♟ ChessInsights
German Bundesliga 2025/26 · Round 4

Papp, Gabor (2506)vsBoensch, Uwe (2456)1/2-1/2

Sicilian Defense: Taimanov Variation, Bastrikov Variation, English Attack · 115 half-moves · 12/7/2025

AI summary

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Longest thinks

Positions where players took the most time — the arrow shows the move actually played.

1

Boensch, Uwe

Black · Middlegame

30 min
Move 40: d4Lichess ↗
2

Papp, Gabor

White · Middlegame

30 min
Move 40: Kc2Lichess ↗
3

Boensch, Uwe

Black · Middlegame

18 min
Move 23: Qc4Lichess ↗

Total time White

2h 8 min

Papp, Gabor

Total time Black

2h 20 min

Boensch, Uwe

Gap

11 min

Boensch, Uwe used more clock

Breakdown by phase

PhasePapp, GaborBoensch, Uwe
Opening
15 moves
20 min
2m 19s / move
39 min
5m 35s / move
Middlegame
25 moves
1h 23 min
5m 13s / move
1h 10 min
6m 24s / move
Endgame
18 moves
24 min
1m 27s / move
30 min
1m 54s / move

Remaining clock

Time spent per move

Move-by-move details (115 half-moves)

#PhaseWhiteTimeBlackTime
1Open.e4c5
2Open.Nf3e6
3Open.d4cxd4
4Open.Nxd4Nc6
5Open.Nc3Qc7
6Open.Be327sa6
7Open.g41m 12sb513s
8Open.Nxc639sQxc62m 15s
9Open.Qd21m 21sb44m 33s
10Open.Ne229sQxe4
11Open.Rg135sQc41m 36s
12Open.Ng36m 24sQc66m 54s
13Open.Bg24m 29sd5
14Open.O-O-OBb713 min
15Open.Bd45m 15sNf610 min
16MGg514 minNd711s
17MGf45sO-O-O4m 40s
18MGRge1h66m 6s
19MGg64m 46sfxg6
20MGBh3Nc519s
21MGBxc52m 7sQxc5
22MGRxe61m 9sKb8
23MGRxg6Qc418 min
24MGKb14m 42sBd6
25MGNh54m 12sRhf821s
26MGf51m 4sQh45m 45s
27MGBg43sQxh2
28MGQxh2Bxh2
29MGNxg7Rf73m 7s
30MGNe65m 44sRh8
31MGRh1Be5
32MGRhxh62sRxh6
33MGRxh6Bc817s
34MGNd811sRf646s
35MGRxf61m 23sBxf6
36MGNc6+Kc7
37MGNxb4Kd6
38MGNd316sa5
39MGc313 minBa6
40MGKc230 mind430 min
41End.cxd45m 37sBxd43s
42End.Nc126sKe52m 12s
43End.Be238sBb78m 45s
44End.Bd31m 52sBd51m 20s
45End.Ne23m 18sBc51m 52s
46End.Nc334sBf711s
47End.b32m 47sBb42m 19s
48End.Na41m 27sKd42m 40s
49End.Nb650sBe81m 26s
50End.Nc4a4
51End.Nd21m 18saxb3+36s
52End.axb32sKe35m 57s
53End.Ne41m 18sBf72m 22s
54End.Ng52m 2sBxb3+23s
55End.Kxb326sBe75s
56End.Nh71m 15sKxd38s
57End.f61sBxf68s
58End.Nxf641s