tests: add dump from huge ia64 to lscpu tests

Thanks to Jan Engelhardt.

Signed-off-by: Karel Zak <kzak@redhat.com>
This commit is contained in:
Karel Zak 2011-03-31 14:11:26 +02:00
parent 4e740fd81a
commit fa043039e9
2 changed files with 654 additions and 0 deletions

View File

@ -0,0 +1,654 @@
CPU(s): 512
Thread(s) per core: 1
Core(s) per socket: 2
CPU socket(s): 256
NUMA node(s): 128
Vendor ID: GenuineIntel
CPU family: 32
Model: 0
CPU MHz: 1594.000007
NUMA node0 CPU(s): 0-3
NUMA node1 CPU(s): 4-7
NUMA node2 CPU(s): 8-11
NUMA node3 CPU(s): 12-15
NUMA node4 CPU(s): 16-19
NUMA node5 CPU(s): 20-23
NUMA node6 CPU(s): 24-27
NUMA node7 CPU(s): 28-31
NUMA node8 CPU(s): 32-35
NUMA node9 CPU(s): 36-39
NUMA node10 CPU(s): 40-43
NUMA node11 CPU(s): 44-47
NUMA node12 CPU(s): 48-51
NUMA node13 CPU(s): 52-55
NUMA node14 CPU(s): 56-59
NUMA node15 CPU(s): 60-63
NUMA node16 CPU(s): 64-67
NUMA node17 CPU(s): 68-71
NUMA node18 CPU(s): 72-75
NUMA node19 CPU(s): 76-79
NUMA node20 CPU(s): 80-83
NUMA node21 CPU(s): 84-87
NUMA node22 CPU(s): 88-91
NUMA node23 CPU(s): 92-95
NUMA node24 CPU(s): 96-99
NUMA node25 CPU(s): 100-103
NUMA node26 CPU(s): 104-107
NUMA node27 CPU(s): 108-111
NUMA node28 CPU(s): 112-115
NUMA node29 CPU(s): 116-119
NUMA node30 CPU(s): 120-123
NUMA node31 CPU(s): 124-127
NUMA node32 CPU(s): 128-131
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NUMA node34 CPU(s): 136-139
NUMA node35 CPU(s): 140-143
NUMA node36 CPU(s): 144-147
NUMA node37 CPU(s): 148-151
NUMA node38 CPU(s): 152-155
NUMA node39 CPU(s): 156-159
NUMA node40 CPU(s): 160-163
NUMA node41 CPU(s): 164-167
NUMA node42 CPU(s): 168-171
NUMA node43 CPU(s): 172-175
NUMA node44 CPU(s): 176-179
NUMA node45 CPU(s): 180-183
NUMA node46 CPU(s): 184-187
NUMA node47 CPU(s): 188-191
NUMA node48 CPU(s): 192-195
NUMA node49 CPU(s): 196-199
NUMA node50 CPU(s): 200-203
NUMA node51 CPU(s): 204-207
NUMA node52 CPU(s): 208-211
NUMA node53 CPU(s): 212-215
NUMA node54 CPU(s): 216-219
NUMA node55 CPU(s): 220-223
NUMA node56 CPU(s): 224-227
NUMA node57 CPU(s): 228-231
NUMA node58 CPU(s): 232-235
NUMA node59 CPU(s): 236-239
NUMA node60 CPU(s): 240-243
NUMA node61 CPU(s): 244-247
NUMA node62 CPU(s): 248-251
NUMA node63 CPU(s): 252-255
NUMA node64 CPU(s): 256-259
NUMA node65 CPU(s): 260-263
NUMA node66 CPU(s): 264-267
NUMA node67 CPU(s): 268-271
NUMA node68 CPU(s): 272-275
NUMA node69 CPU(s): 276-279
NUMA node70 CPU(s): 280-283
NUMA node71 CPU(s): 284-287
NUMA node72 CPU(s): 288-291
NUMA node73 CPU(s): 292-295
NUMA node74 CPU(s): 296-299
NUMA node75 CPU(s): 300-303
NUMA node76 CPU(s): 304-307
NUMA node77 CPU(s): 308-311
NUMA node78 CPU(s): 312-315
NUMA node79 CPU(s): 316-319
NUMA node80 CPU(s): 320-323
NUMA node81 CPU(s): 324-327
NUMA node82 CPU(s): 328-331
NUMA node83 CPU(s): 332-335
NUMA node84 CPU(s): 336-339
NUMA node85 CPU(s): 340-343
NUMA node86 CPU(s): 344-347
NUMA node87 CPU(s): 348-351
NUMA node88 CPU(s): 352-355
NUMA node89 CPU(s): 356-359
NUMA node90 CPU(s): 360-363
NUMA node91 CPU(s): 364-367
NUMA node92 CPU(s): 368-371
NUMA node93 CPU(s): 372-375
NUMA node94 CPU(s): 376-379
NUMA node95 CPU(s): 380-383
NUMA node96 CPU(s): 384-387
NUMA node97 CPU(s): 388-391
NUMA node98 CPU(s): 392-395
NUMA node99 CPU(s): 396-399
NUMA node100 CPU(s): 400-403
NUMA node101 CPU(s): 404-407
NUMA node102 CPU(s): 408-411
NUMA node103 CPU(s): 412-415
NUMA node104 CPU(s): 416-419
NUMA node105 CPU(s): 420-423
NUMA node106 CPU(s): 424-427
NUMA node107 CPU(s): 428-431
NUMA node108 CPU(s): 432-435
NUMA node109 CPU(s): 436-439
NUMA node110 CPU(s): 440-443
NUMA node111 CPU(s): 444-447
NUMA node112 CPU(s): 448-451
NUMA node113 CPU(s): 452-455
NUMA node114 CPU(s): 456-459
NUMA node115 CPU(s): 460-463
NUMA node116 CPU(s): 464-467
NUMA node117 CPU(s): 468-471
NUMA node118 CPU(s): 472-475
NUMA node119 CPU(s): 476-479
