Dominosa

Dominosa is a logic puzzle with simple rules and challenging solutions.

The rules are simple. You have to find the location of all dominoes on the grid. A domino is a pair of numbers. You can have only one of each pair.

Left click between two numbers to connect them in a domino. Right click to place a border which will help you separate numbers that you think cannot be connected.

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This Month
1.	Cinimod75	04:00.28
2.	fufafofofofafuu	04:06.64
3.	nbapip	04:11.41
4.	mark77	04:16.71
5.	NicCCCCCCC	04:21.50
6.	MarkTR	05:01.95
7.	Ornadoll	05:21.62
8.	bwangarang	11:56.29
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This Week
1.	mark77	04:16.71
2.	nbapip	04:53.45
3.	MarkTR	05:01.95
4.	Ornadoll	05:21.62
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Today
1.	Ornadoll	05:21.62
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MO3
1.	numbrr	01:48.99
2.	2015YINJ02	02:07.67
3.	Encyclopedia	02:16.19
4.	qqwref	02:31.93
5.	Fastfaxer	02:32.95
6.	jaybrainer	02:36.49
7.	Hzpenblade	03:07.38
8.	vx14	03:09.01
9.	Indirar	03:29.97
10.	DrVince	03:31.20

AO5
1.	numbrr	02:01.47
2.	2015YINJ02	02:13.96
3.	Encyclopedia	02:25.61
4.	jaybrainer	02:41.81
5.	qqwref	02:53.08
6.	Fastfaxer	03:04.03
7.	vx14	03:29.63
8.	Hzpenblade	03:40.04
9.	oversizedpixie	03:57.98
10.	beatrixwashere	04:08.01

AO12
1.	numbrr	02:44.42
2.	qqwref	03:14.91
3.	jaybrainer	03:19.81
4.	Fastfaxer	04:09.76
5.	Hzpenblade	04:22.46
6.	beatrixwashere	04:44.37
7.	Indirar	04:45.63
8.	snaphiss	04:57.92
9.	vx14	05:00.84
10.	oversizedpixie	05:15.59

Robots / programmatic solvers		info
1.	tlstyer	00:00.008
2.	GaryLu	00:00.276
3.	nbjohnson	00:00.479

* MO3 - Mean of 3. The average of 3 consecutive times.
AO5 - Average of 5. The average of 5 consecutive times ignoring the highest and the lowest.
AO12 - Average of 12. The average of 12 consecutive times ignoring the highest and the lowest.
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2026-01-26 17:29:16

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