Bistromatic benchmark Revolutions

Last update: Fri Oct 19 14:13:15 2007

Ramassage done at Fri Oct 19 12:54:38 2007

General ranks

Rank Login Total Time (ms)
1 thivol_d 3879
2 mouret_r112629
3 mersal_j272639
4 grande_n4295056201
5 folio_e4295342517
6 joyeux_b8589989486
7 courto_b8590196773
8 claeys_s10737503273
9 gilber_c10737503584
10 legran_a17179877741
11 lenorm_k19327367526
12 chiesa_n21474836470
13 choute_f21474836470
14 faixo_j21474836470
15 frique_d21474836470
16 mathie_k21474836470
17 morizo_c21474836470
18 perard_a21474836470
19 schwei_t21474836470




Big add or sub base 10 (8M)

Rank Login Total Time (ms)
1 thivol_d 828
2 courto_b 2398
3 mouret_r 2446
4 mersal_j 2681
5 grande_n 3209
6 gilber_c 4372
7 legran_a 4447
8 claeys_s 11040
9 lenorm_k 14703
10 folio_e 106590
11 chiesa_n 2147483647
12 choute_f 2147483647
13 faixo_j 2147483647
14 frique_d 2147483647
15 joyeux_b 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Big add or sub base 42 (8M)

Rank Login Total Time (ms)
1 thivol_d 616
2 mouret_r 2319
3 grande_n 2495
4 courto_b 3005
5 gilber_c 3064
6 mersal_j 3570
7 legran_a 4118
8 claeys_s 6053
9 folio_e 90557
10 chiesa_n 2147483647
11 choute_f 2147483647
12 faixo_j 2147483647
13 frique_d 2147483647
14 joyeux_b 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Medium multiplication base 10 (29K)

Rank Login Total Time (ms)
1 thivol_d 225
2 joyeux_b 23809
3 mouret_r 29307
4 folio_e 29720
5 grande_n 32427
6 mersal_j 83961
7 courto_b 86571
8 chiesa_n 2147483647
9 choute_f 2147483647
10 claeys_s 2147483647
11 faixo_j 2147483647
12 frique_d 2147483647
13 gilber_c 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Medium multiplication base 42 (25K)

Rank Login Total Time (ms)
1 thivol_d 227
2 joyeux_b 17772
3 mouret_r 21802
4 folio_e 22156
5 grande_n 28216
6 courto_b 67660
7 mersal_j 79658
8 chiesa_n 2147483647
9 choute_f 2147483647
10 claeys_s 2147483647
11 faixo_j 2147483647
12 frique_d 2147483647
13 gilber_c 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Medium division base 10 (23K)

Rank Login Total Time (ms)
1 thivol_d 199
2 mersal_j 15117
3 courto_b 19395
4 mouret_r 20082
5 chiesa_n 2147483647
6 choute_f 2147483647
7 claeys_s 2147483647
8 faixo_j 2147483647
9 folio_e 2147483647
10 frique_d 2147483647
11 gilber_c 2147483647
12 grande_n 2147483647
13 joyeux_b 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Medium division base 42 (18K)

Rank Login Total Time (ms)
1 thivol_d 445
2 mouret_r 25109
3 mersal_j 57364
4 courto_b 83156
5 chiesa_n 2147483647
6 choute_f 2147483647
7 claeys_s 2147483647
8 faixo_j 2147483647
9 folio_e 2147483647
10 frique_d 2147483647
11 gilber_c 2147483647
12 grande_n 2147483647
13 joyeux_b 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Complex expression (+,-) base 10 (6M)

Rank Login Total Time (ms)
1 thivol_d 569
2 mouret_r 1962
3 mersal_j 2330
4 joyeux_b 3611
5 grande_n 6175
6 gilber_c 6589
7 claeys_s 19861
8 folio_e 60707
9 chiesa_n 2147483647
10 choute_f 2147483647
11 courto_b 2147483647
12 faixo_j 2147483647
13 frique_d 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Complex expression (+,-) base 42 (6M)

Rank Login Total Time (ms)
1 thivol_d 562
2 mouret_r 1905
3 mersal_j 3174
4 joyeux_b 3410
5 grande_n 7056
6 gilber_c 7474
7 claeys_s 17912
8 folio_e 57805
9 chiesa_n 2147483647
10 choute_f 2147483647
11 courto_b 2147483647
12 faixo_j 2147483647
13 frique_d 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Complex expression (+,-,*) base 10 (133K)

Rank Login Total Time (ms)
1 thivol_d 80
2 joyeux_b 3047
3 folio_e 3699
4 mouret_r 3719
5 grande_n 4154
6 mersal_j 10506
7 claeys_s 30172
8 chiesa_n 2147483647
9 choute_f 2147483647
10 courto_b 2147483647
11 faixo_j 2147483647
12 frique_d 2147483647
13 gilber_c 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647


Complex expression (+,-,*) base 42 (135K)

Rank Login Total Time (ms)
1 thivol_d 128
2 joyeux_b 3249
3 mouret_r 3978
4 folio_e 3989
5 grande_n 5175
6 mersal_j 14278
7 gilber_c 63850
8 chiesa_n 2147483647
9 choute_f 2147483647
10 claeys_s 2147483647
11 courto_b 2147483647
12 faixo_j 2147483647
13 frique_d 2147483647
14 legran_a 2147483647
15 lenorm_k 2147483647
16 mathie_k 2147483647
17 morizo_c 2147483647
18 perard_a 2147483647
19 schwei_t 2147483647