I see several differences, starting with work unit 017.ankan wrote:I have computed the first 100 work units using my updated program (with 128 bit hashes). Here are the results:
https://drive.google.com/file/d/0B4d0eT ... sp=sharing
Code: Select all
[] sf rnbqkbnr/1pQ1ppp1/8/3p4/8/4P3/PPPP1PPP/RNB1KBNR b KQkq - 0 4
[] sbo tre0 trtt
[] pctran 7
TT: PETBase ItemCount: 536,870,912 (2^29) ItemSize: 24 B TableSize: 12 GiB
E0: Rh7 2,501,916,099
E0: Rh6 3,261,240,653
E0: Rh5 2,938,971,332
E0: Rh4 3,240,516,570
E0: Rh3 2,495,299,429
E0: Rxh2 2,853,655,337
E0: Nh6 1,956,663,533
E0: Nf6 2,881,858,082
E0: Qd7 2,762,240,319
E0: Qxc7 1,726,316,622
E0: Qd6 3,866,018,241
E0: Bd7 2,773,007,754
E0: Be6 2,260,477,911
E0: Bf5 3,298,671,449
E0: Bg4 2,716,000,316
E0: Bh3 2,311,433,194
E0: Nd7 2,004,730,045
E0: Nc6 2,765,570,359
E0: Na6 2,035,040,540
E0: Ra7 2,510,708,422
E0: Ra6 3,204,675,485
E0: Ra5 2,752,864,420
E0: Ra4 3,255,073,205
E0: Ra3 2,727,461,081
E0: Rxa2 2,792,406,986
E0: g5 2,661,567,931
E0: b5 2,558,825,497
E0: g6 2,653,606,573
E0: f6 2,245,129,070
E0: e5 3,584,098,054
E0: e6 3,394,680,063
E0: d4 2,940,033,499
E0: f5 2,051,062,205
E0: b6 2,392,261,395
Count: 92,374,081,671 Pt: 4:33.160 Wt: 35.765 U: 7.63747 2.58275 GHz 387.185 psCode: Select all
rocky:tmp sje$ diff my0md5 ankan0md5
18c18
< MD5 (0/wu7.017.sum) = 74edf95f4f0b2cbc1f79277957e0b7ae
---
> MD5 (0/wu7.017.sum) = 8b4eeb1f09bf0182da8fc66d6fb8d278
31,36c31,36
< MD5 (0/wu7.030.sum) = 71dc01a935d4a320a7b22a90c60b1a0e
< MD5 (0/wu7.031.sum) = 260aefcfb3f5aed63839f2af1af10cd8
< MD5 (0/wu7.032.sum) = 926d5b436bd18163aa370bf1b662a72d
< MD5 (0/wu7.033.sum) = d5a2f1148ef4959bf82fc214e9ebe55a
< MD5 (0/wu7.034.sum) = 8b12fcfe348c93e93af9facc24a691eb
< MD5 (0/wu7.035.sum) = b0e7ea473b2bf64702e65a0450ec82b3
---
> MD5 (0/wu7.030.sum) = 6261920c2118dcf6c41bfdc74a25a9ff
> MD5 (0/wu7.031.sum) = 0ebf5503f0115eb4aa0a698198fef082
> MD5 (0/wu7.032.sum) = 247a2c9b2c9155a12f4cb00f93b64edf
> MD5 (0/wu7.033.sum) = f421fc0f7729329686b1d310172cc240
> MD5 (0/wu7.034.sum) = 936cbf729bc8049052a761c703f6f666
> MD5 (0/wu7.035.sum) = 7390ba91c718a61d44795e8552df7db5
38c38
< MD5 (0/wu7.037.sum) = 955c98dcfb9c16ae6c0bbf6f1e199132
---
> MD5 (0/wu7.037.sum) = 7fe21688e12e3e7f5f0018dc83ca9ec5
88,93c88,93
< MD5 (0/wu7.087.sum) = 25d510c1339638039e61ada33f615dbf
< MD5 (0/wu7.088.sum) = 3d1ccb2918f7ded1a163b2a71d504471
< MD5 (0/wu7.089.sum) = 04f28f33c9fafeb364880a400f189e9a
< MD5 (0/wu7.090.sum) = 9ae7cabf7bbdbb354e2bd4c1ec147e4c
< MD5 (0/wu7.091.sum) = 342f87ffe2946dd2d1bb722f5afe0669
< MD5 (0/wu7.092.sum) = 9633257f75f9a770c6c73ee39f455dfc
---
> MD5 (0/wu7.087.sum) = 61d93bf182331bf154ae18fa28e378b7
> MD5 (0/wu7.088.sum) = 2fcfdcad352e76fb1c58481f964f7a8a
> MD5 (0/wu7.089.sum) = 9fa68181ab99dd367e53fd38cd0c7338
> MD5 (0/wu7.090.sum) = d3fcc78c5b9d1f02f6c1a23487231a28
> MD5 (0/wu7.091.sum) = 7496c432a89f965ea38f063b3d15180f
