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Boost-Commit : |
Subject: [Boost-commit] svn:boost r76652 - sandbox/big_number/libs/multiprecision/performance
From: john_at_[hidden]
Date: 2012-01-23 12:07:37
Author: johnmaddock
Date: 2012-01-23 12:07:35 EST (Mon, 23 Jan 2012)
New Revision: 76652
URL: http://svn.boost.org/trac/boost/changeset/76652
Log:
Linux performance results and fixes.
Added:
sandbox/big_number/libs/multiprecision/performance/performance_test-gcc-linux.log (contents, props changed)
sandbox/big_number/libs/multiprecision/performance/performance_test-intel-linux.log (contents, props changed)
Text files modified:
sandbox/big_number/libs/multiprecision/performance/Jamfile.v2 | 5 ++++-
sandbox/big_number/libs/multiprecision/performance/sf_performance.cpp | 4 +++-
2 files changed, 7 insertions(+), 2 deletions(-)
Modified: sandbox/big_number/libs/multiprecision/performance/Jamfile.v2
==============================================================================
--- sandbox/big_number/libs/multiprecision/performance/Jamfile.v2 (original)
+++ sandbox/big_number/libs/multiprecision/performance/Jamfile.v2 2012-01-23 12:07:35 EST (Mon, 23 Jan 2012)
@@ -12,6 +12,9 @@
local tommath_path = [ modules.peek : TOMMATH_PATH ] ;
project : requirements
+ <target-os>freebsd:<linkflags>"-lrt"
+ <target-os>linux:<linkflags>"-lrt"
+ <toolset>pgi:<linkflags>"-lrt"
<include>$(gmp_path)
<include>$(gmp_path)/mpfr
<include>$(gmp_path)/gmpfrxx
@@ -81,7 +84,7 @@
lib f2c ;
-exe linpack_benchmark_mpfr : obj_linpack_benchmark_mpfr mpfr f2c
+exe linpack_benchmark_mpfr : obj_linpack_benchmark_mpfr mpfr f2c gmp
: release
[ check-target-builds ../config//has_mpfr : : <build>no ]
<define>TEST_MPFR_50
Added: sandbox/big_number/libs/multiprecision/performance/performance_test-gcc-linux.log
==============================================================================
--- (empty file)
+++ sandbox/big_number/libs/multiprecision/performance/performance_test-gcc-linux.log 2012-01-23 12:07:35 EST (Mon, 23 Jan 2012)
@@ -0,0 +1,621 @@
+gmp_float 50 + 0.0172634
+gmp_float 50 - 0.0190593
+gmp_float 50 * 0.0496313
+gmp_float 50 / 0.270376
+gmp_float 50 str 0.00338283
+gmp_float 50 +(int)0.0107627
+gmp_float 50 -(int)0.0189185
+gmp_float 50 *(int)0.0161546
+gmp_float 50 /(int)0.0751156
+gmp_float 100 + 0.0189236
+gmp_float 100 - 0.0210418
+gmp_float 100 * 0.0892922
+gmp_float 100 / 0.376385
+gmp_float 100 str 0.00695061
+gmp_float 100 +(int)0.0120513
+gmp_float 100 -(int)0.0198354
+gmp_float 100 *(int)0.0195997
+gmp_float 100 /(int)0.0947924
+gmp_float 500 + 0.0301919
+gmp_float 500 - 0.0323239
+gmp_float 500 * 0.870235
+gmp_float 500 / 1.42311
+gmp_float 500 str 0.0313911
+gmp_float 500 +(int)0.0179283
+gmp_float 500 -(int)0.0258331
+gmp_float 500 *(int)0.0407228
+gmp_float 500 /(int)0.231398
+gmp_int 64 + 0.0169318
+gmp_int 64 - 0.0173731
+gmp_int 64 * 0.0113175
+gmp_int 64 / 0.169581
+gmp_int 64 str 0.000400819
+gmp_int 64 +(int)0.00684333
+gmp_int 64 -(int)0.00707918
+gmp_int 64 *(int)0.00855311
+gmp_int 64 /(int)0.0451154
+gmp_int 64 % 0.157075
+gmp_int 64 | 0.00932794
+gmp_int 64 & 0.00932918
+gmp_int 64 ^ 0.00974691
+gmp_int 64 << 0.00891992
+gmp_int 64 >> 0.00890735
+gmp_int 64 %(int)0.0278521
+gmp_int 64 |(int)0.0381401
+gmp_int 64 &(int)0.039882
+gmp_int 64 ^(int)0.0387007
+gmp_int 128 + 0.0187076
+gmp_int 128 - 0.0183551
+gmp_int 128 * 0.0156906
+gmp_int 128 / 0.191252
+gmp_int 128 str 0.000364851
+gmp_int 128 +(int)0.0102801
+gmp_int 128 -(int)0.00860256
+gmp_int 128 *(int)0.0114853
+gmp_int 128 /(int)0.0523559
+gmp_int 128 % 0.15528
+gmp_int 128 | 0.0103394
+gmp_int 128 & 0.0110643
+gmp_int 128 ^ 0.0109019
+gmp_int 128 << 0.00971087
+gmp_int 128 >> 0.00747274
+gmp_int 128 %(int)0.0344314
+gmp_int 128 |(int)0.0397332
+gmp_int 128 &(int)0.0413597
+gmp_int 128 ^(int)0.0404831
+gmp_int 256 + 0.022606
+gmp_int 256 - 0.0247961
+gmp_int 256 * 0.0417861
+gmp_int 256 / 0.234977
+gmp_int 256 str 0.00059847
+gmp_int 256 +(int)0.0109994
+gmp_int 256 -(int)0.0115691
+gmp_int 256 *(int)0.0135361
+gmp_int 256 /(int)0.0654383
+gmp_int 256 % 0.186922
+gmp_int 256 | 0.0128787
+gmp_int 256 & 0.0126536
+gmp_int 256 ^ 0.0133999
+gmp_int 256 << 0.01177
+gmp_int 256 >> 0.00803845
+gmp_int 256 %(int)0.0470174
+gmp_int 256 |(int)0.0405797
+gmp_int 256 &(int)0.0422895
+gmp_int 256 ^(int)0.0411956
+gmp_int 512 + 0.0277407
+gmp_int 512 - 0.0314653
+gmp_int 512 * 0.09803
+gmp_int 512 / 0.267598
+gmp_int 512 str 0.00121866
+gmp_int 512 +(int)0.0135739
+gmp_int 512 -(int)0.0143368
+gmp_int 512 *(int)0.0181278
+gmp_int 512 /(int)0.0892225
