The antonym of 1 is 4, the antonym of 2 is 5 and the antonym of 3 is 6.
Judging from the title, 1, 2, 3 are different colors.
Now dye 4.
The first case: 1 is the same color as 4.
Then dye it 5.
The case 1: 2 and 5 are the same color, and there are two colors adjacent to 6: 1, 2, 4 and 5.
So * * * has 1* 1*4=4 kinds.
Case 2: 2 and 5 are different colors, so 5 has three dyeing schemes. There are three dyeing schemes.
* * * There are 1*3* 3=9 species.
The second case: 1 and 4 are different colors, so 4 has three dyeing schemes.
Dye 5
The case 1: 2 and 5 are the same color, and three colors are adjacent to 6: 1, 2, 4 and 5.
So * * * has 3* 1*3=9 kinds.
Case 2: 2 and 5 are different colors, so 5 has two dyeing schemes. There are two dyeing schemes.
* * * There are 3*2* 2= 12 kinds.
To sum up, * * has 4+9+9+ 12=34 kinds.
choose one