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Up Topic Hauptforen / CSS-Forum / Harte Nuß!
- - By Anton Stadlhofer Date 2012-01-14 08:42
Hallo

[Event "Teststellung,"]
[Site "?"]
[Date "2012.??.??"]
[Round "?"]
[White "NN"]
[Black "NN"]
[Result "1-0"]


Wie lange brauchen eure Programme für den gewinnbringenden Königsmarsch Ke/d/c/b !! (mit satter +Bewertung!)

lg       Anton
Parent - - By Peter Martan Date 2012-01-14 11:58
Hallo Anton!

2r2bk1/R1B4p/3p1p2/2pPp1p1/2P1P1P1/5P2/5K1P/8 w - -

Engine: Houdini 2.0c Pro x64 (2048 MB)
von Robert Houdart

21/32  0:00   +0.45--  1.Ke3 Le7 (13.197.568) 17738

...

33/50  1:10   +0.58++  1.Ke3 (1.539.728.694) 21899

33/50  1:21   +0.71++  1.Ke3 (1.799.678.178) 22071

33/54  1:45   +0.97    1.Ke3 Le7 2.Kd3 Kf8 3.Kc2 Ke8 4.Kb3 Kd7
                       5.Lb6+ Ke8 6.Ka4 Tb8 7.Ta6 Kd7 8.Ka5 h6
                       9.h3 Lf8 10.Kb5 Tc8 11.Ta7+ Ke8
                       12.Th7 Ta8 13.La7 Le7 14.Kb6 (2.375.265.964) 22442

...

38/61  6:24   +0.98    1.Ke3 Le7 2.Kd3 Kf8 3.Kc2 Ke8 4.Kb3 Kd7
                       5.Lb6+ Ke8 6.Ka4 Tb8 7.Ta6 Tc8 8.Kb5 Kf8
                       9.Ta7 Ke8 10.Lc7 Kd7 11.La5+ Ke8
                       12.Lb6 h6 13.h3 Lf8 14.Th7 (8.923.116.670) 23202 TB:1
Parent - - By Peter Martan Date 2012-01-14 12:23
2r2bk1/R1B4p/3p1p2/2pPp1p1/2P1P1P1/5P2/5K1P/8 w - -

Engine: Stockfish 2.2.1 JA 64bit SSE4.2 (2048 MB)
von Tord Romstad, Marco Costalba and Joona

24/41  0:01   +1.21    1.h3 Le7 2.Kg3 Kf8 3.h4 Ke8 4.h5 Kd7
                       5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Kf7 8.Tb6 Td7
                       9.Ke2 Ke8 10.Kd3 Lf8 11.Ta6 Ke7
                       12.Ke3 Ke8 13.Tb6 Kf7 14.Kd3 (6.461.495) 4141
...

45/53  1:27   +1.17++  1.Ke2 Le7 2.Kd3 Kf8 3.Kc3 h6 4.Kb3 Ke8
                       5.Ka4 Kd7 6.Lb6+ Ke8 7.Kb5 Kf7 8.Lc7 Kg6
                       9.Ka6 Lf8 10.Kb7 (1.334.204.287) 15288

...

45/66  1:45   +2.23++  1.Ke2 Le7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7
                       5.Lb6+ Ke8 6.Ka4 Tb8 7.Ka5 h6 8.Ka6 Kf8
                       9.Tc7 Ld8 10.Tb7 Ta8+ 11.Kb5 Lxb6
                       12.Kxb6 Ta4 13.Kc6 Txc4 14.Kxd6 (1.593.459.020) 15095

45/78  2:06   +2.84++  1.Ke2 (1.926.643.732) 15248

45/95  5:27   +3.76++  1.Ke2 h6 2.Kd3 (4.631.702.748) 14127

45/96  17:14  +4.28    1.Ke2 Le7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7
                       5.Lb6+ Ke8 6.Ka4 Tb8 7.Ta6 Kf7 8.Kb5 h5
                       9.gxh5 f5 10.Kc6 Th8 11.exf5 Txh5
                       12.Lc7 Th4 13.Ta8 Txh2 14.Ta7 (16.698.505.217) 16142
Parent - By Kurt Utzinger Date 2012-01-14 13:11
Hallo Peter
Bei genügender Suchtiefe werden mit der Zeit die meisten Engines die
Lösung finden, aber von Schachwissen kann trotz allem keine Rede sein.
Mfg
Kurt
Parent - - By Anton Stadlhofer Date 2012-01-14 12:49
Hallo Peter

die Zeit von Houdini 2.0c Pro x64 kann ich auf meinen PC nicht nachvollziehen ....... 

