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drummers-lowrise
1) Message boards : Generalized Fermat Prime Search : Source code of Genefer for OpenCL is available. (Message 68622)
Posted 2103 days ago by rxu00171
Microsoft Windows [Version 6.1.7601]
Copyright (c) 2009 Microsoft Corporation. All rights reserved.

geneferocl 3.1.2-6 (Windows 32-bit OpenCL)
Copyright 2001-2013, Yves Gallot
Copyright 2009, Mark Rodenkirch, David Underbakke
Copyright 2010-2012, Shoichiro Yamada, Ken Brazier
Copyright 2011-2013, Iain Bethune, Michael Goetz, Ronald Schneider


Running on platform 'AMD Accelerated Parallel Processing', device 'Cayman', vers
ion 'OpenCL 1.2 AMD-APP (1124.2)' and driver '1124.2 (VM)'.

Generalized Fermat Number Bench
2199064^8192+1 Time: 109 us/mul. Err: 0.2188 51956 digits
1798620^16384+1 Time: 118 us/mul. Err: 0.2344 102481 digits
1471094^32768+1 Time: 135 us/mul. Err: 0.2344 202102 digits
1203210^65536+1 Time: 190 us/mul. Err: 0.2813 398482 digits
984108^131072+1 Time: 335 us/mul. Err: 0.2295 785521 digits
804904^262144+1 Time: 793 us/mul. Err: 0.2188 1548156 digits
658332^524288+1 Time: 1.52 ms/mul. Err: 0.2266 3050541 digits
538452^1048576+1 Time: 3.11 ms/mul. Err: 0.2188 6009544 digits
440400^2097152+1 Time: 6.7 ms/mul. Err: 0.2188 11836006 digits
360204^4194304+1 Time: 13.6 ms/mul. Err: 0.1953 23305854 digits
294612^8388608+1 Time: 28.3 ms/mul. Err: 0.2070 45879398 digits
Genefer Mark = 31.


geneferocl 3.1.2-6 (Windows 32-bit OpenCL)
Copyright 2001-2013, Yves Gallot
Copyright 2009, Mark Rodenkirch, David Underbakke
Copyright 2010-2012, Shoichiro Yamada, Ken Brazier
Copyright 2011-2013, Iain Bethune, Michael Goetz, Ronald Schneider

Command line: geneferocl-windows.exe -b3


Running on platform 'AMD Accelerated Parallel Processing', device 'Cayman', vers
ion 'OpenCL 1.2 AMD-APP (1124.2)' and driver '1124.2 (VM)'.

14^32768+1 37557 digits 0 days 0.0 hours (0.16 ms/mul, 124
758 iterations) 294 GFLOPS
75898^32768+1 159916 digits 0 days 0.0 hours (0.12 ms/mul, 531
226 iterations) 1253 GFLOPS
700000^32768+1 191533 digits 0 days 0.0 hours (0.14 ms/mul, 636
255 iterations) 1501 GFLOPS
5000000^32768+1 219512 digits 0 days 0.0 hours (0.12 ms/mul, 729
201 iterations) 1720 GFLOPS

14^65536+1 75113 digits 0 days 0.0 hours (0.19 ms/mul, 249
517 iterations) 1243 GFLOPS
75898^65536+1 319831 digits 0 days 0.0 hours (0.19 ms/mul, 106
2453 iterations) 5292 GFLOPS
710000^65536+1 383469 digits 0 days 0.0 hours (0.19 ms/mul, 127
3852 iterations) 6345 GFLOPS
2500000^65536+1 419296 digits 0 days 0.0 hours (0.19 ms/mul, 139
2868 iterations) 6938 GFLOPS

14^131072+1 150226 digits 0 days 0.0 hours (0.34 ms/mul, 499
036 iterations) 5233 GFLOPS
75898^131072+1 639662 digits 0 days 0.1 hours (0.33 ms/mul, 212
4908 iterations) 22281 GFLOPS
700000^131072+1 766129 digits 0 days 0.2 hours (0.33 ms/mul, 254
5023 iterations) 26687 GFLOPS
1000000^131072+1 786432 digits 0 days 0.2 hours (0.33 ms/mul, 261
2469 iterations) 27394 GFLOPS