+gmp_int 512 % 0.217246
+gmp_int 512 | 0.0173872
+gmp_int 512 & 0.016516
+gmp_int 512 ^ 0.0185213
+gmp_int 512 << 0.0143127
+gmp_int 512 >> 0.00949988
+gmp_int 512 %(int)0.0599828
+gmp_int 512 |(int)0.0437876
+gmp_int 512 &(int)0.0454139
+gmp_int 512 ^(int)0.0443687
+gmp_int 1024 + 0.0398652
+gmp_int 1024 - 0.0416822
+gmp_int 1024 * 0.316471
+gmp_int 1024 / 0.352869
+gmp_int 1024 str 0.00278974
+gmp_int 1024 +(int)0.0188639
+gmp_int 1024 -(int)0.0194421
+gmp_int 1024 *(int)0.0265822
+gmp_int 1024 /(int)0.140502
+gmp_int 1024 % 0.281408
+gmp_int 1024 | 0.0243975
+gmp_int 1024 & 0.0233641
+gmp_int 1024 ^ 0.0248742
+gmp_int 1024 << 0.0205595
+gmp_int 1024 >> 0.012374
+gmp_int 1024 %(int)0.075892
+gmp_int 1024 |(int)0.0475998
+gmp_int 1024 &(int)0.0492285
+gmp_int 1024 ^(int)0.0488719
+mpq_rational 64 + 0.248703
+mpq_rational 64 - 0.248085
+mpq_rational 64 * 0.415269
+mpq_rational 64 / 1.34308
+mpq_rational 64 str 0.000573396
+mpq_rational 64 +(int)0.287841
+mpq_rational 64 -(int)0.28346
+mpq_rational 64 *(int)0.310676
+mpq_rational 64 /(int)0.311221
+mpq_rational 128 + 0.525318
+mpq_rational 128 - 0.53016
+mpq_rational 128 * 0.933404
+mpq_rational 128 / 2.63133
+mpq_rational 128 str 0.000723346
+mpq_rational 128 +(int)0.144307
+mpq_rational 128 -(int)0.14385
+mpq_rational 128 *(int)0.172035
+mpq_rational 128 /(int)0.175494
+mpq_rational 256 + 2.26207
+mpq_rational 256 - 2.26907
+mpq_rational 256 * 4.28222
+mpq_rational 256 / 8.12755
+mpq_rational 256 str 0.00120085
+mpq_rational 256 +(int)0.162372
+mpq_rational 256 -(int)0.160533
+mpq_rational 256 *(int)0.192923
+mpq_rational 256 /(int)0.197356
+mpq_rational 512 + 5.07193
+mpq_rational 512 - 5.07942
+mpq_rational 512 * 9.65569
+mpq_rational 512 / 16.8657
+mpq_rational 512 str 0.00233842
+mpq_rational 512 +(int)0.197738
+mpq_rational 512 -(int)0.198744
+mpq_rational 512 *(int)0.240048
+mpq_rational 512 /(int)0.250338
+mpq_rational 1024 + 11.2925
+mpq_rational 1024 - 11.3536
+mpq_rational 1024 * 21.0382
+mpq_rational 1024 / 35.6477
+mpq_rational 1024 str 0.00549707
+mpq_rational 1024 +(int)0.269222
+mpq_rational 1024 -(int)0.267056
+mpq_rational 1024 *(int)0.324096
+mpq_rational 1024 /(int)0.338966
+tommath_int 64 + 0.0159939
+tommath_int 64 - 0.0250036
+tommath_int 64 * 0.0363444
+tommath_int 64 / 0.977073
+tommath_int 64 str 0.00445496
+tommath_int 64 +(int)0.164295
+tommath_int 64 -(int)0.162629
+tommath_int 64 *(int)0.179095
+tommath_int 64 /(int)0.842398
+tommath_int 64 % 0.977861
+tommath_int 64 | 0.0691489
+tommath_int 64 & 0.073788
+tommath_int 64 ^ 0.0709205
+tommath_int 64 << 0.0193922
+tommath_int 64 >> 0.124706
+tommath_int 64 %(int)0.727338
+tommath_int 64 |(int)0.239311
+tommath_int 64 &(int)0.217949
+tommath_int 64 ^(int)0.239579
+tommath_int 128 + 0.0164327
+tommath_int 128 - 0.0232398
+tommath_int 128 * 0.0548361
+tommath_int 128 / 1.08958
+tommath_int 128 str 0.00876306
+tommath_int 128 +(int)0.165193
+tommath_int 128 -(int)0.165879
+tommath_int 128 *(int)0.183198
+tommath_int 128 /(int)0.912304
+tommath_int 128 % 1.08174
+tommath_int 128 | 0.0704018
+tommath_int 128 & 0.0720242
+tommath_int 128 ^ 0.0707622
+tommath_int 128 << 0.0307909
+tommath_int 128 >> 0.135357
+tommath_int 128 %(int)0.838173
+tommath_int 128 |(int)0.239724
+tommath_int 128 &(int)0.216927
+tommath_int 128 ^(int)0.241914
+tommath_int 256 + 0.0186154
+tommath_int 256 - 0.0251722
+tommath_int 256 * 0.0904396
+tommath_int 256 / 1.35539
+tommath_int 256 str 0.0211627
+tommath_int 256 +(int)0.171325
+tommath_int 256 -(int)0.171589
+tommath_int 256 *(int)0.195625
+tommath_int 256 /(int)1.16415
+tommath_int 256 % 1.30947
+tommath_int 256 | 0.0732898
+tommath_int 256 & 0.0736961
+tommath_int 256 ^ 0.0734515
+tommath_int 256 << 0.038933
+tommath_int 256 >> 0.138079
+tommath_int 256 %(int)1.18164
+tommath_int 256 |(int)0.243102
+tommath_int 256 &(int)0.223836
+tommath_int 256 ^(int)0.245577
+tommath_int 512 + 0.0235136
+tommath_int 512 - 0.0288817
+tommath_int 512 * 0.192319
+tommath_int 512 / 1.91905
+tommath_int 512 str 0.0619139
+tommath_int 512 +(int)0.168344
+tommath_int 512 -(int)0.165763
+tommath_int 512 *(int)0.213072
+tommath_int 512 /(int)1.6709
+tommath_int 512 % 1.91623
+tommath_int 512 | 0.0782698
+tommath_int 512 & 0.0785497
+tommath_int 512 ^ 0.0787174
+tommath_int 512 << 0.0445723
+tommath_int 512 >> 0.148176
+tommath_int 512 %(int)1.724
+tommath_int 512 |(int)0.247972
+tommath_int 512 &(int)0.227986
+tommath_int 512 ^(int)0.245992
+tommath_int 1024 + 0.0353819
+tommath_int 1024 - 0.0411398
+tommath_int 1024 * 0.548938
+tommath_int 1024 / 3.19059
