Bistromatic benchmark Revolutions
Last update: Thu Oct 25 09:40:15 2007
Ramassage done at Thu Oct 25 08:13:33 2007
General ranks
Rank | Login | Total Time (ms) |
1 | | 3407 |
2 | lefort_d | 83099 |
3 | joyeux_b | 114415 |
4 | courto_b | 159126 |
5 | mouret_r | 2147516956 |
6 | fremau_o | 2147864855 |
7 | grande_n | 4295040785 |
8 | gilber_c | 8590017308 |
9 | claeys_s | 8590135022 |
10 | sadegh_g | 12884940998 |
11 | chiesa_n | 12885026146 |
12 | billar_l | 17179983127 |
13 | lenorm_k | 19327372606 |
14 | schwei_t | 19327448331 |
15 | avrill_d | 21474836470 |
16 | bergea_s | 21474836470 |
17 | camus_v | 21474836470 |
18 | carpen_a | 21474836470 |
19 | chanud_e | 21474836470 |
20 | choute_f | 21474836470 |
21 | donon_p | 21474836470 |
22 | frique_d | 21474836470 |
23 | gourdi_b | 21474836470 |
24 | guyon_r | 21474836470 |
25 | mathie_k | 21474836470 |
26 | mersal_j | 21474836470 |
27 | morizo_c | 21474836470 |
28 | perard_a | 21474836470 |
29 | pierre_f | 21474836470 |
30 | raud_c | 21474836470 |
31 | respau_j | 21474836470 |
32 | thomas_a | 21474836470 |
Big add or sub base 10 (8M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 696
|
2 | lefort_d | 1121
|
3 | sadegh_g | 1236
|
4 | mouret_r | 1480
|
5 | courto_b | 2437
|
6 | grande_n | 2901
|
7 | joyeux_b | 3193
|
8 | gilber_c | 3385
|
9 | chiesa_n | 9818
|
10 | fremau_o | 10173
|
11 | claeys_s | 12037
|
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 | donon_p | 2147483647 |
20 | frique_d | 2147483647 |
21 | gourdi_b | 2147483647 |
22 | guyon_r | 2147483647 |
23 | lenorm_k | 2147483647 |
24 | mathie_k | 2147483647 |
25 | mersal_j | 2147483647 |
26 | morizo_c | 2147483647 |
27 | perard_a | 2147483647 |
28 | pierre_f | 2147483647 |
29 | raud_c | 2147483647 |
30 | respau_j | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Big add or sub base 42 (5M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 529
|
2 | lefort_d | 677
|
3 | mouret_r | 1012
|
4 | sadegh_g | 1096
|
5 | courto_b | 1556
|
6 | grande_n | 2175
|
7 | joyeux_b | 2181
|
8 | gilber_c | 2753
|
9 | claeys_s | 8419
|
10 | billar_l | 8823
|
11 | fremau_o | 11936
|
12 | chiesa_n | 15855
|
13 | lenorm_k | 19783
|
14 | schwei_t | 95508
|
15 | avrill_d | 2147483647 |
16 | bergea_s | 2147483647 |
17 | camus_v | 2147483647 |
18 | carpen_a | 2147483647 |
19 | chanud_e | 2147483647 |
20 | choute_f | 2147483647 |
21 | donon_p | 2147483647 |
22 | frique_d | 2147483647 |
23 | gourdi_b | 2147483647 |
24 | guyon_r | 2147483647 |
25 | mathie_k | 2147483647 |
26 | mersal_j | 2147483647 |
27 | morizo_c | 2147483647 |
28 | perard_a | 2147483647 |
29 | pierre_f | 2147483647 |
30 | raud_c | 2147483647 |
31 | respau_j | 2147483647 |
32 | thomas_a | 2147483647 |
Medium multiplication base 10 (20K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 91
|
2 | lefort_d | 3741
|
3 | mouret_r | 4429
|
4 | joyeux_b | 12136
|
5 | sadegh_g | 15676
|
6 | grande_n | 19270
|
7 | chiesa_n | 41170
|
8 | courto_b | 48007
|
9 | fremau_o | 102072
|
10 | billar_l | 105128