14^262144+1 300451 digits 0 days 0.2 hours (0.81 ms/mul, 998
074 iterations) 21978 GFLOPS
75898^262144+1 1279324 digits 0 days 0.9 hours (0.80 ms/mul, 424
9818 iterations) 93581 GFLOPS
468750^262144+1 1486604 digits 0 days 1.0 hours (0.80 ms/mul, 493
8388 iterations) 108744 GFLOPS
815000^262144+1 1549575 digits 0 days 1.1 hours (0.81 ms/mul, 514
7574 iterations) 113350 GFLOPS

14^524288+1 600902 digits 0 days 0.8 hours (1.59 ms/mul, 199
6149 iterations) 92097 GFLOPS
75898^524288+1 2558647 digits 0 days 3.6 hours (1.53 ms/mul, 849
9637 iterations) 392151 GFLOPS
468750^524288+1 2973207 digits 0 days 4.2 hours (1.54 ms/mul, 987
6777 iterations) 455688 GFLOPS
710000^524288+1 3067745 digits 0 days 4.4 hours (1.58 ms/mul, 101
90825 iterations) 470178 GFLOPS

14^1048576+1 1201803 digits 0 days 3.6 hours (3.26 ms/mul, 399
2299 iterations) 385133 GFLOPS
75898^1048576+1 5117293 digits 0 days 14.8 hours (3.14 ms/mul, 169
99276 iterations) 1639903 GFLOPS
468750^1048576+1 5946413 digits 0 days 17.0 hours (3.11 ms/mul, 197
53555 iterations) 1905606 GFLOPS
700000^1048576+1 6129030 digits 0 days 17.8 hours (3.15 ms/mul, 203
60194 iterations) 1964127 GFLOPS

14^2097152+1 2403605 digits 0 days 15.2 hours (6.86 ms/mul, 798
4600 iterations) 1607512 GFLOPS
75898^2097152+1 10234585 digits 2 days 15.6 hours (6.74 ms/mul, 339
98553 iterations) 6844813 GFLOPS
380742^2097152+1 11703432 digits 2 days 22.9 hours (6.57 ms/mul, 388
77955 iterations) 7827166 GFLOPS
570000^2097152+1 12070945 digits 3 days 0.9 hours (6.55 ms/mul, 400
98808 iterations) 8072956 GFLOPS

14^4194304+1 4807210 digits 2 days 13.0 hours (13.76 ms/mul, 15
969202 iterations) 6697969 GFLOPS
1248^4194304+1 12986466 digits 6 days 17.8 hours (13.51 ms/mul, 43
140102 iterations) 18094270 GFLOPS
10000^4194304+1 16777217 digits 8 days 16.1 hours (13.45 ms/mul, 55
732704 iterations) 23375990 GFLOPS
50000^4194304+1 19708909 digits 10 days 4.5 hours (13.45 ms/mul, 65
471576 iterations) 27460769 GFLOPS
150000^4194304+1 21710101 digits 11 days 6.0 hours (13.48 ms/mul, 72
119391 iterations) 30249065 GFLOPS
309258^4194304+1 23028076 digits 11 days 22.4 hours (13.48 ms/mul, 76
497608 iterations) 32085422 GFLOPS
480000^4194304+1 23828853 digits 12 days 8.3 hours (13.48 ms/mul, 79
157734 iterations) 33201160 GFLOPS

14^8388608+1 9614419 digits 10 days 21.1 hours (29.44 ms/mul, 31
938406 iterations) 27863552 GFLOPS
36^8388608+1 13055212 digits 14 days 16.9 hours (29.30 ms/mul, 43
368473 iterations) 37835316 GFLOPS
100^8388608+1 16777217 digits 18 days 20.8 hours (29.25 ms/mul, 55
732704 iterations) 48622060 GFLOPS

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