Parallax Propeller 2 Instructions v33
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ABCDEFGHIJKLMNOPQRSTUVWXYZAAABACADAEAFAGAH
1
0- Alias -- Group -- Encoding -
#S = immediate (I=1). S = register.
#D = immediate (L=1). D = register.

- Assembly Syntax -
* Z = (result == 0).
** If #S and cogex, PC += signed(S). If #S and hubex, PC += signed(S*4). If S, PC = register S.

- Description -
Next Inst
Shielded
from
Interrupt
8-Cog Timing
* +1 if crosses hub long

- Cogex Cycles -
8-Cog Timing
* +1 if crosses hub long

- Hubex Cycles -
16-Cog Timing
* +1 if crosses hub long

- Cogex Cycles -
16-Cog Timing
* +1 if crosses hub long

- Hubex Cycles -
* Data not forwarded.

- Register Write -
- Hub R/W -- Stack R/W -
2
1.Miscellaneous0000 0000000 000 000000000 000000000NOPNo operation.2same2same
3
2.Math and LogicEEEE 0000000 CZI DDDDDDDDD SSSSSSSSSROR D,{#}S {WC/WZ/WCZ}Rotate right. D = [31:0] of ({D[31:0], D[31:0]} >> S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[0]. *2same2sameD
4
3.Math and LogicEEEE 0000001 CZI DDDDDDDDD SSSSSSSSSROL D,{#}S {WC/WZ/WCZ}Rotate left. D = [63:32] of ({D[31:0], D[31:0]} << S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[31]. *2same2sameD
5
4.Math and LogicEEEE 0000010 CZI DDDDDDDDD SSSSSSSSSSHR D,{#}S {WC/WZ/WCZ}Shift right. D = [31:0] of ({32'b0, D[31:0]} >> S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[0]. *2same2sameD
6
5.Math and LogicEEEE 0000011 CZI DDDDDDDDD SSSSSSSSSSHL D,{#}S {WC/WZ/WCZ}Shift left. D = [63:32] of ({D[31:0], 32'b0} << S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[31]. *2same2sameD
7
6.Math and LogicEEEE 0000100 CZI DDDDDDDDD SSSSSSSSSRCR D,{#}S {WC/WZ/WCZ}Rotate carry right. D = [31:0] of ({{32{C}}, D[31:0]} >> S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[0]. *2same2sameD
8
7.Math and LogicEEEE 0000101 CZI DDDDDDDDD SSSSSSSSSRCL D,{#}S {WC/WZ/WCZ}Rotate carry left. D = [63:32] of ({D[31:0], {32{C}}} << S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[31]. *2same2sameD
9
8.Math and LogicEEEE 0000110 CZI DDDDDDDDD SSSSSSSSSSAR D,{#}S {WC/WZ/WCZ}Shift arithmetic right. D = [31:0] of ({{32{D[31]}}, D[31:0]} >> S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[0]. *2same2sameD
10
9.Math and LogicEEEE 0000111 CZI DDDDDDDDD SSSSSSSSSSAL D,{#}S {WC/WZ/WCZ}Shift arithmetic left. D = [63:32] of ({D[31:0], {32{D[0]}}} << S[4:0]). C = last bit shifted out if S[4:0] > 0, else D[31]. *2same2sameD
11
10.Math and LogicEEEE 0001000 CZI DDDDDDDDD SSSSSSSSSADD D,{#}S {WC/WZ/WCZ}Add S into D. D = D + S. C = carry of (D + S). *2same2sameD
12
11.Math and LogicEEEE 0001001 CZI DDDDDDDDD SSSSSSSSS
ADDX D,{#}S {WC/WZ/WCZ}
Add (S + C) into D, extended. D = D + S + C. C = carry of (D + S + C). Z = Z AND (result == 0).2same2sameD
13
12.Math and LogicEEEE 0001010 CZI DDDDDDDDD SSSSSSSSS
