.so macro
.he 'FLOAT''FLOAT'
.n  NAME
float - floating point number formats
.d  DESCRIPTION
.ti +5
Regulus supports two formats of single precision floating point numbers.
They are the Motorola 'Fast Floating Point' and the 'IEEE standard'.
Both types are stored in 32-bit entities.  They are not compatible.
.sp
.ti +5
The FFP format consists of a 24 bit mantissa, 1 bit of sign, and
7 bits of exponent.  The exponent is stored in it's two's complement
form.
.sp
.na
.nf
.in +3
[ | | | | | | | ~~~~ | | | | | | | | | | | | | | | | ]
|------------ Mantissa --------------|S|---- Exp ----|
.in -3
.fi
.ad
.sp
The IEEE format consists of 1 sign bit, 8 bits of exponent, and 23
bits of mantissa.  The exponent is store in it's Excess 127 format.
.sp
.na
.nf
.in +3
[ | | | | | | | | | | | | | | | ~~~~ | | | | | | | | ]
|S|----- Exp -----|---------- Mantissa --------------|
.in -3
.fi
.ad
.sp
The floating point numbers represented by the IEEE format are :
(-1)^S * 1.F * 2^E, the FFP floating point numbers are of the form :
(-1)^S * 0.F * 2^E.
.sp
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The IEEE format will be used if the -e flag is given to the compiler
or if the -lE flag is given to the loader.  The FFP format will be
used if the -f flag is given to the compiler or if the -lF flag is
given to the loader.  These flags cause floating point constants of
the appropriate flavor to be generated and the appropriate library
to be loaded.
.sp
.ti +5
The IEEE floating point values lose some precision due to the fact that
calculations use the fast floating point routines, and a translation to
and from the FFP format.
.sa SEE ALSO
cc(cmnd), lo(cmnd)