Searching map area
Floating-point arithmetic
Y? 67%
Computer approximation for real numbers
Ratings
1

THREAD:4 (FLOATING POINT EXCEPTION)

PC 80067524H

AT:47800000H

AO:800AE4COH

A3:411752EAH

T2:00000000H

T5:028F0000H

SO 800AE590H

S3 800AE4DOH

56 00000000H

T9: FFFF0000H

58:00000000H

SR: 2000FF03H VA: FFFFFFFFH

VO: 3C23D70AH

A1: 80311520H

TO:0000028FH

T3 00000000H

T6:00000000H

S1:800AE490H

S4: 800AE450H

$7:00000000H

GP:00000000H

RA: 8011047CH

:

:

A2: 800AE490H

T1 : 0000000NH

T4:00000000H

T7:028F0000H

S2 803114DOH

$5:00000000H

T8:80311528H

SP: 800AE3F8H

MM 4600848DH

:

FPCSR 0102080CH (UNIMPLEMENTED OPERATION...

Read more

THREAD:4 (FLOATING POINT EXCEPTION)

PC 80067524H

AT:47800000H

AO:800AE4COH

A3:411752EAH

T2:00000000H

T5:028F0000H

SO 800AE590H

S3 800AE4DOH

56 00000000H

T9: FFFF0000H

58:00000000H

SR: 2000FF03H VA: FFFFFFFFH

VO: 3C23D70AH

A1: 80311520H

TO:0000028FH

T3 00000000H

T6:00000000H

S1:800AE490H

S4: 800AE450H

$7:00000000H

GP:00000000H

RA: 8011047CH

:

:

A2: 800AE490H

T1 : 0000000NH

T4:00000000H

T7:028F0000H

S2 803114DOH

$5:00000000H

T8:80311528H

SP: 800AE3F8H

MM 4600848DH

:

FPCSR 0102080CH (UNIMPLEMENTED OPERATION)

:

H

FOO: +6.554E+04 F02 : +0.000E+00 F04 : +2.595E+00

F06 +1.701E+05 F08:

F10 +3.277E+04

F12 +1.000E+00 F14:+0.000E+00 F16 +2.148E+09

F18 +0.000E+00 F20 +0.000E+00 F22: +1.000E+00

F24: +0.000E+00 F26 +0.000E+00 F28 +0.000E+00

F30: +0.000E+00

:

Y
Y?
N?
N
Y? 67%
1 rating
Lists
0

In computing, floating-point arithmetic (FP) is arithmetic that represents subsets of real numbers using an integer with a fixed precision, called the significand, scaled by an integer exponent of a fixed base.