> MD5 (0/wu7.092.sum) = dc57166f0f593cbde9c8e035cf5f6270
95c95
< MD5 (0/wu7.094.sum) = 43f98bb164940af79cabc3ea431338b4
---
> MD5 (0/wu7.094.sum) = 19213963540e90dee410e5d8b1939dc9
98c98
< MD5 (0/wu7.097.sum) = b286106d9cd5ab196fe58c779124faa7
---
> MD5 (0/wu7.097.sum) = 27e230de7c46365356809c08b201e6cb
100c100
< MD5 (0/wu7.099.sum) = e1a58c4260d49f3a5563776d55185872
---
> MD5 (0/wu7.099.sum) = b4582747083b05aa023cc687a3a8777dThese counters could be added, but I'd very much not want to change the program until it finishes the Perft(14) project.Dann Corbit wrote:Feature request:
Do a count that classifies the moves (by ply depth)...
How many captures?
How many checks?
How many checkmates? (ply would tell us if white or black #)
How many forced stalemates?
How many irreversible moves?
How many single reply moves?
Checks and checkmates are counted up to 12 plies here:Dann Corbit wrote:Feature request:
Do a count that classifies the moves (by ply depth)...
How many captures?
How many checks?
How many checkmates? (ply would tell us if white or black #)
How many forced stalemates?
How many irreversible moves?
How many single reply moves?
Code: Select all
JetChess 1.0.0.0 (1 GB of hash):
rnbqkbnr/1pQ1ppp1/8/3p4/8/4P3/PPPP1PPP/RNB1KBNR b KQkq - 0 4
1 qd8*c7 1726316622
2 qd8-d7 2762240319
3 qd8-d6 3866018241
4 ra8-a7 2510708422
5 ra8-a6 3204675485
6 ra8-a5 2752864420
7 ra8-a4 3255073205
8 ra8-a3 2727461081
9 ra8*a2 2792406986
10 rh8-h7 2501916099
11 rh8-h6 3261240653
12 rh8-h5 2938971332
13 rh8-h4 3240516570
14 rh8-h3 2495299429
15 rh8*h2 2853655337
16 bc8-d7 2773007754
17 bc8-e6 2260477911
18 bc8-f5 3298671449
19 bc8-g4 2716000316
20 bc8-h3 2311433194
21 nb8-a6 2035040540
22 nb8-c6 2765570359
23 nb8-d7 2004730045
24 ng8-f6 2881858082
25 ng8-h6 1956663533
26 d5-d4 2940033499
27 b7-b6 2392261395
28 b7-b5 2558825497
29 e7-e6 3394680063
30 e7-e5 3584098054
31 f7-f6 2245129070
32 f7-f5 2051062205
33 g7-g6 2653606573
34 g7-g5 2661567931
Total: 92374081671
92,374,081,671 (move pathes after 7 half moves).Irreversible moves are moves that reset the move counter.Ajedrecista wrote:Hello Dann:
Checks and checkmates are counted up to 12 plies here:Dann Corbit wrote:Feature request:
Do a count that classifies the moves (by ply depth)...
How many captures?
How many checks?
How many checkmates? (ply would tell us if white or black #)
How many forced stalemates?
How many irreversible moves?
How many single reply moves?
Statistics on chess games
An independent verification is needed, of course. I understand single reply moves as positions in the game tree with perft(1) = 1, aren't they? But what are irreversible moves? Thanks in advance for your answer.
The shortest stalemates begin to happen at 19 plies according to this old thread:
estimating the number of possible stalemates in perft(n)
Regards from Spain.
Ajedrecista.