lg      Anton
Parent - By Peter Martan Date 2012-01-14 14:40
Hallo Anton, vermutlich einfach Glück gehabt, Critter ist aber z.B. auch nicht viel anders:

2r2bk1/R1B4p/3p1p2/2pPp1p1/2P1P1P1/5P2/5K1P/8 w - -

Engine: Critter 1.4 64-bit SSE4 (2048 MB)
von Richard Vida

18/30  0:00   +0.95--  1.h3 Le7 2.Ke3 Kf8 3.Kd3 Kg8 4.Ke2 Kf8
                       5.Ke3 Kg8 6.Kf2 Kf8 7.Tb7 Kg8 8.Lb8 Kf8
                       9.Kg3 Kg8 10.Kf2 (2.838.929) 6496
...

32/53  2:35   +0.84++  1.Ke3 Le7 2.Ke2 Kf8 3.Kf2 Ke8 4.Kg3 Kf8
                       5.h4 Ke8 6.h5 Kd7 7.Lb6+ Ke8 8.Tb7 Ta8
                       9.La7 Td8 10.Lb8 Td7 11.Tb6 Kf8
                       12.Ta6 Kf7 13.Tc6 Td8 14.Tb6 (1.814.323.258) 11661
...

32/53  4:24   +0.97    1.Ke3 Le7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7
                       5.Lb6+ Ke8 6.Ka4 Tb8 7.Ka5 h6 8.h3 Kf8
                       9.Ta6 Tc8 10.Kb5 Kf7 11.Ta7 Ke8
                       12.Lc7 Kd7 13.La5+ Ke8 14.Lb6 (3.251.964.059) 12290
Parent - By Ernest Bonnem Date 2012-01-15 01:52
[quote="Anton Stadlhofer"]die Zeit von Houdini 2.0c Pro x64 kann ich auf meinen PC nicht nachvollziehen .......  [/quote]
Ja, dann muß man eben ein wenig länger warten...  
(dualcore @3GHz, 32-bit)
Engine:
2r2bk1/R1B4p/3p1p2/2pPp1p1/2P1P1P1/5P2/5K1P/8 w - - 0 1
Analysis by Houdini 2.0c w32 Nlm:
...
1.h3 Be7 2.Kg3 Kf8 3.h4 Ke8 4.h5 Kd7 5.Bb8+ Ke8 6.Rb7 Rd8 7.Kf2 Rd7 8.Rb6 Kf7 9.Ke3 Kg7 10.Kd3 Kf7 11.Ra6 Rd8 12.Bc7 Rd7 13.Rc6 Kg7 14.Bb8 Kf7 15.Rb6 Kf8 16.Rc6 Kf7 17.Rb6
  +/=  (0.50)   Depth: 33/55   00:04:32  923mN
1.h3 Be7 2.Kg3 Kf8 3.h4 Ke8 4.h5 Kd7 5.Bb8+ Ke8 6.Rb7 Rd8 7.Kf2 Rd7 8.Rb6 Kf7 9.Ke3 Kg7 10.Kd3 Kf7 11.Ra6 Kg7 12.Kc3 Kf7 13.Kd2 Kg7 14.Kd3 Kf7 15.Rb6 Rd8 16.Ke3 Rd7 17.Kd3 Rd8
  +/=  (0.50)   Depth: 34/55   00:07:12  1467mN
1.h3 Be7 2.Kg3 Kf8 3.h4 Ke8 4.h5 Kd7 5.Bb8+ Ke8 6.Rb7 Rd8 7.Kf2 Rd7 8.Rb6 Kf7 9.Ke3 Kf8 10.Kd3 Kf7 11.Ra6 Kg7 12.Kc3 Kf7 13.Rc6 Rd8 14.Rb6 Rd7 15.Kc2 Ke8 16.Ra6 Kf7 17.Kd2 Kg7 18.Kd3 Kf7 19.Rb6 Rd8 20.Ke3 Rd7 21.Kd3 Rd8
  +/=  (0.50)   Depth: 35/62   00:15:26  3169mN, tb=17
1.Ke3
  +/=  (0.57 !)   Depth: 35/62   00:19:09  3932mN, tb=17
1.Ke3
  +/-  (0.71 !)   Depth: 35/62   00:24:44  5068mN, tb=17
1.Ke3 Be7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Bb6+ Ke8 6.Ka4 Rb8 7.Ra6 Kd7 8.Ka5 h6 9.h3 Bf8 10.Ra7+ Ke8 11.Kb5 Rc8 12.Rh7 Be7 13.Rxh6 Ra8 14.Rh8+ Bf8 15.Bc7 Ke7 16.Rh7+ Ke8 17.Ba5 Be7 18.Rh8+ Bf8 19.Kb6 Kf7 20.Rh7+ Ke8 21.Ra7 Rxa7 22.Kxa7 Be7 23.Kb7 Kd7 24.Bc7 Bd8 25.Bxd8 Kxd8
  +/-  (0.99)   Depth: 35/62   00:36:56  7525mN, tb=18
1.Ke3
  +/-  (1.06 !)   Depth: 36/68   01:07:07  13635mN, tb=27
1.Ke3 Be7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Bb6+ Ke8 6.Ka4 Rb8 7.Ra6 Kd7 8.Ka5 Ke8 9.Kb5 Rc8 10.Ra7 h6 11.Bc7 Kd7 12.Ba5+ Ke8 13.Bb6 Bf8 14.Bc7 Kd7 15.Ba5+ Ke8 16.Kb6 Kd8 17.Kb7+ Kd7 18.Ka6+ Ke8 19.Bb6 Rb8 20.h3 Be7 21.Rc7 Bd8 22.Rb7 Ra8+ 23.Ba7 Be7 24.Rc7 Rd8 25.Kb7 Rd7 26.Bb6 Bf8 27.Kc6 Rd8 28.Ra7 Rc8+ 29.Bc7 Be7 30.Rb7 f5 31.exf5 Kf7 32.Rb6 Bf8 33.Kd7
  +/-  (1.10)   Depth: 36/68   01:50:05  22344mN, tb=37
1.Ke3 Be7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Bb6+ Ke8 6.Ka4 Rb8 7.Ra6 Kd7 8.Ka5 Ke8 9.Kb5 Rc8 10.Ra7 h6 11.Bc7 Kd7 12.Ba5+ Ke8 13.Bb6 Bf8 14.Bc7 Kd7 15.Ba5+ Ke8 16.h3 Be7 17.Bc7 Kd7 18.Bb6+ Ke8 19.Ka6 Rb8 20.Rc7 Bd8 21.Rb7 Ra8+ 22.Ba7 Be7 23.Rc7 Rd8 24.Kb7 Rd7 25.Bb6 Bf8 26.Kc6 Rd8 27.Ra7 Rc8+ 28.Bc7 Be7 29.Rb7 f5 30.exf5 Kf7 31.Rb6 Bf8 32.Kd7
  +/-  (1.10)   Depth: 37/74   02:19:06  28256mN, tb=48
Parent - By Kurt Utzinger Date 2012-01-14 12:52
Komodo 3 w32 unter Scid Linux auf Quad ist absoslut hilflos
in dieser Stellung.