+tommath_int 1024 str 0.186976
+tommath_int 1024 +(int)0.179688
+tommath_int 1024 -(int)0.177946
+tommath_int 1024 *(int)0.257986
+tommath_int 1024 /(int)2.90617
+tommath_int 1024 % 3.17595
+tommath_int 1024 | 0.0928142
+tommath_int 1024 & 0.0989265
+tommath_int 1024 ^ 0.096274
+tommath_int 1024 << 0.0663455
+tommath_int 1024 >> 0.164607
+tommath_int 1024 %(int)2.83798
+tommath_int 1024 |(int)0.256182
+tommath_int 1024 &(int)0.241025
+tommath_int 1024 ^(int)0.258545
+fixed_int 64 + 0.00139124
+fixed_int 64 - 0.00164434
+fixed_int 64 * 0.00699488
+fixed_int 64 / 0.0516797
+fixed_int 64 str 0.000232222
+fixed_int 64 +(int)0.002316
+fixed_int 64 -(int)0.00191233
+fixed_int 64 *(int)0.00233361
+fixed_int 64 /(int)0.0232935
+fixed_int 64 % 0.0534904
+fixed_int 64 | 0.00176279
+fixed_int 64 & 0.00177991
+fixed_int 64 ^ 0.00173416
+fixed_int 64 << 0.000672222
+fixed_int 64 >> 0.000779919
+fixed_int 64 %(int)0.022105
+fixed_int 64 |(int)0.00108065
+fixed_int 64 &(int)0.00120958
+fixed_int 64 ^(int)0.00107863
+fixed_int 128 + 0.00260327
+fixed_int 128 - 0.00292914
+fixed_int 128 * 0.017405
+fixed_int 128 / 0.10547
+fixed_int 128 str 0.000458298
+fixed_int 128 +(int)0.00202532
+fixed_int 128 -(int)0.00163065
+fixed_int 128 *(int)0.0029341
+fixed_int 128 /(int)0.086585
+fixed_int 128 % 0.104705
+fixed_int 128 | 0.00262583
+fixed_int 128 & 0.00263365
+fixed_int 128 ^ 0.00261842
+fixed_int 128 << 0.00180218
+fixed_int 128 >> 0.00195989
+fixed_int 128 %(int)0.076707
+fixed_int 128 |(int)0.00127991
+fixed_int 128 &(int)0.00221857
+fixed_int 128 ^(int)0.00129423
+fixed_int 256 + 0.00544189
+fixed_int 256 - 0.00594733
+fixed_int 256 * 0.0716955
+fixed_int 256 / 0.18658
+fixed_int 256 str 0.0011329
+fixed_int 256 +(int)0.00239115
+fixed_int 256 -(int)0.00196589
+fixed_int 256 *(int)0.00536465
+fixed_int 256 /(int)0.177415
+fixed_int 256 % 0.18577
+fixed_int 256 | 0.00654441
+fixed_int 256 & 0.00658456
+fixed_int 256 ^ 0.00653302
+fixed_int 256 << 0.00366541
+fixed_int 256 >> 0.00345938
+fixed_int 256 %(int)0.146564
+fixed_int 256 |(int)0.00179758
+fixed_int 256 &(int)0.00406972
+fixed_int 256 ^(int)0.00174107
+fixed_int 512 + 0.0119663
+fixed_int 512 - 0.0122849
+fixed_int 512 * 0.250144
+fixed_int 512 / 0.362685
+fixed_int 512 str 0.00353655
+fixed_int 512 +(int)0.00525298
+fixed_int 512 -(int)0.0054428
+fixed_int 512 *(int)0.0104665
+fixed_int 512 /(int)0.35372
+fixed_int 512 % 0.364137
+fixed_int 512 | 0.0133848
+fixed_int 512 & 0.0134244
+fixed_int 512 ^ 0.0133775
+fixed_int 512 << 0.0111573
+fixed_int 512 >> 0.0104619
+fixed_int 512 %(int)0.293131
+fixed_int 512 |(int)0.00511566
+fixed_int 512 &(int)0.00944583
+fixed_int 512 ^(int)0.00520143
+fixed_int 1024 + 0.0265669
+fixed_int 1024 - 0.0305353
+fixed_int 1024 * 0.792037
+fixed_int 1024 / 0.758868
+fixed_int 1024 str 0.0137457
+fixed_int 1024 +(int)0.0101279
+fixed_int 1024 -(int)0.00950205
+fixed_int 1024 *(int)0.026544
+fixed_int 1024 /(int)0.709808
+fixed_int 1024 % 0.760095
+fixed_int 1024 | 0.0258782
+fixed_int 1024 & 0.0244113
+fixed_int 1024 ^ 0.0258119
+fixed_int 1024 << 0.0193046
+fixed_int 1024 >> 0.0195598
+fixed_int 1024 %(int)0.591454
+fixed_int 1024 |(int)0.010103
+fixed_int 1024 &(int)0.0249342
+fixed_int 1024 ^(int)0.0100668
+cpp_float 50 + 0.0135692
+cpp_float 50 - 0.014813
+cpp_float 50 * 0.121949
+cpp_float 50 / 1.86438
+cpp_float 50 str 0.00921786
+cpp_float 50 +(int)0.0231423
+cpp_float 50 -(int)0.0245803
+cpp_float 50 *(int)0.036823
+cpp_float 50 /(int)0.200073
+cpp_float 100 + 0.0194008
+cpp_float 100 - 0.0179391
+cpp_float 100 * 0.237444
+cpp_float 100 / 3.67594
+cpp_float 100 str 0.0156382
+cpp_float 100 +(int)0.032027
+cpp_float 100 -(int)0.0355546
+cpp_float 100 *(int)0.0596723
+cpp_float 100 /(int)0.341129
+cpp_float 500 + 0.0431376
+cpp_float 500 - 0.0441081
+cpp_float 500 * 2.11624
+cpp_float 500 / 25.3672
+cpp_float 500 str 0.0619948
+cpp_float 500 +(int)0.0717688
+cpp_float 500 -(int)0.0737847
+cpp_float 500 *(int)0.240091
+cpp_float 500 /(int)1.39098
+mpfr_float 50 + 0.018534
+mpfr_float 50 - 0.0219753
+mpfr_float 50 * 0.0573856
+mpfr_float 50 / 0.318134
+mpfr_float 50 str 0.00683453
+mpfr_float 50 +(int)0.0267235
+mpfr_float 50 -(int)0.0449984
+mpfr_float 50 *(int)0.0345749
+mpfr_float 50 /(int)0.0856313
+mpfr_float 100 + 0.0203895
+mpfr_float 100 - 0.023673
+mpfr_float 100 * 0.0922367
+mpfr_float 100 / 0.455272
+mpfr_float 100 str 0.00688747
+mpfr_float 100 +(int)0.0280739
+mpfr_float 100 -(int)0.048047
+mpfr_float 100 *(int)0.039831
+mpfr_float 100 /(int)0.107712
+mpfr_float 500 + 0.032386