ADDS D,{#}S {WC/WZ/WCZ}
Add S into D, signed. D = D + S. C = correct sign of (D + S). *2same2sameD
14
13.Math and LogicEEEE 0001011 CZI DDDDDDDDD SSSSSSSSS
ADDSX D,{#}S {WC/WZ/WCZ}
Add (S + C) into D, signed and extended. D = D + S + C. C = correct sign of (D + S + C). Z = Z AND (result == 0).2same2sameD
15
14.Math and LogicEEEE 0001100 CZI DDDDDDDDD SSSSSSSSSSUB D,{#}S {WC/WZ/WCZ}Subtract S from D. D = D - S. C = borrow of (D - S). *2same2sameD
16
15.Math and LogicEEEE 0001101 CZI DDDDDDDDD SSSSSSSSS
SUBX D,{#}S {WC/WZ/WCZ}
Subtract (S + C) from D, extended. D = D - (S + C). C = borrow of (D - (S + C)). Z = Z AND (result == 0).2same2sameD
17
16.Math and LogicEEEE 0001110 CZI DDDDDDDDD SSSSSSSSS
SUBS D,{#}S {WC/WZ/WCZ}
Subtract S from D, signed. D = D - S. C = correct sign of (D - S). *2same2sameD
18
17.Math and LogicEEEE 0001111 CZI DDDDDDDDD SSSSSSSSS
SUBSX D,{#}S {WC/WZ/WCZ}
Subtract (S + C) from D, signed and extended. D = D - (S + C). C = correct sign of (D - (S + C)). Z = Z AND (result == 0).2same2sameD
19
18.Math and LogicEEEE 0010000 CZI DDDDDDDDD SSSSSSSSS
CMP D,{#}S {WC/WZ/WCZ}
Compare D to S. C = borrow of (D - S). Z = (D == S).2same2same
20
19.Math and LogicEEEE 0010001 CZI DDDDDDDDD SSSSSSSSS
CMPX D,{#}S {WC/WZ/WCZ}
Compare D to (S + C), extended. C = borrow of (D - (S + C)). Z = Z AND (D == S + C).2same2same
21
20.Math and LogicEEEE 0010010 CZI DDDDDDDDD SSSSSSSSS
CMPS D,{#}S {WC/WZ/WCZ}
Compare D to S, signed. C = correct sign of (D - S). Z = (D == S).2same2same
22
21.Math and LogicEEEE 0010011 CZI DDDDDDDDD SSSSSSSSS
CMPSX D,{#}S {WC/WZ/WCZ}
Compare D to (S + C), signed and extended. C = correct sign of (D - (S + C)). Z = Z AND (D == S + C).2same2same
23
22.Math and LogicEEEE 0010100 CZI DDDDDDDDD SSSSSSSSS
CMPR D,{#}S {WC/WZ/WCZ}
Compare S to D (reverse). C = borrow of (S - D). Z = (D == S).2same2same
24
23.Math and LogicEEEE 0010101 CZI DDDDDDDDD SSSSSSSSS
CMPM D,{#}S {WC/WZ/WCZ}
Compare D to S, get MSB of difference into C. C = MSB of (D - S). Z = (D == S).2same2same
25
24.Math and LogicEEEE 0010110 CZI DDDDDDDDD SSSSSSSSS
SUBR D,{#}S {WC/WZ/WCZ}
Subtract D from S (reverse). D = S - D. C = borrow of (S - D). *2same2sameD
26
25.Math and LogicEEEE 0010111 CZI DDDDDDDDD SSSSSSSSS
CMPSUB D,{#}S {WC/WZ/WCZ}
Compare and subtract S from D if D >= S. If D => S then D = D - S and C = 1, else D same and C = 0. *2same2sameD
27
26.Math and LogicEEEE 0011000 CZI DDDDDDDDD SSSSSSSSSFGE D,{#}S {WC/WZ/WCZ}Force D >= S. If D < S then D = S and C = 1, else D same and C = 0. *2same2sameD
28
27.Math and LogicEEEE 0011001 CZI DDDDDDDDD SSSSSSSSSFLE D,{#}S {WC/WZ/WCZ}Force D <= S. If D > S then D = S and C = 1, else D same and C = 0. *2same2sameD
29
28.Math and LogicEEEE 0011010 CZI DDDDDDDDD SSSSSSSSS
FGES D,{#}S {WC/WZ/WCZ}