Gruss
Kurt

8 +0.90 1.La5 Te8 2.Kg3 Te7 3.Lc7 Kf7 4.h4 Te8 5.hxg5 fxg5  (0.06)
9 +0.84 1.La5 Te8 2.Kg3 Te7 3.Lc7 Kf7 4.h4 Te8 5.hxg5 fxg5 6.Ta1  (0.07)
9 +1.06 1.h3  (0.08)
9 +1.05 1.h3 Le7  (0.09)
9 +1.05 1.h3 Le7 2.Ke3 Kf8 3.Kd2 Kg8 4.Ke2 Kf8 5.Ke3 Ke8  (0.09)
10 +0.89 1.h3 Le7  (0.10)
10 +0.90 1.h3  (0.12)
10 +0.86 1.h3 Le7 2.Kg2 Kf8 3.Kg3 Kg8 4.h4 gxh4+ 5.Kh3 Te8 6.Ta6 Kf7 7.Lxd6  (0.13)
10 +0.90 1.Kg3 Le7 2.Kh3 Lf8 3.La5 Tb8 4.Kg3 Tb3 5.Ld8 Lg7  (0.14)
11 +1.06 1.Kg3  (0.15)
11 +1.16 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Ke8 4.Kg3 Kf8 5.Kf2 Te8 6.Kg2 Kg8 7.Kg3  (0.17)
12 +1.07 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Ke8 4.Kg3 Kf8 5.Kf2 Kg8 6.Kg2 Kf8 7.Kh3 Te8  (0.19)
13 +1.05 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Ke8 4.Kg3 Kf8 5.Kf2 Ke8 6.Ke3 Kf8 7.Kd2 Kg8 8.Lb6  (0.23)
14 +0.89 1.Kg3 Le7  (0.36)
14 +0.89 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Kg8 4.Kg3 Kf8 5.Kf2 Ke8 6.Ke3 Kf8 7.Kd2 Kg8 8.Kc2 Te8  (0.53)
15 +0.89 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Kg8 4.Kg3 Kf8 5.Kf2 Ke8 6.Ke3 Kf8 7.Kd2 Kg8 8.h3 Lf8 9.Ke3 Le7  (0.58)
16 +0.89 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Kg8 4.Kg3 Kf8 5.Kf2 Ke8 6.Ke3 Kf8 7.Kd2 Kg8 8.h3 Lf8 9.Ke3 Le7  (0.79)
17 +0.89 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Kg8 4.Kg3 Kf8 5.Kf2 Kg8 6.Ke3 Lf8 7.Ke2 Le7 8.Kd2 Lf8 9.Kc2 Le7 10.h3 Kf8  (1.20)
18 +0.89 1.Kg3 Le7 2.Kh3 Kf8 3.Kg2 Kg8 4.Kg3 Kf8 5.Kf2 Kg8 6.Ke3 Lf8 7.Ke2 Le7 8.Kd2 Lf8 9.Kc2 Le7 10.h3 Kf8  (1.66)
19 +0.73 1.Kg3 Le7  (3.14)
19 +0.73 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Ke8 4.Ke2 Kd7 5.La5+ Ke8 6.Kd3 Kf7 7.Lb6 Ke8 8.Lc7 Kd7 9.Lb8+ Ke8 10.Tb7 Td8 11.Kc3 Kf7 12.Lc7 Td7  (6.94)
20 +0.73 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Ke8 4.Ke2 Kd7 5.La5+ Ke8 6.Kd3 Kf7 7.Lb6 Ke8 8.Lc7 Kd7 9.Lb8+ Ke8 10.Tb7 Td8 11.Tb6 Kf7 12.Lc7 Td7  (7.43)
21 +0.70 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Ke8 4.Ke2 Kd7 5.La5+ Ke8 6.Kd3 Kf7 7.Lb6 Ke8 8.Lc7 Kd7 9.La5+ Ke8 10.Kd2 Kf7 11.Lc7 Kg6 12.Ke3 Lf8 13.Kf2  (9.64)