+mpfr_float 500 - 0.0362805
+mpfr_float 500 * 0.853213
+mpfr_float 500 / 2.82089
+mpfr_float 500 str 0.0336548
+mpfr_float 500 +(int)0.0383341
+mpfr_float 500 -(int)0.0587852
+mpfr_float 500 *(int)0.0845355
+mpfr_float 500 /(int)0.252175
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+[table Operator str
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+]
+[endsect]
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+[[fixed_int][[*1] (0.0516797s)][[*1] (0.10547s)][[*1] (0.18658s)][1.35534 (0.362685s)][2.15056 (0.758868s)]]
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+]
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+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.0232935s)][1.65378 (0.086585s)][2.71117 (0.177415s)][3.96447 (0.35372s)][5.05194 (0.709808s)]]
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+]
+[table Operator str
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+[[fixed_int][[*1] (0.000232222s)][1.25612 (0.000458298s)][1.89299 (0.0011329s)][2.90199 (0.00353655s)][4.92723 (0.0137457s)]]
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+]
+[table Operator |
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00176279s)][[*1] (0.00262583s)][[*1] (0.00654441s)][[*1] (0.0133848s)][1.06069 (0.0258782s)]]
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+]
+[table Operator |(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00108065s)][[*1] (0.00127991s)][[*1] (0.00179758s)][[*1] (0.00511566s)][[*1] (0.010103s)]]
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+]
+[endsect]
+[section:rational_performance Rational Type Perfomance]
+[table Operator *
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.415269s)][[*1] (0.933404s)][[*1] (4.28222s)][[*1] (9.65569s)][[*1] (21.0382s)]]
+]
+[table Operator *(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.310676s)][[*1] (0.172035s)][[*1] (0.192923s)][[*1] (0.240048s)][[*1] (0.324096s)]]
+]
+[table Operator +
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.248703s)][[*1] (0.525318s)][[*1] (2.26207s)][[*1] (5.07193s)][[*1] (11.2925s)]]
+]
+[table Operator +(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.287841s)][[*1] (0.144307s)][[*1] (0.162372s)][[*1] (0.197738s)][[*1] (0.269222s)]]
+]
+[table Operator -
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.248085s)][[*1] (0.53016s)][[*1] (2.26907s)][[*1] (5.07942s)][[*1] (11.3536s)]]
+]
+[table Operator -(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.28346s)][[*1] (0.14385s)][[*1] (0.160533s)][[*1] (0.198744s)][[*1] (0.267056s)]]
+]
+[table Operator /
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (1.34308s)][[*1] (2.63133s)][[*1] (8.12755s)][[*1] (16.8657s)][[*1] (35.6477s)]]
+]
+[table Operator /(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.311221s)][[*1] (0.175494s)][[*1] (0.197356s)][[*1] (0.250338s)][[*1] (0.338966s)]]
+]
+[table Operator str
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.000573396s)][[*1] (0.000723346s)][[*1] (0.00120085s)][[*1] (0.00233842s)][[*1] (0.00549707s)]]
+]
+[endsect]
Added: sandbox/big_number/libs/multiprecision/performance/performance_test-intel-linux.log
==============================================================================
--- (empty file)
+++ sandbox/big_number/libs/multiprecision/performance/performance_test-intel-linux.log 2012-01-23 12:07:35 EST (Mon, 23 Jan 2012)
@@ -0,0 +1,507 @@
+gmp_float 50 + 0.0180644
+gmp_float 50 - 0.0194673
+gmp_float 50 * 0.0505578
+gmp_float 50 / 0.278179
+gmp_float 50 str 0.00357972
+gmp_float 50 +(int)0.0115205
+gmp_float 50 -(int)0.0197263
+gmp_float 50 *(int)0.0165976
+gmp_float 50 /(int)0.0758893
+gmp_float 100 + 0.019475
+gmp_float 100 - 0.0218422
+gmp_float 100 * 0.090686
+gmp_float 100 / 0.378055
+gmp_float 100 str 0.00557522
+gmp_float 100 +(int)0.0127856
+gmp_float 100 -(int)0.0205184
+gmp_float 100 *(int)0.0200577
+gmp_float 100 /(int)0.0948556
+gmp_float 500 + 0.0317241
+gmp_float 500 - 0.0335304
+gmp_float 500 * 0.947017
+gmp_float 500 / 1.5881
+gmp_float 500 str 0.0313793
+gmp_float 500 +(int)0.0187639
+gmp_float 500 -(int)0.0265882
+gmp_float 500 *(int)0.0415067
+gmp_float 500 /(int)0.232493
+gmp_int 64 + 0.0167521
+gmp_int 64 - 0.0188881
+gmp_int 64 * 0.011645
+gmp_int 64 / 0.1697
+gmp_int 64 str 0.000336635
+gmp_int 64 +(int)0.00723269
+gmp_int 64 -(int)0.00741945
+gmp_int 64 *(int)0.0120496
+gmp_int 64 /(int)0.0501068
+gmp_int 64 % 0.16582
+gmp_int 64 | 0.0115873
+gmp_int 64 & 0.0125951
+gmp_int 64 ^ 0.0129732
+gmp_int 64 << 0.00969083
+gmp_int 64 >> 0.0130601
+gmp_int 64 %(int)0.034786