|
11 | avrill_d | 2147483647 |
12 | bergea_s | 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 | frique_d | 2147483647 |
20 | gilber_c | 2147483647 |
21 | gourdi_b | 2147483647 |
22 | guyon_r | 2147483647 |
23 | lenorm_k | 2147483647 |
24 | mathie_k | 2147483647 |
25 | mersal_j | 2147483647 |
26 | morizo_c | 2147483647 |
27 | perard_a | 2147483647 |
28 | pierre_f | 2147483647 |
29 | raud_c | 2147483647 |
30 | respau_j | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Medium multiplication base 42 (24K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 235
|
2 | mouret_r | 5963
|
3 | lefort_d | 10031
|
4 | joyeux_b | 16360
|
5 | sadegh_g | 21108
|
6 | grande_n | 26654
|
7 | chiesa_n | 57421
|
8 | courto_b | 69417
|
9 | avrill_d | 2147483647 |
10 | bergea_s | 2147483647 |
11 | billar_l | 2147483647 |
12 | camus_v | 2147483647 |
13 | carpen_a | 2147483647 |
14 | chanud_e | 2147483647 |
15 | choute_f | 2147483647 |
16 | claeys_s | 2147483647 |
17 | donon_p | 2147483647 |
18 | fremau_o | 2147483647 |
19 | frique_d | 2147483647 |
20 | gilber_c | 2147483647 |
21 | gourdi_b | 2147483647 |
22 | guyon_r | 2147483647 |
23 | lenorm_k | 2147483647 |
24 | mathie_k | 2147483647 |
25 | mersal_j | 2147483647 |
26 | morizo_c | 2147483647 |
27 | perard_a | 2147483647 |
28 | pierre_f | 2147483647 |
29 | raud_c | 2147483647 |
30 | respau_j | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Medium division base 10 (23K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 281
|
2 | courto_b | 8163
|
3 | mouret_r | 15793
|
4 | lefort_d | 25862
|
5 | joyeux_b | 29814
|
6 | fremau_o | 84017
|
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 | frique_d | 2147483647 |
18 | gilber_c | 2147483647 |
19 | gourdi_b | 2147483647 |
20 | grande_n | 2147483647 |
21 | guyon_r | 2147483647 |
22 | lenorm_k | 2147483647 |
23 | mathie_k | 2147483647 |
24 | mersal_j | 2147483647 |
25 | morizo_c | 2147483647 |
26 | perard_a | 2147483647 |
27 | pierre_f | 2147483647 |
28 | raud_c | 2147483647 |
29 | respau_j | 2147483647 |
30 | sadegh_g | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Medium division base 42 (23K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 225
|
2 | courto_b | 2975
|
3 | lefort_d | 35898
|
4 | joyeux_b | 36817
|
5 | claeys_s | 94077
|
6 | fremau_o | 98161
|
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 | donon_p | 2147483647 |
16 | frique_d | 2147483647 |
17 | gilber_c | 2147483647 |
18 | gourdi_b | 2147483647 |
19 | grande_n | 2147483647 |
20 | guyon_r | 2147483647 |
21 | lenorm_k | 2147483647 |
22 | mathie_k | 2147483647 |
23 | mersal_j | 2147483647 |
24 | morizo_c | 2147483647 |
25 | mouret_r | 2147483647 |
26 | perard_a | 2147483647 |
27 | pierre_f | 2147483647 |
28 | raud_c | 2147483647 |
29 | respau_j | 2147483647 |
30 | sadegh_g | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Complex expression (+,-) base 10 (6M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 555
|
2 | lefort_d | 1156
|
3 | mouret_r | 1375
|