22 +0.86 1.Kg3  (19.33)
22 +0.85 1.Kg3 Le7  (19.74)
22 +0.64 1.Kg3 Le7 2.h3 Kf8 3.h4 gxh4+ 4.Kxh4 Ke8 5.Kg3 Kd7 6.Lb8+ Ke8 7.Tb7 Td8 8.f4 Td7 9.Tb6 Lf8 10.f5 Ke7 11.Kf3 Lh6 12.Tb2 Lf4 13.Tb1 Td8 14.Tb6  (25.91)
22 +0.70 1.La5 Te8 2.Kg3 Te7 3.Ta8 h6 4.h3 Tf7 5.Ld8 Kg7 6.Tc8 Kg6 7.Lc7 Kg7 8.La5 Ta7 9.Ld8 Kf7 10.Lxf6 Ta4 11.Ld8 Txc4 12.Tc7+ Kg6 13.Le7 Lxe7 14.Txe7  (29.68)
23 +0.69 1.La5 Te8 2.Kg3 Te7 3.Ta8 h6 4.h3 Tf7 5.Ld8 Kg7 6.Tc8 Kg6 7.Lc7 Kg7 8.La5 Kg6 9.Ta8 h5 10.Lc3 h4+ 11.Kf2 Lg7 12.Td8 Lf8 13.Tb8 Lg7  (34.38)
24 +0.69 1.La5 Te8 2.Kg3 Te7 3.Ta8 h6 4.h3 Tf7 5.Ld8 Kg7 6.Tc8 Kg6 7.Lc7 Kg7 8.h4 Le7 9.h5 Tf8 10.Txf8 Kxf8 11.Kf2 Ke8 12.Ke3 Kd7 13.La5 Ld8 14.Lxd8  (41.58)
25 +0.70 1.La5 Te8 2.Kg3 Te7 3.Ta8 h6 4.Lb6 Tf7 5.h4 gxh4+ 6.Kxh4 Tb7 7.Ld8 Kf7 8.Lxf6 Tb4 9.Ld8 Txc4 10.Ta7+ Kg8 11.Kg3 Tc1 12.Ta6 c4 13.Ta7 c3 14.Tc7 c2 15.Kg2 Lg7 16.Le7  (54.70)
26 +0.68 1.La5 Te8 2.Kg3 Te7 3.Ta8 Tb7 4.Ld8 Tf7 5.h4 gxh4+ 6.Kxh4 Kg7 7.Kh5 Kg8 8.Tb8 Kg7 9.Tc8 Kg8 10.Ta8 Kg7 11.Tb8 Kg8 12.Tc8 Kg7 13.Tc6 Td7 14.Lc7 Kg8 15.Lb8 Kf7 16.Tb6 Kg8  (77.03)
26 +0.72 1.Kg3 Le7 2.h4 Kf8 3.h5 Ke8 4.Kg2 Kd7 5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Td7 8.Tb6 Kf7 9.Kg3 Lf8 10.Tb2 Lg7 11.Tb1 Lh6 12.Kf2 Lf8 13.Ke3 Le7 14.Tb6 Lf8 15.Tb2  (98.25)
27 +0.72 1.Kg3 Le7 2.h4 Kf8 3.h5 Ke8 4.Kg2 Kd7 5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Td7 8.Tb6 Kf7 9.Kg3 Lf8 10.Tc6 Le7 11.Ta6 Kg7 12.Kf2 Kf8 13.Ke3 Kf7 14.Tb6 Lf8 15.Tb1 Le7  (120.98)
28 +0.72 1.Kg3 Le7 2.h4 Kf8 3.h5 Ke8 4.Kg2 Kd7 5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Td7 8.Tb6 Kf7 9.Kg3 Lf8 10.Tc6 Le7 11.Ta6 Kg7 12.Kf2 Kf7 13.Tb6 Lf8 14.Ke3 Td8 15.Lc7 Td7 16.Tb7  (189.91)
29 +0.72 1.Kg3 Le7 2.h4 Kf8 3.h5 Ke8 4.Kg2 Kd7 5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Td7 8.Tb6 Kf7 9.Kg3 Lf8 10.Tc6 Le7 11.Ta6 Kg7 12.Kf2 Kf7 13.Tb6 Lf8 14.Tb1 Le7 15.Ke3 Td8 16.Tb6 Td7  (230.55)
Parent - By Kurt Utzinger Date 2012-01-14 13:00
Auch Spark 1.0 hat keinen Durchblick. Schon erstaunlich, dass viele Engines
hier "schlafen"
Gruss
Kurt