+gmp_int 64 |(int)0.0424747
+gmp_int 64 &(int)0.0441868
+gmp_int 64 ^(int)0.0442481
+gmp_int 128 + 0.0192114
+gmp_int 128 - 0.0219479
+gmp_int 128 * 0.0182506
+gmp_int 128 / 0.196561
+gmp_int 128 str 0.00232097
+gmp_int 128 +(int)0.00871277
+gmp_int 128 -(int)0.0130434
+gmp_int 128 *(int)0.0127078
+gmp_int 128 /(int)0.0568248
+gmp_int 128 % 0.164977
+gmp_int 128 | 0.0134681
+gmp_int 128 & 0.01436
+gmp_int 128 ^ 0.0140653
+gmp_int 128 << 0.0131179
+gmp_int 128 >> 0.0107065
+gmp_int 128 %(int)0.0405959
+gmp_int 128 |(int)0.0440289
+gmp_int 128 &(int)0.0453998
+gmp_int 128 ^(int)0.0468496
+gmp_int 256 + 0.0230482
+gmp_int 256 - 0.0289896
+gmp_int 256 * 0.0476911
+gmp_int 256 / 0.240552
+gmp_int 256 str 0.000971703
+gmp_int 256 +(int)0.0145101
+gmp_int 256 -(int)0.0148337
+gmp_int 256 *(int)0.0170638
+gmp_int 256 /(int)0.0686065
+gmp_int 256 % 0.197103
+gmp_int 256 | 0.0159192
+gmp_int 256 & 0.015575
+gmp_int 256 ^ 0.0166751
+gmp_int 256 << 0.0148945
+gmp_int 256 >> 0.0111136
+gmp_int 256 %(int)0.0516333
+gmp_int 256 |(int)0.0474723
+gmp_int 256 &(int)0.0466442
+gmp_int 256 ^(int)0.0465869
+gmp_int 512 + 0.028268
+gmp_int 512 - 0.0352221
+gmp_int 512 * 0.103105
+gmp_int 512 / 0.281226
+gmp_int 512 str 0.00167382
+gmp_int 512 +(int)0.0170154
+gmp_int 512 -(int)0.0179625
+gmp_int 512 *(int)0.021358
+gmp_int 512 /(int)0.0950571
+gmp_int 512 % 0.230214
+gmp_int 512 | 0.0208511
+gmp_int 512 & 0.019777
+gmp_int 512 ^ 0.025011
+gmp_int 512 << 0.0182795
+gmp_int 512 >> 0.0121814
+gmp_int 512 %(int)0.0651899
+gmp_int 512 |(int)0.0493584
+gmp_int 512 &(int)0.0498514
+gmp_int 512 ^(int)0.049668
+gmp_int 1024 + 0.0408966
+gmp_int 1024 - 0.0463151
+gmp_int 1024 * 0.326898
+gmp_int 1024 / 0.36922
+gmp_int 1024 str 0.00297363
+gmp_int 1024 +(int)0.0197647
+gmp_int 1024 -(int)0.0199956
+gmp_int 1024 *(int)0.0300116
+gmp_int 1024 /(int)0.144581
+gmp_int 1024 % 0.302132
+gmp_int 1024 | 0.0284821
+gmp_int 1024 & 0.0266602
+gmp_int 1024 ^ 0.0299441
+gmp_int 1024 << 0.0247868
+gmp_int 1024 >> 0.0162548
+gmp_int 1024 %(int)0.0799406
+gmp_int 1024 |(int)0.0525727
+gmp_int 1024 &(int)0.0539474
+gmp_int 1024 ^(int)0.0539722
+mpq_rational 64 + 0.254473
+mpq_rational 64 - 0.260331
+mpq_rational 64 * 0.426868
+mpq_rational 64 / 1.50105
+mpq_rational 64 str 0.000927423
+mpq_rational 64 +(int)0.309729
+mpq_rational 64 -(int)0.306598
+mpq_rational 64 *(int)0.344178
+mpq_rational 64 /(int)0.32842
+mpq_rational 128 + 0.542374
+mpq_rational 128 - 0.545764
+mpq_rational 128 * 0.968054
+mpq_rational 128 / 2.78757
+mpq_rational 128 str 0.00111655
+mpq_rational 128 +(int)0.154116
+mpq_rational 128 -(int)0.151187
+mpq_rational 128 *(int)0.179899
+mpq_rational 128 /(int)0.184167
+mpq_rational 256 + 2.34795
+mpq_rational 256 - 2.3565
+mpq_rational 256 * 4.39195
+mpq_rational 256 / 8.9203
+mpq_rational 256 str 0.00175742
+mpq_rational 256 +(int)0.177483
+mpq_rational 256 -(int)0.16783
+mpq_rational 256 *(int)0.200539
+mpq_rational 256 /(int)0.206129
+mpq_rational 512 + 5.10523
+mpq_rational 512 - 5.08802
+mpq_rational 512 * 9.6344
+mpq_rational 512 / 16.8502
+mpq_rational 512 str 0.00246714
+mpq_rational 512 +(int)0.212807
+mpq_rational 512 -(int)0.212048
+mpq_rational 512 *(int)0.254142
+mpq_rational 512 /(int)0.262442
+mpq_rational 1024 + 11.2331
+mpq_rational 1024 - 11.2446
+mpq_rational 1024 * 20.9879
+mpq_rational 1024 / 35.6472
+mpq_rational 1024 str 0.00550783
+mpq_rational 1024 +(int)0.27756
+mpq_rational 1024 -(int)0.271845
+mpq_rational 1024 *(int)0.328602
+mpq_rational 1024 /(int)0.350883
+fixed_int 64 + 0.00207163
+fixed_int 64 - 0.00216403
+fixed_int 64 * 0.00392745
+fixed_int 64 / 0.0556903
+fixed_int 64 str 0.000302762
+fixed_int 64 +(int)0.00358307
+fixed_int 64 -(int)0.00354668
+fixed_int 64 *(int)0.00294381
+fixed_int 64 /(int)0.0169012
+fixed_int 64 % 0.054413
+fixed_int 64 | 0.00257616
+fixed_int 64 & 0.00259593
+fixed_int 64 ^ 0.00256688
+fixed_int 64 << 0.00115455
+fixed_int 64 >> 0.00147407
+fixed_int 64 %(int)0.0243407
+fixed_int 64 |(int)0.00208078
+fixed_int 64 &(int)0.00209559
+fixed_int 64 ^(int)0.00202777
+fixed_int 128 + 0.00326026
+fixed_int 128 - 0.00372498
+fixed_int 128 * 0.0104772
+fixed_int 128 / 0.105756
+fixed_int 128 str 0.000500691
+fixed_int 128 +(int)0.00359962
+fixed_int 128 -(int)0.00360689
+fixed_int 128 *(int)0.00422148
+fixed_int 128 /(int)0.0634475
+fixed_int 128 % 0.106105
+fixed_int 128 | 0.00363433
+fixed_int 128 & 0.00361924
+fixed_int 128 ^ 0.00361813
+fixed_int 128 << 0.00632357
+fixed_int 128 >> 0.00238745
+fixed_int 128 %(int)0.0811764
+fixed_int 128 |(int)0.00190869
