Panasonic FP0R User Manual page 312

Num-
Name
ber
F63 32-bit data
P63 band
compare
F64 Block data
P64 compare
Logic operation instructions
F65 16-bit data
P65 AND
F66 16-bit data
P66 OR
F67 16-bit data
P67 exclusive
OR
F68 16-bit data
P68 exclusive
NOR
F69 16-bit data
P69 unite
Data conversion instructions
F70 Block check
P70 code
calculation
F71 Hexadecima
P71 l data →
ASCII code
F72 ASCII code
P72 → Hexadeci-
mal data
F73 4-digit BCD
P73 data →
ASCII code
F74 ASCII code
P74 → 4-digit
BCD data
F75 16-bit binary
P75 data →
ASCII code
: Available, : Not available,
15-50
Ope-
Boo-
lean
rand
DWIN
S1, S2, (S1+1, S1)>(S3+1, S3)→R900A: on
PDWIN S3 (S2+1, S2)< or=(S1+1, S1)< or=(S3+1,
S3)→R900B: on
(S1+1, S1)<(S2+1, S2)→R900C: on
BCMP S1, S2, Compares the two blocks beginning with
PBCMP S3 "S2" and "S3" to see if they are equal.
WAN S1, S2, D (S1) AND (S2)→(D)
PWAN
WOR S1, S2, D (S1) OR (S2)→(D)
PWOR
XOR S1, S2, D
{(S1) AND (S2)} OR {(S1) AND (S2)}→(D)
PXOR
XNR
S1, S2, D
{(S1) AND (S2)} OR {(S1) AND (S2)}→(D)
PXNR
WUNI S1, S2,
([S1] AND [S3]) OR ([S2] AND [S3])→(D)
PWUNI S3, D
When (S3) is H0, (S2)→(D)
When (S3) is HFFFF, (S1) →(D)
BCC
S1, S2, Creates the code for checking the data
PBCC S3, D specified by "S2" and "S3" and stores it in
"D".
The calculation method is specified by
"S1".
HEXA S1, S2, D Converts the hexadecimal data specified
PHEXA by "S1" and "S2" to ASCII code and stores
it in "D".
Example: HABCD→ H 42 41 44 43
AHEX S1, S2, D Converts the ASCII code specified by "S1"
PAHEX and "S2" to hexadecimal data and stores
it in "D".
Example: H 44 43 42 41
BCDA
S1, S2, D Converts the four digits of BCD data
PBCDA specified by "S1" and "S2" to ASCII code
and stores it in "D".
Example: H1234→ H 32 31 34 33
ABCD S1, S2, D Converts the ASCII code specified by "S1"
PABCD and "S2" to four digits of BCD data and
stores it in "D".
Example: H 34 33 32 31
BINA S1, S2, D Converts the 16 bits of binary data
PBINA specified
by "S1" to ASCII code and stores it in "D"
(area of "S2" bytes).
Example: K-100→ H 30 30 31 2D 20 20
: Not available partially
Description
B A D C
→ HCDAB
D C B A
2 1 4 3
→ H3412
4 3 2 1
0 0 1 -
13
7
7
7
7
7
9
9
7
7
7
9
7