Force D >= S, signed. If D < S then D = S and C = 1, else D same and C = 0. *2same2sameD
30
29.Math and LogicEEEE 0011011 CZI DDDDDDDDD SSSSSSSSSFLES D,{#}S {WC/WZ/WCZ}Force D <= S, signed. If D > S then D = S and C = 1, else D same and C = 0. *2same2sameD
31
30.Math and LogicEEEE 0011100 CZI DDDDDDDDD SSSSSSSSS
SUMC D,{#}S {WC/WZ/WCZ}
Sum +/-S into D by C. If C = 1 then D = D - S, else D = D + S. C = correct sign of (D +/- S). *2same2sameD
32
31.Math and LogicEEEE 0011101 CZI DDDDDDDDD SSSSSSSSS
SUMNC D,{#}S {WC/WZ/WCZ}
Sum +/-S into D by !C. If C = 0 then D = D - S, else D = D + S. C = correct sign of (D +/- S). *2same2sameD
33
32.Math and LogicEEEE 0011110 CZI DDDDDDDDD SSSSSSSSS
SUMZ D,{#}S {WC/WZ/WCZ}
Sum +/-S into D by Z. If Z = 1 then D = D - S, else D = D + S. C = correct sign of (D +/- S). *2same2sameD
34
33.Math and LogicEEEE 0011111 CZI DDDDDDDDD SSSSSSSSS
SUMNZ D,{#}S {WC/WZ/WCZ}
Sum +/-S into D by !Z. If Z = 0 then D = D - S, else D = D + S. C = correct sign of (D +/- S). *2same2sameD
35
34.Math and LogicEEEE 0100000 CZI DDDDDDDDD SSSSSSSSSTESTB D,{#}S WC/WZTest bit S[4:0] of D, write to C/Z. C/Z = D[S[4:0]].2same2same
36
35.Math and LogicEEEE 0100001 CZI DDDDDDDDD SSSSSSSSSTESTBN D,{#}S WC/WZTest bit S[4:0] of !D, write to C/Z. C/Z = !D[S[4:0]].2same2same
37
36.Math and LogicEEEE 0100010 CZI DDDDDDDDD SSSSSSSSSTESTB D,{#}S ANDC/ANDZTest bit S[4:0] of D, AND into C/Z. C/Z = C/Z AND D[S[4:0]].2same2same
38
37.Math and LogicEEEE 0100011 CZI DDDDDDDDD SSSSSSSSSTESTBN D,{#}S ANDC/ANDZTest bit S[4:0] of !D, AND into C/Z. C/Z = C/Z AND !D[S[4:0]].2same2same
39
38.Math and LogicEEEE 0100100 CZI DDDDDDDDD SSSSSSSSSTESTB D,{#}S ORC/ORZTest bit S[4:0] of D, OR into C/Z. C/Z = C/Z OR D[S[4:0]].2same2same
40
39.Math and LogicEEEE 0100101 CZI DDDDDDDDD SSSSSSSSSTESTBN D,{#}S ORC/ORZTest bit S[4:0] of !D, OR into C/Z. C/Z = C/Z OR !D[S[4:0]].2same2same
41
40.Math and LogicEEEE 0100110 CZI DDDDDDDDD SSSSSSSSSTESTB D,{#}S XORC/XORZTest bit S[4:0] of D, XOR into C/Z. C/Z = C/Z XOR D[S[4:0]].2same2same
42
41.Math and LogicEEEE 0100111 CZI DDDDDDDDD SSSSSSSSSTESTBN D,{#}S XORC/XORZTest bit S[4:0] of !D, XOR into C/Z. C/Z = C/Z XOR !D[S[4:0]].2same2same
43
42.Math and LogicEEEE 0100000 CZI DDDDDDDDD SSSSSSSSSBITL D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = 0. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
44
43.Math and LogicEEEE 0100001 CZI DDDDDDDDD SSSSSSSSSBITH D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = 1. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
45
44.Math and LogicEEEE 0100010 CZI DDDDDDDDD SSSSSSSSSBITC D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = C. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
46
45.Math and LogicEEEE 0100011 CZI DDDDDDDDD SSSSSSSSSBITNC D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = !C. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