+fixed_int 128 &(int)0.00245967
+fixed_int 128 ^(int)0.00237775
+fixed_int 256 + 0.00834722
+fixed_int 256 - 0.00653903
+fixed_int 256 * 0.0324122
+fixed_int 256 / 0.198305
+fixed_int 256 str 0.00111683
+fixed_int 256 +(int)0.00405163
+fixed_int 256 -(int)0.00385712
+fixed_int 256 *(int)0.00849409
+fixed_int 256 /(int)0.127666
+fixed_int 256 % 0.19685
+fixed_int 256 | 0.0108232
+fixed_int 256 & 0.0108415
+fixed_int 256 ^ 0.0108455
+fixed_int 256 << 0.00826823
+fixed_int 256 >> 0.00854822
+fixed_int 256 %(int)0.15306
+fixed_int 256 |(int)0.00275195
+fixed_int 256 &(int)0.00419648
+fixed_int 256 ^(int)0.0027653
+fixed_int 512 + 0.0128543
+fixed_int 512 - 0.0120433
+fixed_int 512 * 0.201059
+fixed_int 512 / 0.385977
+fixed_int 512 str 0.00286314
+fixed_int 512 +(int)0.00694047
+fixed_int 512 -(int)0.00681002
+fixed_int 512 *(int)0.015882
+fixed_int 512 /(int)0.244657
+fixed_int 512 % 0.385184
+fixed_int 512 | 0.0131341
+fixed_int 512 & 0.013122
+fixed_int 512 ^ 0.013116
+fixed_int 512 << 0.0150546
+fixed_int 512 >> 0.0134889
+fixed_int 512 %(int)0.303051
+fixed_int 512 |(int)0.00618124
+fixed_int 512 &(int)0.00836021
+fixed_int 512 ^(int)0.00608555
+fixed_int 1024 + 0.0330379
+fixed_int 1024 - 0.0311489
+fixed_int 1024 * 0.701951
+fixed_int 1024 / 0.708393
+fixed_int 1024 str 0.00872206
+fixed_int 1024 +(int)0.0116939
+fixed_int 1024 -(int)0.0116182
+fixed_int 1024 *(int)0.0346698
+fixed_int 1024 /(int)0.692818
+fixed_int 1024 % 0.711308
+fixed_int 1024 | 0.0176472
+fixed_int 1024 & 0.0176585
+fixed_int 1024 ^ 0.0177043
+fixed_int 1024 << 0.0242721
+fixed_int 1024 >> 0.0248274
+fixed_int 1024 %(int)0.584615
+fixed_int 1024 |(int)0.0107899
+fixed_int 1024 &(int)0.0166854
+fixed_int 1024 ^(int)0.0108555
+cpp_float 50 + 0.0142302
+cpp_float 50 - 0.0153931
+cpp_float 50 * 0.137722
+cpp_float 50 / 2.0214
+cpp_float 50 str 0.00924301
+cpp_float 50 +(int)0.0240351
+cpp_float 50 -(int)0.0252498
+cpp_float 50 *(int)0.0387713
+cpp_float 50 /(int)0.199003
+cpp_float 100 + 0.0178132
+cpp_float 100 - 0.0189367
+cpp_float 100 * 0.293407
+cpp_float 100 / 4.24891
+cpp_float 100 str 0.0160219
+cpp_float 100 +(int)0.0334828
+cpp_float 100 -(int)0.0326407
+cpp_float 100 *(int)0.063236
+cpp_float 100 /(int)0.341837
+cpp_float 500 + 0.044608
+cpp_float 500 - 0.0457737
+cpp_float 500 * 2.88591
+cpp_float 500 / 31.8072
+cpp_float 500 str 0.0639606
+cpp_float 500 +(int)0.0947227
+cpp_float 500 -(int)0.0966926
+cpp_float 500 *(int)0.224258
+cpp_float 500 /(int)1.39765
+mpfr_float 50 + 0.0194724
+mpfr_float 50 - 0.0228715
+mpfr_float 50 * 0.0587051
+mpfr_float 50 / 0.319258
+mpfr_float 50 str 0.00735177
+mpfr_float 50 +(int)0.0285879
+mpfr_float 50 -(int)0.0468028
+mpfr_float 50 *(int)0.03626
+mpfr_float 50 /(int)0.0889091
+mpfr_float 100 + 0.0211419
+mpfr_float 100 - 0.0251794
+mpfr_float 100 * 0.0946069
+mpfr_float 100 / 0.464237
+mpfr_float 100 str 0.00743083
+mpfr_float 100 +(int)0.0302544
+mpfr_float 100 -(int)0.0478439
+mpfr_float 100 *(int)0.0407275
+mpfr_float 100 /(int)0.109517
+mpfr_float 500 + 0.0338
+mpfr_float 500 - 0.037242
+mpfr_float 500 * 0.852196
+mpfr_float 500 / 2.80673
+mpfr_float 500 str 0.0339866
+mpfr_float 500 +(int)0.0427411
+mpfr_float 500 -(int)0.060913
+mpfr_float 500 *(int)0.0814603
+mpfr_float 500 /(int)0.254409
+[section:float_performance Float Type Perfomance]
+[table Operator *
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][2.72405 (0.137722s)][3.23542 (0.293407s)][3.38644 (2.88591s)]]
+[[gmp_float][[*1] (0.0505578s)][[*1] (0.090686s)][1.11127 (0.947017s)]]
+[[mpfr_float][1.16115 (0.0587051s)][1.04324 (0.0946069s)][[*1] (0.852196s)]]
+]
+[table Operator *(int)
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][2.33595 (0.0387713s)][3.1527 (0.063236s)][5.40294 (0.224258s)]]
+[[gmp_float][[*1] (0.0165976s)][[*1] (0.0200577s)][[*1] (0.0415067s)]]
+[[mpfr_float][2.18465 (0.03626s)][2.03052 (0.0407275s)][1.96258 (0.0814603s)]]
+]
+[table Operator +
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][[*1] (0.0142302s)][[*1] (0.0178132s)][1.40612 (0.044608s)]]
+[[gmp_float][1.26944 (0.0180644s)][1.09329 (0.019475s)][[*1] (0.0317241s)]]
+[[mpfr_float][1.36838 (0.0194724s)][1.18686 (0.0211419s)][1.06543 (0.0338s)]]
+]
+[table Operator +(int)
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][2.08629 (0.0240351s)][2.61878 (0.0334828s)][5.04813 (0.0947227s)]]
+[[gmp_float][[*1] (0.0115205s)][[*1] (0.0127856s)][[*1] (0.0187639s)]]
+[[mpfr_float][2.48148 (0.0285879s)][2.36628 (0.0302544s)][2.27784 (0.0427411s)]]
+]
+[table Operator -
