Power10 vector integer multiply, divide, modulo insns
[deliverable/binutils-gdb.git] / gas / testsuite / gas / s12z / opr-symbol.d
1 #objdump: -dt
2 #name: OPR addressing mode: symbols in its direct submode
3 #source: opr-symbol.s
4
5 .*: file format elf32-s12z
6
7 SYMBOL TABLE:
8 00000000 l d .text 00000000 .text
9 00000000 l d .data 00000000 .data
10 00000000 l d .bss 00000000 .bss
11 00123456 l \*ABS\* 00000000 sym1
12 00abcdef l \*ABS\* 00000000 sym2
13
14
15
16 Disassembly of section .text:
17
18 00000000 <.text>:
19 0: 0c 17 fa 12 mov.b #23, sym1
20 4: 34 56
21 6: 0d 00 17 fa mov.w #23, sym1
22 a: 12 34 56
23 d: 0e 00 00 17 mov.p #23, sym1
24 11: fa 12 34 56
25 15: 0f 00 00 00 mov.l #23, sym1
26 19: 17 fa 12 34
27 1d: 56
28 1e: 1c fa 12 34 mov.b sym1, sym2
29 22: 56 fa ab cd
30 26: ef
31 27: 1d fa 12 34 mov.w sym1, sym2
32 2b: 56 fa ab cd
33 2f: ef
34 30: 1e fa 12 34 mov.p sym1, sym2
35 34: 56 fa ab cd
36 38: ef
37 39: 1f fa 12 34 mov.l sym1, sym2
38 3d: 56 fa ab cd
39 41: ef
40 42: 65 fa 12 34 add d1, sym1
41 46: 56
42 47: 68 fa 12 34 and d2, sym1
43 4b: 56
44 4c: 81 fa 12 34 sub d3, sym1
45 50: 56
46 51: 8a fa 12 34 or d4, sym1
47 55: 56
48 56: 9c fa 12 34 inc.b sym1
49 5a: 56
50 5b: 9d fa 12 34 inc.w sym1
51 5f: 56
52 60: 9f fa 12 34 inc.l sym1
53 64: 56
54 65: b2 12 34 56 ld d4, sym1
55 69: ba ab cd ef jmp sym2
56 6d: bb 12 34 56 jsr sym1
57 71: ac fa 12 34 dec.b sym1
58 75: 56
59 76: ad fa 12 34 dec.w sym1
60 7a: 56
61 7b: af fa 12 34 dec.l sym1
62 7f: 56
63 80: bc fa 12 34 clr.b sym1
64 84: 56
65 85: bd fa 12 34 clr.w sym1
66 89: 56
67 8a: bf fa 12 34 clr.l sym1
68 8e: 56
69 8f: d3 12 34 56 st d5, sym1
70 93: cc fa 12 34 com.b sym1
71 97: 56
72 98: cd fa 12 34 com.w sym1
73 9c: 56
74 9d: cf fa 12 34 com.l sym1
75 a1: 56
76 a2: dc fa 12 34 neg.b sym1
77 a6: 56
78 a7: dd fa 12 34 neg.w sym1
79 ab: 56
80 ac: df fa 12 34 neg.l sym1
81 b0: 56
82 b1: f3 fa 12 34 cmp d5, sym1
83 b5: 56
84 b6: 1b 00 fa 12 ld s, sym1
85 ba: 34 56
86 bc: 1b 01 fa 12 st s, sym1
87 c0: 34 56
88 c2: 1b 02 fa 12 cmp s, sym1
89 c6: 34 56
90 c8: 1b 10 fa 12 minu d2, sym1
91 cc: 34 56
92 ce: 1b 18 fa 12 maxu d2, sym1
93 d2: 34 56
94 d4: 1b 20 fa 12 mins d2, sym1
95 d8: 34 56
96 da: 1b 28 fa 12 maxs d2, sym1
97 de: 34 56
98 e0: 1b 61 fa 12 adc d3, sym1
99 e4: 34 56
100 e6: 1b 69 fa 12 bit d3, sym1
101 ea: 34 56
102 ec: 1b 81 fa 12 sbc d3, sym1
103 f0: 34 56
104 f2: 1b 89 fa 12 eor d3, sym1
105 f6: 34 56
106 f8: 02 d1 fa 12 brclr.b sym1, d1, \*\+3
107 fc: 34 56 03
108 ff: 02 a2 fa 12 brclr.w sym1, #2, \*\+4
109 103: 34 56 04
110 106: 03 81 fa ab brset.b sym2, d2, \*\+5
111 10a: cd ef 05
112 10d: 03 b2 fa ab brset.w sym2, #3, \*\+6
113 111: cd ef 06
114 114: 4d 40 fa 12 mulu.b d1, d2, sym1
115 118: 34 56
116 11a: 4e 7e fa 12 mulu.ll d6, sym1, sym2
117 11e: 34 56 fa ab
118 122: cd ef
119 124: 4d c0 fa 12 muls.b d1, d2, sym1
120 128: 34 56
121 12a: 4e fe fa 12 muls.ll d6, sym1, sym2
122 12e: 34 56 fa ab
123 132: cd ef
124 134: 1b b5 c0 fa qmuls.b d1, d2, sym1
125 138: 12 34 56
126 13b: 1b b6 fe fa qmuls.ll d6, sym1, sym2
127 13f: 12 34 56 fa
128 143: ab cd ef
129 146: 1b 35 40 fa divu.b d1, d2, sym1
130 14a: 12 34 56
131 14d: 1b 36 7e fa divu.ll d6, sym1, sym2
132 151: 12 34 56 fa
133 155: ab cd ef
134 158: 1b 35 c0 fa divs.b d1, d2, sym1
135 15c: 12 34 56
136 15f: 1b 36 fe fa divs.ll d6, sym1, sym2
137 163: 12 34 56 fa
138 167: ab cd ef
139 16a: ec a0 fa 12 bclr.b sym1, #2
140 16e: 34 56
141 170: ec 85 fa ab bclr.w sym2, d2
142 174: cd ef
143 176: ed a0 fa 12 bset.b sym1, #2
144 17a: 34 56
145 17c: ed 85 fa ab bset.w sym2, d2
146 180: cd ef
147 182: ee a0 fa 12 btgl.b sym1, #2
148 186: 34 56
149 188: ee 85 fa ab btgl.w sym2, d2
150 18c: cd ef
151 18e: 0b 0c fa 12 tbne.b sym1, \*\+8
152 192: 34 56 08
153 195: 0b ad fa ab dbpl.w sym2, \*\+9
154 199: cd ef 09
155 19c: 1b 08 c0 fa bfins.b d2, sym1, d2
156 1a0: 12 34 56
157 1a3: 1b 08 d4 fa bfins.w sym1, d2, d2
158 1a7: 12 34 56
159 1aa: 1b 08 e9 01 bfins.p d2, sym1, #8\:1
160 1ae: fa 12 34 56
161 1b2: 1b 08 fd 01 bfins.l sym1, d2, #8\:1
162 1b6: fa 12 34 56
163 1ba: 1b 08 40 fa bfext.b d2, sym1, d2
164 1be: 12 34 56
165 1c1: 1b 08 54 fa bfext.w sym1, d2, d2
166 1c5: 12 34 56
167 1c8: 1b 08 69 01 bfext.p d2, sym1, #8\:1
168 1cc: fa 12 34 56
169 1d0: 1b 08 7c e2 bfext.l sym1, d2, #7\:2
170 1d4: fa 12 34 56
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