47
46.Math and LogicEEEE 0100100 CZI DDDDDDDDD SSSSSSSSSBITZ D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = Z. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
48
47.Math and LogicEEEE 0100101 CZI DDDDDDDDD SSSSSSSSSBITNZ D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = !Z. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
49
48.Math and LogicEEEE 0100110 CZI DDDDDDDDD SSSSSSSSSBITRND D,{#}S {WCZ}Bits D[S[9:5]+S[4:0]:S[4:0]] = RNDs. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
50
49.Math and LogicEEEE 0100111 CZI DDDDDDDDD SSSSSSSSSBITNOT D,{#}S {WCZ}Toggle bits D[S[9:5]+S[4:0]:S[4:0]]. Prior SETQ overrides S[9:5]. C,Z = original D[S[4:0]].2same2sameD
51
50.Math and LogicEEEE 0101000 CZI DDDDDDDDD SSSSSSSSSAND D,{#}S {WC/WZ/WCZ}AND S into D. D = D & S. C = parity of result. *2same2sameD
52
51.Math and LogicEEEE 0101001 CZI DDDDDDDDD SSSSSSSSS
ANDN D,{#}S {WC/WZ/WCZ}
AND !S into D. D = D & !S. C = parity of result. *2same2sameD
53
52.Math and LogicEEEE 0101010 CZI DDDDDDDDD SSSSSSSSSOR D,{#}S {WC/WZ/WCZ}OR S into D. D = D | S. C = parity of result. *2same2sameD
54
53.Math and LogicEEEE 0101011 CZI DDDDDDDDD SSSSSSSSSXOR D,{#}S {WC/WZ/WCZ}XOR S into D. D = D ^ S. C = parity of result. *2same2sameD
55
54.Math and LogicEEEE 0101100 CZI DDDDDDDDD SSSSSSSSS
MUXC D,{#}S {WC/WZ/WCZ}
Mux C into each D bit that is '1' in S. D = (!S & D ) | (S & {32{ C}}). C = parity of result. *2same2sameD
56
55.Math and LogicEEEE 0101101 CZI DDDDDDDDD SSSSSSSSS
MUXNC D,{#}S {WC/WZ/WCZ}
Mux !C into each D bit that is '1' in S. D = (!S & D ) | (S & {32{!C}}). C = parity of result. *2same2sameD
57
56.Math and LogicEEEE 0101110 CZI DDDDDDDDD SSSSSSSSS
MUXZ D,{#}S {WC/WZ/WCZ}
Mux Z into each D bit that is '1' in S. D = (!S & D ) | (S & {32{ Z}}). C = parity of result. *2same2sameD
58
57.Math and LogicEEEE 0101111 CZI DDDDDDDDD SSSSSSSSS
MUXNZ D,{#}S {WC/WZ/WCZ}
Mux !Z into each D bit that is '1' in S. D = (!S & D ) | (S & {32{!Z}}). C = parity of result. *2same2sameD
59
58.Math and LogicEEEE 0110000 CZI DDDDDDDDD SSSSSSSSS
MOV D,{#}S {WC/WZ/WCZ}
Move S into D. D = S. C = S[31]. *2same2sameD
60
59.Math and LogicEEEE 0110001 CZI DDDDDDDDD SSSSSSSSSNOT D,{#}S {WC/WZ/WCZ}Get !S into D. D = !S. C = !S[31]. *2same2sameD
61
60aliasMath and Logic
EEEE 0110001 CZ0 DDDDDDDDD DDDDDDDDD
NOT D {WC/WZ/WCZ}Get !D into D. D = !D. C = !D[31]. *2same2sameD
62
61.Math and LogicEEEE 0110010 CZI DDDDDDDDD SSSSSSSSSABS D,{#}S {WC/WZ/WCZ}Get absolute value of S into D. D = ABS(S). C = S[31]. *2same2sameD
63
62aliasMath and Logic
EEEE 0110010 CZ0 DDDDDDDDD DDDDDDDDD
ABS D {WC/WZ/WCZ}Get absolute value of D into D. D = ABS(D). C = D[31]. *2same2sameD
64
63.Math and LogicEEEE 0110011 CZI DDDDDDDDD SSSSSSSSSNEG D,{#}S {WC/WZ/WCZ}Negate S into D. D = -S. C = MSB of result. *2same2sameD