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][[*1] (0.0153931s)][[*1] (0.0189367s)][1.36514 (0.0457737s)]]
+[[gmp_float][1.26468 (0.0194673s)][1.15343 (0.0218422s)][[*1] (0.0335304s)]]
+[[mpfr_float][1.48583 (0.0228715s)][1.32966 (0.0251794s)][1.11069 (0.037242s)]]
+]
+[table Operator -(int)
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][1.28001 (0.0252498s)][1.5908 (0.0326407s)][3.63667 (0.0966926s)]]
+[[gmp_float][[*1] (0.0197263s)][[*1] (0.0205184s)][[*1] (0.0265882s)]]
+[[mpfr_float][2.37262 (0.0468028s)][2.33176 (0.0478439s)][2.29098 (0.060913s)]]
+]
+[table Operator /
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][7.26654 (2.0214s)][11.2389 (4.24891s)][20.0284 (31.8072s)]]
+[[gmp_float][[*1] (0.278179s)][[*1] (0.378055s)][[*1] (1.5881s)]]
+[[mpfr_float][1.14767 (0.319258s)][1.22796 (0.464237s)][1.76735 (2.80673s)]]
+]
+[table Operator /(int)
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][2.62228 (0.199003s)][3.60376 (0.341837s)][6.01157 (1.39765s)]]
+[[gmp_float][[*1] (0.0758893s)][[*1] (0.0948556s)][[*1] (0.232493s)]]
+[[mpfr_float][1.17156 (0.0889091s)][1.15457 (0.109517s)][1.09427 (0.254409s)]]
+]
+[table Operator str
+[[Backend][50 Bits][100 Bits][500 Bits]]
+[[cpp_float][2.58205 (0.00924301s)][2.87378 (0.0160219s)][2.03831 (0.0639606s)]]
+[[gmp_float][[*1] (0.00357972s)][[*1] (0.00557522s)][[*1] (0.0313793s)]]
+[[mpfr_float][2.05373 (0.00735177s)][1.33283 (0.00743083s)][1.08309 (0.0339866s)]]
+]
+[endsect]
+[section:integer_performance Integer Type Perfomance]
+[table Operator %
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.054413s)][[*1] (0.106105s)][[*1] (0.19685s)][1.67316 (0.385184s)][2.3543 (0.711308s)]]
+[[gmp_int][3.04743 (0.16582s)][1.55485 (0.164977s)][1.00128 (0.197103s)][[*1] (0.230214s)][[*1] (0.302132s)]]
+]
+[table Operator %(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.0243407s)][1.99962 (0.0811764s)][2.96437 (0.15306s)][4.64875 (0.303051s)][7.31311 (0.584615s)]]
+[[gmp_int][1.42913 (0.034786s)][[*1] (0.0405959s)][[*1] (0.0516333s)][[*1] (0.0651899s)][[*1] (0.0799406s)]]
+]
+[table Operator &
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00259593s)][[*1] (0.00361924s)][[*1] (0.0108415s)][[*1] (0.013122s)][[*1] (0.0176585s)]]
+[[gmp_int][4.85187 (0.0125951s)][3.96768 (0.01436s)][1.43661 (0.015575s)][1.50716 (0.019777s)][1.50977 (0.0266602s)]]
+]
+[table Operator &(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00209559s)][[*1] (0.00245967s)][[*1] (0.00419648s)][[*1] (0.00836021s)][[*1] (0.0166854s)]]
+[[gmp_int][21.0856 (0.0441868s)][18.4577 (0.0453998s)][11.1151 (0.0466442s)][5.96293 (0.0498514s)][3.23322 (0.0539474s)]]
+]
+[table Operator *
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00392745s)][[*1] (0.0104772s)][[*1] (0.0324122s)][1.95004 (0.201059s)][2.14731 (0.701951s)]]
+[[gmp_int][2.96502 (0.011645s)][1.74194 (0.0182506s)][1.4714 (0.0476911s)][[*1] (0.103105s)][[*1] (0.326898s)]]
+]
+[table Operator *(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00294381s)][[*1] (0.00422148s)][[*1] (0.00849409s)][[*1] (0.015882s)][1.15522 (0.0346698s)]]
+[[gmp_int][4.09319 (0.0120496s)][3.01026 (0.0127078s)][2.0089 (0.0170638s)][1.34479 (0.021358s)][[*1] (0.0300116s)]]
+]
+[table Operator +
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00207163s)][[*1] (0.00326026s)][[*1] (0.00834722s)][[*1] (0.0128543s)][[*1] (0.0330379s)]]
+[[gmp_int][8.08642 (0.0167521s)][5.89259 (0.0192114s)][2.76118 (0.0230482s)][2.19911 (0.028268s)][1.23787 (0.0408966s)]]
+]
+[table Operator +(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00358307s)][[*1] (0.00359962s)][[*1] (0.00405163s)][[*1] (0.00694047s)][[*1] (0.0116939s)]]
+[[gmp_int][2.01857 (0.00723269s)][2.42047 (0.00871277s)][3.5813 (0.0145101s)][2.45162 (0.0170154s)][1.69017 (0.0197647s)]]
+]
+[table Operator -
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00216403s)][[*1] (0.00372498s)][[*1] (0.00653903s)][[*1] (0.0120433s)][[*1] (0.0311489s)]]
+[[gmp_int][8.72818 (0.0188881s)][5.89208 (0.0219479s)][4.43331 (0.0289896s)][2.92463 (0.0352221s)][1.48689 (0.0463151s)]]
+]
+[table Operator -(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00354668s)][[*1] (0.00360689s)][[*1] (0.00385712s)][[*1] (0.00681002s)][[*1] (0.0116182s)]]
+[[gmp_int][2.09194 (0.00741945s)][3.61625 (0.0130434s)][3.8458 (0.0148337s)][2.63767 (0.0179625s)][1.72107 (0.0199956s)]]
+]
+[table Operator /
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.0556903s)][[*1] (0.105756s)][[*1] (0.198305s)][1.37248 (0.385977s)][1.91862 (0.708393s)]]
+[[gmp_int][3.04721 (0.1697s)][1.85862 (0.196561s)][1.21304 (0.240552s)][[*1] (0.281226s)][[*1] (0.36922s)]]