NUMA node120 CPU(s): 480-483
NUMA node121 CPU(s): 484-487
NUMA node122 CPU(s): 488-491
NUMA node123 CPU(s): 492-495
NUMA node124 CPU(s): 496-499
NUMA node125 CPU(s): 500-503
NUMA node126 CPU(s): 504-507
NUMA node127 CPU(s): 508-511
# The following is the parsable format, which can be fed to other
# programs. Each different item in every column has an unique ID
# starting from zero.
# CPU,Core,Socket,Node
0,0,0,0
1,1,0,0
2,2,1,0
3,3,1,0
4,4,2,1
5,5,2,1
6,6,3,1
7,7,3,1
8,8,4,2
9,9,4,2
10,10,5,2
11,11,5,2
12,12,6,3
13,13,6,3
14,14,7,3
15,15,7,3
16,16,8,4
17,17,8,4
18,18,9,4
19,19,9,4
20,20,10,5
21,21,10,5
22,22,11,5
23,23,11,5
24,24,12,6
25,25,12,6
26,26,13,6
27,27,13,6
28,28,14,7
29,29,14,7
30,30,15,7
31,31,15,7
32,32,16,8
33,33,16,8
34,34,17,8
35,35,17,8
36,36,18,9
37,37,18,9
38,38,19,9
39,39,19,9
40,40,20,10
41,41,20,10
42,42,21,10
43,43,21,10
44,44,22,11
45,45,22,11
46,46,23,11
47,47,23,11
48,48,24,12
49,49,24,12
50,50,25,12
51,51,25,12
52,52,26,13
53,53,26,13
54,54,27,13
55,55,27,13
56,56,28,14
57,57,28,14
58,58,29,14
59,59,29,14
60,60,30,15
61,61,30,15
62,62,31,15
63,63,31,15
64,64,32,16
65,65,32,16
66,66,33,16
67,67,33,16
68,68,34,17
69,69,34,17
70,70,35,17
71,71,35,17
72,72,36,18
73,73,36,18
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75,75,37,18
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101,101,50,25
102,102,51,25
103,103,51,25
104,104,52,26
105,105,52,26
106,106,53,26
107,107,53,26
108,108,54,27
109,109,54,27
110,110,55,27
111,111,55,27
112,112,56,28
113,113,56,28
114,114,57,28
115,115,57,28
116,116,58,29
117,117,58,29
118,118,59,29
119,119,59,29
120,120,60,30
121,121,60,30
122,122,61,30
123,123,61,30
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125,125,62,31
126,126,63,31
127,127,63,31
128,128,64,32
129,129,64,32
130,130,65,32
131,131,65,32
132,132,66,33
133,133,66,33
134,134,67,33
135,135,67,33
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137,137,68,34
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139,139,69,34
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141,141,70,35
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151,151,75,37
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155,155,77,38
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171,171,85,42
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183,183,91,45
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186,186,93,46
187,187,93,46
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189,189,94,47
190,190,95,47
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229,229,114,57
230,230,115,57
231,231,115,57
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233,233,116,58
234,234,117,58
235,235,117,58
236,236,118,59
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238,238,119,59
239,239,119,59
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241,241,120,60
242,242,121,60
243,243,121,60
244,244,122,61
245,245,122,61
246,246,123,61
247,247,123,61
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249,249,124,62
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251,251,125,62
252,252,126,63
253,253,126,63
254,254,127,63
255,255,127,63
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257,257,128,64
258,258,129,64
259,259,129,64
260,260,130,65
261,261,130,65
262,262,131,65
263,263,131,65
264,264,132,66
265,265,132,66
266,266,133,66
267,267,133,66
268,268,134,67
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270,270,135,67
271,271,135,67
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273,273,136,68
274,274,137,68
275,275,137,68
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277,277,138,69
278,278,139,69
279,279,139,69
280,280,140,70
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282,282,141,70
283,283,141,70
284,284,142,71
285,285,142,71