65
64aliasMath and Logic
EEEE 0110011 CZ0 DDDDDDDDD DDDDDDDDD
NEG D {WC/WZ/WCZ}Negate D. D = -D. C = MSB of result. *2same2sameD
66
65.Math and LogicEEEE 0110100 CZI DDDDDDDDD SSSSSSSSS
NEGC D,{#}S {WC/WZ/WCZ}
Negate S by C into D. If C = 1 then D = -S, else D = S. C = MSB of result. *2same2sameD
67
66aliasMath and Logic
EEEE 0110100 CZ0 DDDDDDDDD DDDDDDDDD
NEGC D {WC/WZ/WCZ}Negate D by C. If C = 1 then D = -D, else D = D. C = MSB of result. *2same2sameD
68
67.Math and LogicEEEE 0110101 CZI DDDDDDDDD SSSSSSSSS
NEGNC D,{#}S {WC/WZ/WCZ}
Negate S by !C into D. If C = 0 then D = -S, else D = S. C = MSB of result. *2same2sameD
69
68aliasMath and Logic
EEEE 0110101 CZ0 DDDDDDDDD DDDDDDDDD
NEGNC D {WC/WZ/WCZ}Negate D by !C. If C = 0 then D = -D, else D = D. C = MSB of result. *2same2sameD
70
69.Math and LogicEEEE 0110110 CZI DDDDDDDDD SSSSSSSSS
NEGZ D,{#}S {WC/WZ/WCZ}
Negate S by Z into D. If Z = 1 then D = -S, else D = S. C = MSB of result. *2same2sameD
71
70aliasMath and Logic
EEEE 0110110 CZ0 DDDDDDDDD DDDDDDDDD
NEGZ D {WC/WZ/WCZ}Negate D by Z. If Z = 1 then D = -D, else D = D. C = MSB of result. *2same2sameD
72
71.Math and LogicEEEE 0110111 CZI DDDDDDDDD SSSSSSSSS
NEGNZ D,{#}S {WC/WZ/WCZ}
Negate S by !Z into D. If Z = 0 then D = -S, else D = S. C = MSB of result. *2same2sameD
73
72aliasMath and Logic
EEEE 0110111 CZ0 DDDDDDDDD DDDDDDDDD
NEGNZ D {WC/WZ/WCZ}Negate D by !Z. If Z = 0 then D = -D, else D = D. C = MSB of result. *2same2sameD
74
73.Math and LogicEEEE 0111000 CZI DDDDDDDDD SSSSSSSSS
INCMOD D,{#}S {WC/WZ/WCZ}
Increment with modulus. If D = S then D = 0 and C = 1, else D = D + 1 and C = 0. *2same2sameD
75
74.Math and LogicEEEE 0111001 CZI DDDDDDDDD SSSSSSSSS
DECMOD D,{#}S {WC/WZ/WCZ}
Decrement with modulus. If D = 0 then D = S and C = 1, else D = D - 1 and C = 0. *2same2sameD
76
75.Math and LogicEEEE 0111010 CZI DDDDDDDDD SSSSSSSSS
ZEROX D,{#}S {WC/WZ/WCZ}
Zero-extend D above bit S[4:0]. C = MSB of result. *2same2sameD
77
76.Math and LogicEEEE 0111011 CZI DDDDDDDDD SSSSSSSSS
SIGNX D,{#}S {WC/WZ/WCZ}
Sign-extend D from bit S[4:0]. C = MSB of result. *2same2sameD
78
77.Math and LogicEEEE 0111100 CZI DDDDDDDDD SSSSSSSSS
ENCOD D,{#}S {WC/WZ/WCZ}
Get bit position of top-most '1' in S into D. D = position of top '1' in S (0..31). C = (S != 0). *2same2sameD
79
78aliasMath and Logic
EEEE 0111100 CZ0 DDDDDDDDD DDDDDDDDD
ENCOD D {WC/WZ/WCZ}Get bit position of top-most '1' in D into D. D = position of top '1' in S (0..31). C = (S != 0). *2same2sameD
80
79.Math and LogicEEEE 0111101 CZI DDDDDDDDD SSSSSSSSS
ONES D,{#}S {WC/WZ/WCZ}
Get number of '1's in S into D. D = number of '1's in S (0..32). C = LSB of result. *2same2sameD
81
80aliasMath and Logic
EEEE 0111101 CZ0 DDDDDDDDD DDDDDDDDD