+]
+[table Operator /(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.0169012s)][1.11654 (0.0634475s)][1.86084 (0.127666s)][2.57379 (0.244657s)][4.79191 (0.692818s)]]
+[[gmp_int][2.96468 (0.0501068s)][[*1] (0.0568248s)][[*1] (0.0686065s)][[*1] (0.0950571s)][[*1] (0.144581s)]]
+]
+[table Operator <<
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00115455s)][[*1] (0.00632357s)][[*1] (0.00826823s)][[*1] (0.0150546s)][[*1] (0.0242721s)]]
+[[gmp_int][8.39362 (0.00969083s)][2.07445 (0.0131179s)][1.80141 (0.0148945s)][1.21421 (0.0182795s)][1.02121 (0.0247868s)]]
+]
+[table Operator >>
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00147407s)][[*1] (0.00238745s)][[*1] (0.00854822s)][1.10734 (0.0134889s)][1.52739 (0.0248274s)]]
+[[gmp_int][8.85991 (0.0130601s)][4.4845 (0.0107065s)][1.30011 (0.0111136s)][[*1] (0.0121814s)][[*1] (0.0162548s)]]
+]
+[table Operator ^
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00256688s)][[*1] (0.00361813s)][[*1] (0.0108455s)][[*1] (0.013116s)][[*1] (0.0177043s)]]
+[[gmp_int][5.05409 (0.0129732s)][3.88746 (0.0140653s)][1.53751 (0.0166751s)][1.90691 (0.025011s)][1.69135 (0.0299441s)]]
+]
+[table Operator ^(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00202777s)][[*1] (0.00237775s)][[*1] (0.0027653s)][[*1] (0.00608555s)][[*1] (0.0108555s)]]
+[[gmp_int][21.821 (0.0442481s)][19.7034 (0.0468496s)][16.847 (0.0465869s)][8.16164 (0.049668s)][4.97188 (0.0539722s)]]
+]
+[table Operator str
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.000302762s)][[*1] (0.000500691s)][1.14936 (0.00111683s)][1.71055 (0.00286314s)][2.93313 (0.00872206s)]]
+[[gmp_int][1.11188 (0.000336635s)][4.63553 (0.00232097s)][[*1] (0.000971703s)][[*1] (0.00167382s)][[*1] (0.00297363s)]]
+]
+[table Operator |
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00257616s)][[*1] (0.00363433s)][[*1] (0.0108232s)][[*1] (0.0131341s)][[*1] (0.0176472s)]]
+[[gmp_int][4.49789 (0.0115873s)][3.7058 (0.0134681s)][1.47085 (0.0159192s)][1.58756 (0.0208511s)][1.61398 (0.0284821s)]]
+]
+[table Operator |(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[fixed_int][[*1] (0.00208078s)][[*1] (0.00190869s)][[*1] (0.00275195s)][[*1] (0.00618124s)][[*1] (0.0107899s)]]
+[[gmp_int][20.4129 (0.0424747s)][23.0676 (0.0440289s)][17.2504 (0.0474723s)][7.98521 (0.0493584s)][4.87243 (0.0525727s)]]
+]
+[endsect]
+[section:rational_performance Rational Type Perfomance]
+[table Operator *
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.426868s)][[*1] (0.968054s)][[*1] (4.39195s)][[*1] (9.6344s)][[*1] (20.9879s)]]
+]
+[table Operator *(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.344178s)][[*1] (0.179899s)][[*1] (0.200539s)][[*1] (0.254142s)][[*1] (0.328602s)]]
+]
+[table Operator +
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.254473s)][[*1] (0.542374s)][[*1] (2.34795s)][[*1] (5.10523s)][[*1] (11.2331s)]]
+]
+[table Operator +(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.309729s)][[*1] (0.154116s)][[*1] (0.177483s)][[*1] (0.212807s)][[*1] (0.27756s)]]
+]
+[table Operator -
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.260331s)][[*1] (0.545764s)][[*1] (2.3565s)][[*1] (5.08802s)][[*1] (11.2446s)]]
+]
+[table Operator -(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.306598s)][[*1] (0.151187s)][[*1] (0.16783s)][[*1] (0.212048s)][[*1] (0.271845s)]]
+]
+[table Operator /
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (1.50105s)][[*1] (2.78757s)][[*1] (8.9203s)][[*1] (16.8502s)][[*1] (35.6472s)]]
+]
+[table Operator /(int)
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.32842s)][[*1] (0.184167s)][[*1] (0.206129s)][[*1] (0.262442s)][[*1] (0.350883s)]]
+]
+[table Operator str
+[[Backend][64 Bits][128 Bits][256 Bits][512 Bits][1024 Bits]]
+[[mpq_rational][[*1] (0.000927423s)][[*1] (0.00111655s)][[*1] (0.00175742s)][[*1] (0.00246714s)][[*1] (0.00550783s)]]
+]
+[endsect]
Modified: sandbox/big_number/libs/multiprecision/performance/sf_performance.cpp
==============================================================================
--- sandbox/big_number/libs/multiprecision/performance/sf_performance.cpp (original)
+++ sandbox/big_number/libs/multiprecision/performance/sf_performance.cpp 2012-01-23 12:07:35 EST (Mon, 23 Jan 2012)
@@ -14,8 +14,10 @@
# define TEST_MPFR_CLASS
#endif
-#ifdef TEST_MPFR
+#ifdef TEST_MPFR_CLASS
#include <boost/math/bindings/mpfr.hpp>
+#endif
+#ifdef TEST_MPFR
#include <boost/multiprecision/mpfr.hpp>
#endif
#ifdef TEST_MP_REAL
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