286,286,143,71
287,287,143,71
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289,289,144,72
290,290,145,72
291,291,145,72
292,292,146,73
293,293,146,73
294,294,147,73
295,295,147,73
296,296,148,74
297,297,148,74
298,298,149,74
299,299,149,74
300,300,150,75
301,301,150,75
302,302,151,75
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305,305,152,76
306,306,153,76
307,307,153,76
308,308,154,77
309,309,154,77
310,310,155,77
311,311,155,77
312,312,156,78
313,313,156,78
314,314,157,78
315,315,157,78
316,316,158,79
317,317,158,79
318,318,159,79
319,319,159,79
320,320,160,80
321,321,160,80
322,322,161,80
323,323,161,80
324,324,162,81
325,325,162,81
326,326,163,81
327,327,163,81
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329,329,164,82
330,330,165,82
331,331,165,82
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333,333,166,83
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335,335,167,83
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339,339,169,84
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345,345,172,86
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349,349,174,87
350,350,175,87
351,351,175,87
352,352,176,88
353,353,176,88
354,354,177,88
355,355,177,88
356,356,178,89
357,357,178,89
358,358,179,89
359,359,179,89
360,360,180,90
361,361,180,90
362,362,181,90
363,363,181,90
364,364,182,91
365,365,182,91
366,366,183,91
367,367,183,91
368,368,184,92
369,369,184,92
370,370,185,92
371,371,185,92
372,372,186,93
373,373,186,93
374,374,187,93
375,375,187,93
376,376,188,94
377,377,188,94
378,378,189,94
379,379,189,94
380,380,190,95
381,381,190,95
382,382,191,95
383,383,191,95
384,384,192,96
385,385,192,96
386,386,193,96
387,387,193,96
388,388,194,97
389,389,194,97
390,390,195,97
391,391,195,97
392,392,196,98
393,393,196,98
394,394,197,98
395,395,197,98
396,396,198,99
397,397,198,99
398,398,199,99
399,399,199,99
400,400,200,100
401,401,200,100
402,402,201,100
403,403,201,100
404,404,202,101
405,405,202,101
406,406,203,101
407,407,203,101
408,408,204,102
409,409,204,102
410,410,205,102
411,411,205,102
412,412,206,103
413,413,206,103
414,414,207,103
415,415,207,103
416,416,208,104
417,417,208,104
418,418,209,104
419,419,209,104
420,420,210,105
421,421,210,105
422,422,211,105
423,423,211,105
424,424,212,106
425,425,212,106
426,426,213,106
427,427,213,106
428,428,214,107
429,429,214,107
430,430,215,107
431,431,215,107
432,432,216,108
433,433,216,108
434,434,217,108
435,435,217,108
436,436,218,109
437,437,218,109
438,438,219,109
439,439,219,109
440,440,220,110
441,441,220,110
442,442,221,110
443,443,221,110
444,444,222,111
445,445,222,111
446,446,223,111
447,447,223,111
448,448,224,112
449,449,224,112
450,450,225,112
451,451,225,112
452,452,226,113
453,453,226,113
454,454,227,113
455,455,227,113
456,456,228,114
457,457,228,114
458,458,229,114
459,459,229,114
460,460,230,115
461,461,230,115
462,462,231,115
463,463,231,115
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465,465,232,116
466,466,233,116
467,467,233,116
468,468,234,117
469,469,234,117
470,470,235,117
471,471,235,117
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473,473,236,118
474,474,237,118
475,475,237,118
476,476,238,119
477,477,238,119
478,478,239,119
479,479,239,119
480,480,240,120
481,481,240,120
482,482,241,120
483,483,241,120
484,484,242,121
485,485,242,121
486,486,243,121
487,487,243,121
488,488,244,122
489,489,244,122
490,490,245,122
491,491,245,122
492,492,246,123
493,493,246,123
494,494,247,123
495,495,247,123
496,496,248,124
497,497,248,124
498,498,249,124
499,499,249,124
500,500,250,125
501,501,250,125
502,502,251,125
503,503,251,125
504,504,252,126
505,505,252,126
506,506,253,126
507,507,253,126
508,508,254,127
509,509,254,127
510,510,255,127
511,511,255,127

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