ONES D {WC/WZ/WCZ}Get number of '1's in D into D. D = number of '1's in S (0..32). C = LSB of result. *2same2sameD
82
81.Math and LogicEEEE 0111110 CZI DDDDDDDDD SSSSSSSSSTEST D,{#}S {WC/WZ/WCZ}Test D with S. C = parity of (D & S). Z = ((D & S) == 0).2same2same
83
82aliasMath and Logic
EEEE 0111110 CZ0 DDDDDDDDD DDDDDDDDD
TEST D {WC/WZ/WCZ}Test D. C = parity of D. Z = (D == 0).2same2same
84
83.Math and LogicEEEE 0111111 CZI DDDDDDDDD SSSSSSSSS
TESTN D,{#}S {WC/WZ/WCZ}
Test D with !S. C = parity of (D & !S). Z = ((D & !S) == 0).2same2same
85
84.Math and Logic
EEEE 100000N NNI DDDDDDDDD SSSSSSSSS
SETNIB D,{#}S,#NSet S[3:0] into nibble N in D, keeping rest of D same.2same2sameD
86
85aliasMath and LogicEEEE 1000000 00I 000000000 SSSSSSSSSSETNIB {#}SSet S[3:0] into nibble established by prior ALTSN instruction.2same2sameD
87
86.Math and Logic
EEEE 100001N NNI DDDDDDDDD SSSSSSSSS
GETNIB D,{#}S,#NGet nibble N of S into D. D = {28'b0, S.NIBBLE[N]).2same2sameD
88
87aliasMath and Logic
EEEE 1000010 000 DDDDDDDDD 000000000
GETNIB DGet nibble established by prior ALTGN instruction into D.2same2sameD
89
88.Math and Logic
EEEE 100010N NNI DDDDDDDDD SSSSSSSSS
ROLNIB D,{#}S,#NRotate-left nibble N of S into D. D = {D[27:0], S.NIBBLE[N]).2same2sameD
90
89aliasMath and Logic
EEEE 1000100 000 DDDDDDDDD 000000000
ROLNIB DRotate-left nibble established by prior ALTGN instruction into D.2same2sameD
91
90.Math and Logic
EEEE 1000110 NNI DDDDDDDDD SSSSSSSSS
SETBYTE D,{#}S,#NSet S[7:0] into byte N in D, keeping rest of D same.2same2sameD
92
91aliasMath and LogicEEEE 1000110 00I 000000000 SSSSSSSSSSETBYTE {#}SSet S[7:0] into byte established by prior ALTSB instruction.2same2sameD
93
92.Math and Logic
EEEE 1000111 NNI DDDDDDDDD SSSSSSSSS
GETBYTE D,{#}S,#NGet byte N of S into D. D = {24'b0, S.BYTE[N]).2same2sameD
94
93aliasMath and Logic
EEEE 1000111 000 DDDDDDDDD 000000000
GETBYTE DGet byte established by prior ALTGB instruction into D.2same2sameD
95
94.Math and Logic
EEEE 1001000 NNI DDDDDDDDD SSSSSSSSS
ROLBYTE D,{#}S,#NRotate-left byte N of S into D. D = {D[23:0], S.BYTE[N]).2same2sameD
96
95aliasMath and Logic
EEEE 1001000 000 DDDDDDDDD 000000000
ROLBYTE DRotate-left byte established by prior ALTGB instruction into D.2same2sameD
97
96.Math and LogicEEEE 1001001 0NI DDDDDDDDD SSSSSSSSSSETWORD D,{#}S,#NSet S[15:0] into word N in D, keeping rest of D same.2same2sameD
98
97aliasMath and LogicEEEE 1001001 00I 000000000 SSSSSSSSSSETWORD {#}SSet S[15:0] into word established by prior ALTSW instruction.2same2sameD
99
98.Math and LogicEEEE 1001001 1NI DDDDDDDDD SSSSSSSSSGETWORD D,{#}S,#NGet word N of S into D. D = {16'b0, S.WORD[N]).2same2sameD
100
99aliasMath and Logic
EEEE 1001001 100 DDDDDDDDD 000000000
GETWORD DGet word established by prior ALTGW instruction into D.2same2sameD
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