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.	Jules WG	00:17.17
2.	L.W.	00:28.22
3.	Goochelaar	01:10.62
4.	leo9619	01:13.98
5.	Nicob	01:15.29
6.	monono	01:56.77
7.	Googlybear	02:06.49
8.	KfunkNyoFace	02:16.86
9.	real8ggt	02:25.85
10.	skraaph	03:55.16
11.	Protarie	04:07.54
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This Week
1.	Goochelaar	01:10.62
2.	Googlybear	02:06.49
3.	Protarie	04:07.54
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Today
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MO3
1.	daanbe	00:15.92
2.	Fastfaxer	00:16.25
3.	qqwref	00:16.27
4.	numbrr	00:18.67
5.	toppin	00:20.09
6.	sfumato	00:20.49
7.	NinjaFury68	00:21.83
8.	Douglas Shamlin Jr.	00:21.99
9.	Dorice	00:22.17
10.	anonymous	00:22.77

AO5
1.	qqwref	00:16.47
2.	Fastfaxer	00:17.07
3.	numbrr	00:20.95
4.	daanbe	00:21.37
5.	sfumato	00:22.36
6.	NinjaFury68	00:24.13
7.	toppin	00:24.67
8.	Dorice	00:24.89
9.	NoahR	00:25.07
10.	Andy100	00:26.28

AO12
1.	qqwref	00:22.00
2.	numbrr	00:23.08
3.	Fastfaxer	00:23.50
4.	toppin	00:28.63
5.	Dorice	00:28.73
6.	NoahR	00:29.27
7.	Hzpenblade	00:30.60
8.	Jules WG	00:31.82
9.	daanbe	00:33.23
10.	Douglas Shamlin Jr.	00:34.12

Robots / programmatic solvers		info
1.	tlstyer	00:00.009
2.	nbjohnson	00:00.383
3.	--- empty ---	--:--

* 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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2022-08-08 06:20:01

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