log

grid dim=2
grid nx=1
grid ny=32
grid nz=16
local_size 32
sizeof(a): 8
chain Ns=100
GAMA_nonzero_1D.size()=6460
done initialization
dim of fft2
L-M-N1 32 16
grid_num=512
indx_1d.size512
start[0],end[0]0 0
start[1],end[1]0 31
start[2],end[2]0 15
kk=0
kk=1
kk=2
kk=3
kk=4
kk=5
kk=6
kk=7
kk=8
kk=9
kk=10
kk=11
kk=12
kk=13
kk=14
kk=15
kk=16
kk=17
kk=18
kk=19
kk=20
kk=21
kk=22
kk=23
kk=24
kk=25
kk=26
kk=27
kk=28
kk=29
kk=30
kk=31
kk=32
kk=33
kk=34
kk=35
kk=36
kk=37
kk=38
kk=39
kk=40
kk=41
kk=42
kk=43
kk=44
kk=45
kk=46
kk=47
kk=48
kk=49
kk=50
kk=51
kk=52
kk=53
kk=54
kk=55
kk=56
kk=57
kk=58
kk=59
kk=60
kk=61
kk=62
kk=63
kk=64
kk=65
kk=66
kk=67
kk=68
kk=69
kk=70
kk=71
kk=72
kk=73
kk=74
kk=75
kk=76
kk=77
kk=78
kk=79
kk=80
kk=81
kk=82
kk=83
kk=84
kk=85
kk=86
kk=87
kk=88
kk=89
kk=90
kk=91
kk=92
kk=93
kk=94
kk=95
kk=96
kk=97
kk=98
kk=99
kk=100
kk=101
kk=102
kk=103
kk=104
kk=105
kk=106
kk=107
kk=108
kk=109
kk=110
kk=111
kk=112
kk=113
kk=114
kk=115
kk=116
kk=117
kk=118
kk=119
kk=120
kk=121
kk=122
kk=123
kk=124
kk=125
kk=126
kk=127
kk=128
kk=129
kk=130
kk=131
kk=132
kk=133
kk=134
kk=135
kk=136
kk=137
kk=138
kk=139
kk=140
kk=141
kk=142
kk=143
kk=144
kk=145
kk=146
kk=147
kk=148
kk=149
kk=150
kk=151
kk=152
kk=153
kk=154
kk=155
kk=156
kk=157
kk=158
kk=159
kk=160
kk=161
kk=162
kk=163
kk=164
kk=165
kk=166
kk=167
kk=168
kk=169
kk=170
kk=171
kk=172
kk=173
kk=174
kk=175
kk=176
kk=177
kk=178
kk=179
kk=180
kk=181
kk=182
kk=183
kk=184
kk=185
kk=186
kk=187
kk=188
kk=189
kk=190
kk=191
kk=192
kk=193
kk=194
kk=195
kk=196
kk=197
kk=198
kk=199
kk=200
kk=201
kk=202
kk=203
kk=204
kk=205
kk=206
kk=207
kk=208
kk=209
kk=210
kk=211
kk=212
kk=213
kk=214
kk=215
kk=216
kk=217
kk=218
kk=219
kk=220
kk=221
kk=222
kk=223
kk=224
kk=225
kk=226
kk=227
kk=228
kk=229
kk=230
kk=231
kk=232
kk=233
kk=234
kk=235
kk=236
kk=237
kk=238
kk=239
kk=240
kk=241
kk=242
kk=243
kk=244
kk=245
kk=246
kk=247
kk=248
kk=249
kk=250
kk=251
kk=252
kk=253
kk=254
kk=255
kk=256
kk=257
kk=258
kk=259
kk=260
kk=261
kk=262
kk=263
kk=264
kk=265
kk=266
kk=267
kk=268
kk=269
kk=270
kk=271
kk=272
kk=273
kk=274
kk=275
kk=276
kk=277
kk=278
kk=279
kk=280
kk=281
kk=282
kk=283
kk=284
kk=285
kk=286
kk=287
kk=288
kk=289
kk=290
kk=291
kk=292
kk=293
kk=294
kk=295
kk=296
kk=297
kk=298
kk=299
kk=300
kk=301
kk=302
kk=303
kk=304
kk=305
kk=306
kk=307
kk=308
kk=309
kk=310
kk=311
kk=312
kk=313
kk=314
kk=315
kk=316
kk=317
kk=318
kk=319
kk=320
kk=321
kk=322
kk=323
kk=324
kk=325
kk=326
kk=327
kk=328
kk=329
kk=330
kk=331
kk=332
kk=333
kk=334
kk=335
kk=336
kk=337
kk=338
kk=339
kk=340
kk=341
kk=342
kk=343
kk=344
kk=345
kk=346
kk=347
kk=348
kk=349
kk=350
kk=351
kk=352
kk=353
kk=354
kk=355
kk=356
kk=357
kk=358
kk=359
kk=360
kk=361
kk=362
kk=363
kk=364
kk=365
kk=366
kk=367
kk=368
kk=369
kk=370
kk=371
kk=372
kk=373
kk=374
kk=375
kk=376
kk=377
kk=378
kk=379
kk=380
kk=381
kk=382
kk=383
kk=384
kk=385
kk=386
kk=387
kk=388
kk=389
kk=390
kk=391
kk=392
kk=393
kk=394
kk=395
kk=396
kk=397
kk=398
kk=399
kk=400
kk=401
kk=402
kk=403
kk=404
kk=405
kk=406
kk=407
kk=408
kk=409
kk=410
kk=411
kk=412
kk=413
kk=414
kk=415
kk=416
kk=417
kk=418
kk=419
kk=420
kk=421
kk=422
kk=423
kk=424
kk=425
kk=426
kk=427
kk=428
kk=429
kk=430
kk=431
kk=432
kk=433
kk=434
kk=435
kk=436
kk=437
kk=438
kk=439
kk=440
kk=441
kk=442
kk=443
kk=444
kk=445
kk=446
kk=447
kk=448
kk=449
kk=450
kk=451
kk=452
kk=453
kk=454
kk=455
kk=456
kk=457
kk=458
kk=459
kk=460
kk=461
kk=462
kk=463
kk=464
kk=465
kk=466
kk=467
kk=468
kk=469
kk=470
kk=471
kk=472
kk=473
kk=474
kk=475
kk=476
kk=477
kk=478
kk=479
kk=480
kk=481
kk=482
kk=483
kk=484
kk=485
kk=486
kk=487
kk=488
kk=489
kk=490
kk=491
kk=492
kk=493
kk=494
kk=495
kk=496
kk=497
kk=498
kk=499
kk=500
kk=501
kk=502
kk=503
kk=504
kk=505
kk=506
kk=507
kk=508
kk=509
kk=510
kk=511
kk_in total512
c_out[0]1050.4
c_out[0] r1050.4
c_out[0] i0
data[0]nan nan
r_in[1] af inv51.2
0.19seconds