):
"*For the extended precision format, the most significant bit of the
mantis
Laurent Vivier writes:
> Le 28/04/2020 à 20:43, Alex Bennée a écrit :
>>
>> KONRAD Frederic writes:
>>
>>> The MC68881 say about infinities (3.2.4):
>>>
>>> "*For the extended precision format, the most significant bit of the
>>> mantissa (the integer bit) is a don't care."
>>>
>>> https://w
Le 28/04/2020 à 20:43, Alex Bennée a écrit :
>
> KONRAD Frederic writes:
>
>> The MC68881 say about infinities (3.2.4):
>>
>> "*For the extended precision format, the most significant bit of the
>> mantissa (the integer bit) is a don't care."
>>
>> https://www.nxp.com/docs/en/reference-manual/MC
Le 28/04/2020 à 19:17, KONRAD Frederic a écrit :
> The MC68881 say about infinities (3.2.4):
>
> "*For the extended precision format, the most significant bit of the
> mantissa (the integer bit) is a don't care."
>
> https://www.nxp.com/docs/en/reference-manual/MC68881UM.pdf
As we use 68040 I re
KONRAD Frederic writes:
> The MC68881 say about infinities (3.2.4):
>
> "*For the extended precision format, the most significant bit of the
> mantissa (the integer bit) is a don't care."
>
> https://www.nxp.com/docs/en/reference-manual/MC68881UM.pdf
>
> The m68k extended format is implemented
The MC68881 say about infinities (3.2.4):
"*For the extended precision format, the most significant bit of the
mantissa (the integer bit) is a don't care."
https://www.nxp.com/docs/en/reference-manual/MC68881UM.pdf
The m68k extended format is implemented with the floatx80 and
floatx80_invalid_en
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