Spark 1.0 (unter Scid Linux auf Quad)
1 16 +0.90 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Kg8 4.Ke3 h6 5.Kd2 Kh8 6.Kc3 Kg8 7.Kb3 Kh8 8.Kc2 Kg8
16 +0.90 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Kg8 4.Ke3 h6 5.Kd2 Kh8 6.Kc3 Kg8 7.Kb3 Kh8 8.Kc2 Kg8  (0.16)
17 +0.96 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Kg8 4.Ke3 h6 5.Kd2 Kh8 6.Kc3 Kg8 7.Kc2 Kh8 8.La5 Ld8 9.Lc3  (0.21)
18 +0.96 1.Kg3 Le7 2.h3 Kf8 3.Kf2 Kg8 4.Ke3 h6 5.Kd2 Kh8 6.Kc2 Kg8 7.Kc3 Kh8 8.Kb2 Kg8 9.Kb3 Kh8  (0.27)
19 +0.92 1.Kg3 Le7 2.h3 Kf8 3.h4 h6 4.h5 Ke8 5.Kf2 Lf8 6.Ke3 Kd7 7.Lb8+ Ke8 8.Tb7 Le7 9.Kd3 Lf8 10.Kd2 Td8  (0.63)
19 +1.04 1.h4 gxh4 2.Kg2 Le7 3.Kh3 Kf8 4.Kxh4 f5+ 5.Kh5 fxe4 6.fxe4 Kg8 7.g5 Kh8 8.Lb6 Lf8 9.La5 Tb8 10.Kg4 Tb1 11.Lc3 Tg1+ 12.Kf5 Tf1+ 13.Ke6  (1.15)
20 +0.87 1.h4 Le7 2.h5 h6 3.Ke2 Kf8 4.Kd2 Ke8 5.Kc2 Kd7 6.Lb8+ Ke8 7.Tb7 Td8 8.Kd2 Td7 9.Tb6 Lf8 10.Kc3 Kd8 11.Ta6  (1.45)
20 +1.00 1.h3 Le7 2.Ke1 h6 3.Kd2 Kh8 4.Lb6 Lf8 5.Tf7 Te8 6.Td7 Ta8 7.Ld8 Kg8 8.Lxf6 Ta2+ 9.Kd3 Th2 10.h4 Txh4 11.Ta7  (1.93)
21 +0.75 1.h3 Le7 2.Ke1 h6 3.Kd2 Kh8 4.Lb6 Lf8 5.Tf7 Te8 6.Td7 Ta8 7.Ld8 Kg8 8.Lxf6 Ta2+ 9.Kd3 Th2 10.h4 Txh4 11.Ta7  (3.04)
21 +0.84 1.h4 Le7 2.h5 h6 3.Tb7 Kf8 4.Lb8 Ke8 5.Ke2 Td8 6.Tb1 Kf7 7.Tb6 Lf8 8.Tb7+ Ke8 9.Kd3 Td7 10.Tb6 Kf7 11.Ta6 Td8  (4.13)
22 +0.82 1.h4 Le7 2.h5 Kf8 3.Ke2 Ke8 4.h6 Kd7 5.La5+ Ke8 6.Kd2 Tb8 7.Kc2 Kf8 8.Lc7 Tb4 9.Ta6 Txc4+ 10.Kd3 Td4+ 11.Kc3 Kf7 12.Lxd6 Lxd6 13.Txd6  (6.29)
23 +0.90 1.h4 Le7 2.h5 Kf8 3.Ke2 Ke8 4.h6 Kd7 5.La5+ Ke8 6.Kd2 Tb8 7.Kc2 Kf8 8.Lc7 Tb4 9.Ta6 Txc4+ 10.Kd3 Td4+ 11.Kc3 Tb4 12.Lxd6 Lxd6 13.Txd6 Ke7 14.Te6+ Kf7  (7.86)
