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Kakuro is aJapanese numerical puzzle, which is a rectangular grid with black and white cells. White cells form vertical and horizontal blocks of not more than 9 cells. The goal of the puzzle is to place the numbers from 1 to 9 in the corresponding white fields based on the following rules:

  1. The digits in the same horizontal or vertical block never repeat.
  2. The numbers in black cells are equal to the sum of all the numbers in a block on the right (or bottom) of the cell.

The numbers in the cells can be placed with either a left or a right mouse click. Each time you click the numbers will increase or decrease. When the "specified number" option is selected, you can put the numbers with just one click by selecting it from the panel that appears after clicking. You can also use the keypad, i.e., the number keys and the spacebar arrows to navigate through the cells.

For the convenience of players, duplicate numbers in white boxes are highlighted in red automatically. The numbers in black cells are also highlighted red if the current placement of numbers within the block does not allow any options for the remainingl cells or if the sum of the numbers does not add up.

The numbers corresponding to the sum of the digits will be highlighted in green.

Suitable for smartphones
Likes 5
Times solved 6
x2
2023-02-08 11:03
08:05
2 35%
15x15
Likes 4
Times solved 5
x2
2023-02-08 10:54
04:46
2 44%
14x14
Likes 29
Times solved 37
x1
2023-02-01 13:01
00:29
1 22%
6x6
Likes 25
Times solved 34
x1
2023-02-02 15:41
00:52
1 19%
7x7
Likes 21
Times solved 26
x1
2023-02-04 01:01
06:12
2 42%
10x10
Likes 14
Times solved 21
x1
2023-02-01 22:00
03:01
1 13%
7x7
Likes 24
Times solved 34
x1
2023-01-29 22:29
00:53
1 20%
6x6
Likes 24
Times solved 34
x1
2023-01-25 19:41
02:35
1 24%
7x7
Likes 11
Times solved 18
x1
2023-02-01 12:00
02:40
1 5%
9x9
Likes 21
Times solved 39
x3
2023-01-19 12:08
20:08
1 25%
27x27
Likes 8
Times solved 14
x1
2023-02-01 12:00
03:23
1 7%
9x9
Likes 17
Times solved 34
x2
2023-01-22 10:56
05:51
1 10%
16x16
Likes 12
Times solved 18
x1
2023-01-27 18:18
03:46
2 44%
8x8
Likes 17
Times solved 26
x2
2023-01-19 22:49
10:39
1 28%
18x18
Likes 24
Times solved 34
x1
2023-01-12 22:21
04:25
1 29%
8x8
Likes 23
Times solved 33
x1
2023-01-09 22:44
01:06
1 13%
6x6
Likes 17
Times solved 32
x3
2023-01-04 23:52
19:28
2 31%
21x21
Likes 31 Dislikes 1
Times solved 47
x1
2023-01-01 13:41
01:33
1 20%
8x8
Likes 24
Times solved 45
x3
2022-12-25 11:11
30:43
2 34%
27x27
Likes 22 Dislikes 1
Times solved 33
x1
2022-12-29 22:14
04:25
2 31%
8x8
Likes 16
Times solved 26
x1
2023-01-01 12:00
00:56
1 15%
7x7
Likes 29
Times solved 39
x1
2022-12-16 08:21
01:56
1 14%
9x9
Likes 18
Times solved 31
x2
2022-12-24 18:00
03:50
1 23%
13x13
Likes 13
Times solved 21
x1
2023-01-01 12:00
01:40
1 14%
8x8
Likes 15
Times solved 27
x2
2022-12-23 19:01
04:56
1 4%
14x14
Likes 21
Times solved 33
x1
2022-12-14 18:37
00:57
1 6%
6x6
Likes 26
Times solved 37
x1
2022-12-10 09:28
00:25
1 14%
5x5
Likes 20
Times solved 29
x1
2022-12-20 20:21
07:11
2 35%
11x11
Likes 18
Times solved 27
x1
2022-12-19 18:18
01:20
1 23%
5x5
Likes 22
Times solved 31
x2
2022-12-10 21:01
14:04
2 40%
17x17
Likes 12
Times solved 24
x3
2022-12-18 14:04
31:05
2 39%
29x29
Likes 16
Times solved 25
x3
2022-12-09 23:02
24:40
2 37%
25x25
Likes 15
Times solved 25
x2
2022-12-12 18:37
10:20
1 27%
17x17
Likes 40
Times solved 58
x1
2022-12-07 09:41
00:18
1 13%
5x5
Likes 12 Dislikes 1
Times solved 22
x3
2022-12-17 20:08
36:06
2 49%
25x25
Likes 29
Times solved 41
x1
2022-12-07 09:28
00:45
1 18%
6x6
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