4 | courto_b | 1629
|
5 | joyeux_b | 3483
|
6 | grande_n | 5448
|
7 | gilber_c | 6179
|
8 | fremau_o | 9174
|
9 | claeys_s | 24416
|
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 | donon_p | 2147483647 |
19 | frique_d | 2147483647 |
20 | gourdi_b | 2147483647 |
21 | guyon_r | 2147483647 |
22 | lenorm_k | 2147483647 |
23 | mathie_k | 2147483647 |
24 | mersal_j | 2147483647 |
25 | morizo_c | 2147483647 |
26 | perard_a | 2147483647 |
27 | pierre_f | 2147483647 |
28 | raud_c | 2147483647 |
29 | respau_j | 2147483647 |
30 | sadegh_g | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Complex expression (+,-) base 42 (6M)
Rank | Login | Total Time (ms) |
1 | thivol_d | 557
|
2 | lefort_d | 1167
|
3 | mouret_r | 1384
|
4 | courto_b | 1646
|
5 | joyeux_b | 3275
|
6 | grande_n | 5680
|
7 | gilber_c | 6347
|
8 | fremau_o | 15348
|
9 | claeys_s | 19766
|
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 | donon_p | 2147483647 |
19 | frique_d | 2147483647 |
20 | gourdi_b | 2147483647 |
21 | guyon_r | 2147483647 |
22 | lenorm_k | 2147483647 |
23 | mathie_k | 2147483647 |
24 | mersal_j | 2147483647 |
25 | morizo_c | 2147483647 |
26 | perard_a | 2147483647 |
27 | pierre_f | 2147483647 |
28 | raud_c | 2147483647 |
29 | respau_j | 2147483647 |
30 | sadegh_g | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Complex expression (+,-,*) base 10 (133K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 90
|
2 | mouret_r | 906
|
3 | lefort_d | 1119
|
4 | joyeux_b | 3455
|
5 | grande_n | 5405
|
6 | courto_b | 10818
|
7 | fremau_o | 23974
|
8 | gilber_c | 30672
|
9 | avrill_d | 2147483647 |
10 | bergea_s | 2147483647 |
11 | billar_l | 2147483647 |
12 | camus_v | 2147483647 |
13 | carpen_a | 2147483647 |
14 | chanud_e | 2147483647 |
15 | chiesa_n | 2147483647 |
16 | choute_f | 2147483647 |
17 | claeys_s | 2147483647 |
18 | donon_p | 2147483647 |
19 | frique_d | 2147483647 |
20 | gourdi_b | 2147483647 |
21 | guyon_r | 2147483647 |
22 | lenorm_k | 2147483647 |
23 | mathie_k | 2147483647 |
24 | mersal_j | 2147483647 |
25 | morizo_c | 2147483647 |
26 | perard_a | 2147483647 |
27 | pierre_f | 2147483647 |
28 | raud_c | 2147483647 |
29 | respau_j | 2147483647 |
30 | sadegh_g | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |
Complex expression (+,-,*) base 42 (134K)
Rank | Login | Total Time (ms) |
1 | thivol_d | 148
|
2 | mouret_r | 967
|
3 | lefort_d | 2327
|
4 | joyeux_b | 3701
|
5 | grande_n | 5958
|
6 | courto_b | 12478
|
7 | fremau_o | 26353
|
8 | gilber_c | 33384
|
9 | claeys_s | 41719
|
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 | donon_p | 2147483647 |
19 | frique_d | 2147483647 |
20 | gourdi_b | 2147483647 |
21 | guyon_r | 2147483647 |
22 | lenorm_k | 2147483647 |
23 | mathie_k | 2147483647 |
24 | mersal_j | 2147483647 |
25 | morizo_c | 2147483647 |
26 | perard_a | 2147483647 |
27 | pierre_f | 2147483647 |
28 | raud_c | 2147483647 |
29 | respau_j | 2147483647 |
30 | sadegh_g | 2147483647 |
31 | schwei_t | 2147483647 |
32 | thomas_a | 2147483647 |