24 +0.78 1.h4 Le7 2.h5 h6 3.Ke2 Kf8 4.Kd1 Ke8 5.Kc1 Kd7 6.Lb8+ Ke8 7.Tb7 Lf8 8.Kc2 Td8 9.Kd3 Td7 10.Tb6 Td8 11.Lc7 Td7 12.Tb8+ Kf7 13.Lb6 Lg7  (11.19)
25 +0.77 1.h4 Le7 2.h5 h6 3.Ke2 Kf8 4.Kd1 Ke8 5.Kc1 Kd7 6.Lb8+ Ke8 7.Tb7 Lf8 8.Kc2 Td8 9.Kd3 Td7 10.Tb6 Td8 11.Lc7 Td7 12.Tb8+ Kf7 13.Lb6 Lg7 14.La5  (16.68)
26 +0.85 1.h4 Le7 2.h5 h6 3.Ke2 Kf8 4.Kd1 Ke8 5.Kc1 Kd7 6.La5+ Ke8 7.Kb1 Tb8+ 8.Ka2 Tc8 9.Lc7 Kd7 10.Lb8+ Ke8 11.Tb7 Lf8 12.Kb3 Td8 13.Ka4 Td7 14.Tb6 Ke7 15.Ka5  (23.09)
27 +0.85 1.h4 Le7 2.h5 h6 3.Ke2 Kf8 4.Kd1 Ke8 5.Kc1 Kd7 6.La5+ Ke8 7.Kb1 Tb8+ 8.Ka2 Tc8 9.Lc7 Kd7 10.Lb8+ Ke8 11.Tb7 Lf8 12.Kb3 Td8 13.Ka4 Td7 14.Tb6 Ke7 15.Ka5 Lg7  (30.83)
28 +0.80 1.h4 Le7 2.h5 h6 3.Ke2 Kf8 4.Kd1 Ke8 5.Kc1 Kd7 6.La5+ Ke8 7.Kb1 Tb8+ 8.Ka2 Tc8 9.Lc7 Kd7 10.Lb8+ Ke8 11.Tb7 Td8 12.Ka3 Td7 13.Tb6 Kf7 14.Ka4 Lf8 15.Ka5 Ke7 16.Ka6  (47.92)
29 +0.70 1.h4 Le7 2.h5 Kf8 3.h6 Ke8 4.Ke1 Kd7 5.La5+ Ke8 6.Kd2 Tb8 7.Kc2 Tc8 8.Kb3 Tb8+ 9.Ka2 Lf8 10.Lc7 Tb4 11.Ta8+ Kf7 12.Ta6 Txc4 13.Kb3 Tc1 14.Lxd6 Lxd6 15.Txd6 c4+ 16.Kb4 c3 17.Tc6 c2  (112.38)
30 +0.70 1.h4 Le7 2.h5 Kf8 3.h6 Ke8 4.Ke1 Kd7 5.La5+ Ke8 6.Kd2 Tb8 7.Kc2 Tc8 8.Kb3 Tb8+ 9.Ka2 Lf8 10.Lc7 Tb4 11.Ta8+ Kf7 12.Ta6 Txc4 13.Kb3 Tc1 14.Lxd6 Lxd6 15.Txd6 c4+ 16.Kb4 c3 17.Tc6 c2 18.Kb3  (190.99)
31 +0.75 1.h4 Le7 2.h5 Kf8 3.h6 Ke8 4.Ke1 Kd7 5.La5+ Ke8 6.Kd2 Tb8 7.Kc2 Tc8 8.Kb3 Tb8+ 9.Ka2 Lf8 10.Lc7 Tb4 11.Ta8+ Kf7 12.Ta6 Txc4 13.Kb3 Tc1 14.Lxd6 Lxd6 15.Txd6 Tf1 16.Kc4 Txf3 17.Kxc5 Tc3+ 18.Kb4 Tc7  (275.53)
Parent - - By Roland Kanz Date 2012-01-15 16:33
Guten Tag Anton!

