Page 41 - NUMINO Challenge_C1
P. 41
Type 4-2 Nonograms
Solve the nonogram according to the rules below. 2 21
1 113
Rules 4
11
1. The numbers at the top indicate the number of colored 3
squares in each column.
2. The numbers on the left indicate the number of colored
squares in each row.
3. There must be at least one blank square between every two
numbers.
111211
21221 3
5
1
1
11
1 21
23
1 The rows with 1 2 1 and 2 3 on the left can only be colored in one
way. Color them accordingly and mark on the squares that should not
be colored.
12 1
23
2 The horizontal row with ‘5’ can be colored in two ways. Color the squares
using two different ways in order to find the colored squares they have in
common.
5
5
3 Color the remaining squares according to the rules. 1 1 1 211
212213
5
1
1
11
12 1
23
38 NUMINO Challenge C1
Solve the nonogram according to the rules below. 2 21
1 113
Rules 4
11
1. The numbers at the top indicate the number of colored 3
squares in each column.
2. The numbers on the left indicate the number of colored
squares in each row.
3. There must be at least one blank square between every two
numbers.
111211
21221 3
5
1
1
11
1 21
23
1 The rows with 1 2 1 and 2 3 on the left can only be colored in one
way. Color them accordingly and mark on the squares that should not
be colored.
12 1
23
2 The horizontal row with ‘5’ can be colored in two ways. Color the squares
using two different ways in order to find the colored squares they have in
common.
3 Color the remaining squares according to the rules. 1 1 1 211
212213
5
1
1
11
12 1
23
38 NUMINO Challenge C1
