Bistromatic benchmark Revolutions
Last update: Mon Oct 22 05:53:54 2007
Ramassage done at Mon Oct 22 04:13:10 2007
General ranks
Rank | Login | Total Time (ms) |
1 | | 3850 |
2 | mouret_r | 52816 |
3 | lefort_d | 124875 |
4 | joyeux_b | 152106 |
5 | mersal_j | 273168 |
6 | courto_b | 295875 |
7 | folio_e | 2147623725 |
8 | grande_n | 4295076391 |
9 | fremau_o | 6442647140 |
10 | claeys_s | 10737573425 |
11 | chiesa_n | 10737626869 |
12 | legran_a | 12885091156 |
13 | guyon_r | 15032480563 |
14 | faixo_j | 19327357509 |
15 | respau_j | 19327361015 |
16 | billar_l | 19327367662 |
17 | lenorm_k | 19327385862 |
18 | avrill_d | 21474836470 |
19 | bergea_s | 21474836470 |
20 | camus_v | 21474836470 |
21 | carpen_a | 21474836470 |
22 | chanud_e | 21474836470 |
23 | choute_f | 21474836470 |
24 | donon_p | 21474836470 |
25 | frique_d | 21474836470 |
26 | gourdi_b | 21474836470 |
27 | mathie_k | 21474836470 |
28 | morizo_c | 21474836470 |
29 | perard_a | 21474836470 |
30 | pierre_f | 21474836470 |
31 | raud_c | 21474836470 |
32 | schwei_t | 21474836470 |
33 | thomas_a | 21474836470 |
Big add or sub base 10 (7M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 579
|
2 | folio_e | 958
|
3 | lefort_d | 1386
|
4 | mouret_r | 1716
|
5 | courto_b | 1932
|
6 | mersal_j | 2172
|
7 | grande_n | 2436
|
8 | joyeux_b | 2654
|
9 | legran_a | 6586
|
10 | chiesa_n | 8189
|
11 | fremau_o | 8669
|
12 | guyon_r | 9456
|
13 | claeys_s | 10122
|
14 | avrill_d | 2147483647 |
15 | bergea_s | 2147483647 |
16 | billar_l | 2147483647 |
17 | camus_v | 2147483647 |
18 | carpen_a | 2147483647 |
19 | chanud_e | 2147483647 |
20 | choute_f | 2147483647 |
21 | donon_p | 2147483647 |
22 | faixo_j | 2147483647 |
23 | frique_d | 2147483647 |
24 | gourdi_b | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Big add or sub base 42 (9M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 892
|
2 | folio_e | 1358
|
3 | lefort_d | 1722
|
4 | mouret_r | 2269
|
5 | courto_b | 2607
|
6 | grande_n | 3103
|
7 | joyeux_b | 3438
|
8 | mersal_j | 4211
|
9 | faixo_j | 4686
|
10 | respau_j | 8192
|
11 | legran_a | 8335
|
12 | claeys_s | 9050
|
13 | billar_l | 14839
|
14 | fremau_o | 20423
|
15 | chiesa_n | 26851
|
16 | lenorm_k | 33039
|
17 | avrill_d | 2147483647 |
18 | bergea_s | 2147483647 |
19 | camus_v | 2147483647 |
20 | carpen_a | 2147483647 |
21 | chanud_e | 2147483647 |
22 | choute_f | 2147483647 |
23 | donon_p | 2147483647 |
24 | frique_d | 2147483647 |
25 | gourdi_b | 2147483647 |
26 | guyon_r | 2147483647 |
27 | mathie_k | 2147483647 |
28 | morizo_c | 2147483647 |
29 | perard_a | 2147483647 |
30 | pierre_f | 2147483647 |
31 | raud_c | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Medium multiplication base 10 (26K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 96
|
2 | mouret_r | 6941
|
3 | joyeux_b | 19521
|
4 | lefort_d | 20570
|
5 | folio_e | 24665
|
6 | grande_n | 30847
|
7 | chiesa_n | 65927
|
8 | mersal_j | 70634
|
9 | guyon_r | 72766
|
10 | courto_b | 74866
|
11 | avrill_d | 2147483647 |
12 | bergea_s | 2147483647 |
13 | billar_l | 2147483647 |
14 | camus_v | 2147483647 |
15 | carpen_a | 2147483647 |
16 | chanud_e | 2147483647 |
17 | choute_f | 2147483647 |
18 | claeys_s | 2147483647 |
19 | donon_p | 2147483647 |
20 | faixo_j | 2147483647 |
21 | fremau_o | 2147483647 |
22 | frique_d | 2147483647 |
23 | gourdi_b | 2147483647 |
24 | legran_a | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Medium multiplication base 42 (26K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 229
|
2 | mouret_r | 6764
|
3 | joyeux_b | 17879
|
4 | lefort_d | 20843
|
5 | folio_e | 22383
|
6 | grande_n | 28842
|
7 | chiesa_n | 62136
|
8 | courto_b | 69596
|
9 | mersal_j | 81417
|
10 | avrill_d | 2147483647 |
11 | bergea_s | 2147483647 |
12 | billar_l | 2147483647 |
13 | camus_v | 2147483647 |
14 | carpen_a | 2147483647 |
15 | chanud_e | 2147483647 |
16 | choute_f | 2147483647 |
17 | claeys_s | 2147483647 |
18 | donon_p | 2147483647 |
19 | faixo_j | 2147483647 |
20 | fremau_o | 2147483647 |
21 | frique_d | 2147483647 |
22 | gourdi_b | 2147483647 |
23 | guyon_r | 2147483647 |
24 | legran_a | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Medium division base 10 (18K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 57
|
2 | mersal_j | 2515
|
3 | lefort_d | 4113
|
4 | courto_b | 4858
|
5 | mouret_r | 4977
|
6 | joyeux_b | 9222