Hier zwei Langzeitanalysen zur harten Nuss

i7 2600K  3,5MHz    Hashgröße= 8192 MB



Analysis by Stockfish 2.2.1 JA 64bit SSE4.2:

1.h3 Le7 2.Kg3 Kf8 3.h4 gxh4+ 4.Kxh4 Ke8 5.Kg3 Kd7 6.Lb8+ Ke8 7.Tb7 Td8 8.Tb6 Td7 9.Kf2 Lf8 10.Ke2 Kf7 11.Ta6 Kg6 12.Kd3 Kg5 13.Ke3 Kg6 14.Kd2 Kg5 15.Kd3 Kf4
  +/-  (1.21)   Tiefe: 17/29   00:00:02  979kN
  +/-  (0.96)   Tiefe: 20/31   00:00:02  2250kN
1.Ke3 Le7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Lb6+ Ke8 6.Kc2 Tb8 7.La5 Tc8 8.Lc7 Kd7 9.Lb6+ Ke8 10.La5 Tb8 11.h3 Kf8 12.Le1 Ke8 13.Lc3 Kf7 14.Ld2 Ke8 15.Lc3
  +/-  (1.05 ++)   Tiefe: 21/33   00:00:02  2909kN
  +/-  (0.88)   Tiefe: 29/45   00:00:04  15384kN
1.h3 Le7 2.Kg3 Kf8 3.h4 Ke8 4.h5 Kd7 5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Td7 8.Tb6 Lf8 9.Ke3 Kf7 10.Ke2 Ke8 11.Kd3 Ke7 12.Kd2 Td8 13.Lc7 Td7 14.Tc6 Lh6 15.Lb8 Td8 16.Tc7+ Td7 17.Tc8 Lf8 18.Tc6 Td8 19.Lc7 Td7 20.Kc3 Kf7 21.Kc2 Le7 22.Lb8 Td8 23.Tb6 Lf8 24.Kd1 Ke7 25.Lc7 Td7 26.Tc6 Kf7 27.Ke2 Ke7 28.Kd3 Lh6 29.Kc2 Lf8 30.Kc3
  +/-  (0.96 ++)   Tiefe: 30/48   00:00:05  23575kN
  +/-  (1.17)   Tiefe: 47/58   00:02:08  871mN
1.Ke1 Le7 2.Kd2 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Lb6+ Ke8 6.Ka4 Tb8 7.Ta6 Kd7 8.Ka5 Ke8 9.Kb5 Tc8 10.Ta7 Kf7 11.Lc7 Kg8 12.La5 Lf8
  +/-  (1.25 ++)   Tiefe: 48/69   00:02:45  1121mN
  +-  (4.80)   Tiefe: 49/101   01:31:51  35716mN
1.Ke1 h6
  +/-  (1.25 ++)   Tiefe: 48/69   00:02:45  1121mN
  +-  (4.64 --)   Tiefe: 50/101   02:03:08  48078mN
1.Ke1 Le7 2.Lb6 Lf8 3.Lc7
  +/-  (1.25 ++)   Tiefe: 48/69   00:02:45  1121mN
  +-  (2.92 --)   Tiefe: 50/101   03:51:08  90888mN
1.Ke1 Le7 2.Kd2 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Lb6+ Ke8 6.Ta6 Tb8 7.Ka4 f5 8.exf5 Kd7
  +/-  (1.25 ++)   Tiefe: 48/69   00:02:45  1121mN
  +-  (4.34 --)   Tiefe: 52/101   08:56:58  209922mN

