Give you a statement and table with its title in Markdown format, please determine whether the statement is supported or refuted by, or is unrelated to the table. It'a binary classification problem, you should choose the answer between supported and refuted. Table cells in one row are seperated by '|', and different rows are seperated by '
'.

Table:
| positional or automatic | opponents | suits | material or non - material | count rectified |
| either | single | 2 | yes | yes |
| automatic | single | 2 | yes | yes |
| positional | single | 3 | yes | yes |
| either | double | 3 | yes | yes |
| positional | double | 3 | yes | yes |
| positional | single | 2 | yes | yes |
| positional | single | 1 | yes | no |
| positional | single | 2 - 3 | yes | no |
| positional | single | 2 | yes | yes |
| positional | either | 2 | no | no |
| positional | either | 2 - 3 | yes | yes |
| positional | single | 3 | no | no |
| positional | either | 3 | yes | yes |
| positional | double | 4 | yes | yes |
| n / a | n / a | n / a | no | n / a |
| either | either | 3 | no | no |
| either | single | 3 | no | no |
Title:
squeeze play (bridge)
Statement:
for the first item in the list , the value for suits is 2 , opponents is single , and material or non - material is no
Answer:
refuted