|
7 | guyon_r | 12812
|
8 | fremau_o | 12912
|
9 | chiesa_n | 45531
|
10 | folio_e | 64032
|
11 | legran_a | 100996
|
12 | avrill_d | 2147483647 |
13 | bergea_s | 2147483647 |
14 | billar_l | 2147483647 |
15 | camus_v | 2147483647 |
16 | carpen_a | 2147483647 |
17 | chanud_e | 2147483647 |
18 | choute_f | 2147483647 |
19 | claeys_s | 2147483647 |
20 | donon_p | 2147483647 |
21 | faixo_j | 2147483647 |
22 | frique_d | 2147483647 |
23 | gourdi_b | 2147483647 |
24 | grande_n | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Medium division base 42 (17K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 360
|
2 | mouret_r | 20009
|
3 | mersal_j | 27212
|
4 | lefort_d | 51531
|
5 | courto_b | 64305
|
6 | joyeux_b | 72587
|
7 | avrill_d | 2147483647 |
8 | bergea_s | 2147483647 |
9 | billar_l | 2147483647 |
10 | camus_v | 2147483647 |
11 | carpen_a | 2147483647 |
12 | chanud_e | 2147483647 |
13 | chiesa_n | 2147483647 |
14 | choute_f | 2147483647 |
15 | claeys_s | 2147483647 |
16 | donon_p | 2147483647 |
17 | faixo_j | 2147483647 |
18 | folio_e | 2147483647 |
19 | fremau_o | 2147483647 |
20 | frique_d | 2147483647 |
21 | gourdi_b | 2147483647 |
22 | grande_n | 2147483647 |
23 | guyon_r | 2147483647 |
24 | legran_a | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Complex expression (+,-) base 10 (6M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 564
|
2 | folio_e | 847
|
3 | lefort_d | 1426
|
4 | mouret_r | 1766
|
5 | courto_b | 2183
|
6 | mersal_j | 2245
|
7 | joyeux_b | 3329
|
8 | grande_n | 5542
|
9 | fremau_o | 9241
|
10 | claeys_s | 21565
|
11 | avrill_d | 2147483647 |
12 | bergea_s | 2147483647 |
13 | billar_l | 2147483647 |
14 | camus_v | 2147483647 |
15 | carpen_a | 2147483647 |
16 | chanud_e | 2147483647 |
17 | chiesa_n | 2147483647 |
18 | choute_f | 2147483647 |
19 | donon_p | 2147483647 |
20 | faixo_j | 2147483647 |
21 | frique_d | 2147483647 |
22 | gourdi_b | 2147483647 |
23 | guyon_r | 2147483647 |
24 | legran_a | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Complex expression (+,-) base 42 (6M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 560
|
2 | folio_e | 851
|
3 | lefort_d | 1439
|
4 | mouret_r | 1774
|
5 | courto_b | 2196
|
6 | mersal_j | 3211
|
7 | joyeux_b | 3326
|
8 | grande_n | 6319
|
9 | fremau_o | 15501
|
10 | claeys_s | 21205
|
11 | avrill_d | 2147483647 |
12 | bergea_s | 2147483647 |
13 | billar_l | 2147483647 |
14 | camus_v | 2147483647 |
15 | carpen_a | 2147483647 |
16 | chanud_e | 2147483647 |
17 | chiesa_n | 2147483647 |
18 | choute_f | 2147483647 |
19 | donon_p | 2147483647 |
20 | faixo_j | 2147483647 |
21 | frique_d | 2147483647 |
22 | gourdi_b | 2147483647 |
23 | guyon_r | 2147483647 |
24 | legran_a | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Complex expression (+,-,*) base 10 (134K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 207
|
2 | mouret_r | 4067
|
3 | joyeux_b | 12284
|
4 | lefort_d | 12536
|
5 | folio_e | 15196
|
6 | grande_n | 19318
|
7 | courto_b | 43451
|
8 | mersal_j | 43688
|
9 | fremau_o | 78517
|
10 | avrill_d | 2147483647 |
11 | bergea_s | 2147483647 |
12 | billar_l | 2147483647 |
13 | camus_v | 2147483647 |
14 | carpen_a | 2147483647 |
15 | chanud_e | 2147483647 |
16 | chiesa_n | 2147483647 |
17 | choute_f | 2147483647 |
18 | claeys_s | 2147483647 |
19 | donon_p | 2147483647 |
20 | faixo_j | 2147483647 |
21 | frique_d | 2147483647 |
22 | gourdi_b | 2147483647 |
23 | guyon_r | 2147483647 |
24 | legran_a | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |
Complex expression (+,-,*) base 42 (138K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 306
|
2 | mouret_r | 2533
|
3 | joyeux_b | 7866
|
4 | lefort_d | 9309
|
5 | folio_e | 9788
|
6 | grande_n | 12690
|
7 | courto_b | 29881
|
8 | mersal_j | 35863
|
9 | fremau_o | 50936
|
10 | legran_a | 73357
|
11 | claeys_s | 93248
|
12 | avrill_d | 2147483647 |
13 | bergea_s | 2147483647 |
14 | billar_l | 2147483647 |
15 | camus_v | 2147483647 |
16 | carpen_a | 2147483647 |
17 | chanud_e | 2147483647 |
18 | chiesa_n | 2147483647 |
19 | choute_f | 2147483647 |
20 | donon_p | 2147483647 |
21 | faixo_j | 2147483647 |
22 | frique_d | 2147483647 |
23 | gourdi_b | 2147483647 |
24 | guyon_r | 2147483647 |
25 | lenorm_k | 2147483647 |
26 | mathie_k | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | schwei_t | 2147483647 |
33 | thomas_a | 2147483647 |