Analysis by Houdini 2.0c Pro x64:

1.La5 Te8 2.Ke3 Le7 3.Le1 Kf7 4.h4 gxh4 5.Lxh4
  +/=  (0.67)   Tiefe: 7/14   00:00:00  7kN
1.Ke3 Le7 2.Kd3 Kf8 3.h3 Ke8 4.Ke3 Kd7 5.La5+ Ke8 6.Kd3 Tb8 7.Kc2 h6 8.Le1 Kf7 9.h4 gxh4 10.Lxh4 Tb4 11.Kc3 Tb8 12.Lf2 Tb4 13.Le1
  +/-  (0.79)   Tiefe: 7/14   00:00:00  8kN
  +/=  (0.47)   Tiefe: 18/34   00:00:00  4205kN
1.h3 Le7 2.Kg3 Kf8 3.h4 Ke8 4.h5 Kd7 5.Lb8+ Ke8 6.Tb7 Td8 7.Kf2 Td7 8.Tb6 Kf7 9.Ke3 Kf8 10.Ke2 Kf7 11.Tc6 Td8 12.La7 Td7 13.Lb6 Ke8 14.Lc7 Kf7 15.Ke3 Kg7 16.Kf2 Kf7 17.Kg3 Kg7 18.Kg2 Kf7 19.Lb8 Kf8 20.Kf2 Kg8 21.Ta6 Kg7 22.Ke3 Td8 23.Lc7 Td7 24.Tc6 Kf8 25.Kf2 Kf7 26.Kg3
  +/=  (0.56)   Tiefe: 18/49   00:00:01  5004kN
  +/=  (0.56)   Tiefe: 40/69   00:23:49  12881mN
1.Ke3 Le7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Lb6+ Ke8 6.Ta6 Tb8 7.Ka4 Kd7 8.Ka5 h6 9.h3 Tc8 10.Ta7+ Ke8 11.Kb5 Lf8 12.Th7 Le7 13.Ka6 Ta8+ 14.La7 Kd7 15.Txh6 Tf8 16.Th7 Ke8 17.Kb5 Kd7 18.Kb6 Ta8 19.Kb7 Te8 20.Ka6 Ta8 21.Kb6 Tc8 22.Kb7 Tc7+ 23.Ka6 Tc8 24.Kb6 Ta8 25.Kb7
  +/=  (0.63 ++)   Tiefe: 40/69   00:58:06  31212mN
  +/-  (1.10)   Tiefe: 40/73   07:21:28  234422mN
1.Ke3 Le7 2.Kd3 Kf8 3.Kc3 Ke8 4.Kb3 Kd7 5.Lb6+ Ke8 6.Ta6 Tb8 7.Ka4 Kd7 8.Ka5 h6 9.h3 Tc8 10.Ta7+ Ke8 11.Kb5 Lf8 12.Th7 Le7 13.Ka6 Ta8+ 14.La7 Kd7 15.Txh6 Tf8 16.Th7 Ke8 17.Kb5 Kd7 18.Kb6 Ta8 19.Kb7 Te8 20.Ka6 Ta8 21.Kb6 Tc8 22.Kb7 Tc7+ 23.Ka6 Tc8 24.Kb6 Ta8 25.Kb7
  +/=  (0.63 ++)   Tiefe: 40/69   00:58:06  31212mN
  +/-  (1.10)   Tiefe: 42/79   12:16:19  392534mN

MfG. Roland
Parent - By Ernest Bonnem Date 2012-01-15 18:08
[quote="Roland Kanz"]i7 2600K  3,5MHz    Hashgröße= 8192 MB [/quote]
Hallo Roland,

Wie machst Du es, um mit Fritz GUI mehr als 3 GB Hash zu bekommen?
Ein Freund, der Windows 7 Professional (64-bit) und i7 2600K, 8GB memory hat, kann mit seinem Fritz 11 GUI (aber 64-bit Engines, natürlich) nur maximum ungef. 3GB Hash kriegen... 
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