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:
| week 8 oct 26 | week 10 nov 9 | week 11 nov 16 | week 12 nov 23 | week 13 nov 30 | week 14 (final) dec 7 |
| ucla (6 - 0) | tennessee (8 - 0) | tennessee (9 - 0) | tennessee (10 - 0) | tennessee (11 - 0) | tennessee (12 - 0) |
| ohio state (7 - 0) | ucla (8 - 0) | ucla (9 - 0) | ucla (10 - 0) | ucla (10 - 0) | florida state (11 - 1) |
| tennessee (6 - 0) | kansas state (9 - 0) | kansas state (10 - 0) | kansas state (11 - 0) | kansas state (11 - 0) | kansas state (11 - 1) |
| kansas state (7 - 0) | florida state (9 - 1) | florida state (10 - 1) | florida state (11 - 1) | florida state (11 - 1) | ohio state (10 - 1) |
| florida state (7 - 1) | florida (8 - 1) | florida (9 - 1) | texas a&m (10 - 1) | ohio state (10 - 1) | ucla (10 - 1) |
| nebraska (7 - 1) | texas a&m (9 - 1) | texas a&m (10 - 1) | ohio state (10 - 1) | arizona (11 - 1) | texas a&m (11 - 2) |
| florida (6 - 1) | arkansas (8 - 0) | ohio state (9 - 1) | arizona (10 - 1) | florida (9 - 2) | arizona (11 - 1) |
| texas a&m (7 - 1) | ohio state (8 - 1) | arizona (10 - 1) | florida (9 - 2) | texas a&m (10 - 2) | florida (9 - 2) |
| wisconsin (8 - 0) | wisconsin (9 - 0) | arkansas (8 - 1) | notre dame (9 - 1) | wisconsin (10 - 1) | wisconsin (10 - 1) |
| penn state (5 - 1) | arizona (9 - 1) | notre dame (8 - 1) | wisconsin (10 - 1) | tulane (11 - 0) | tulane (11 - 0) |
| oregon (6 - 1) | nebraska (8 - 2) | oregon (8 - 2) | tulane (10 - 0) | nebraska (9 - 3) | nebraska (9 - 3) |
| arkansas (6 - 0) | notre dame (7 - 1) | michigan (7 - 2) | nebraska (8 - 3) | georgia tech (9 - 2) | virginia (9 - 2) |
| georgia (6 - 1) | missouri (7 - 2) | wisconsin (9 - 1) | arkansas (8 - 2) | arkansas (9 - 2) | arkansas (9 - 2) |
| arizona (7 - 1) | oregon (7 - 2) | nebraska (8 - 3) | michigan (8 - 3) | virginia (9 - 2) | georgia tech (9 - 2) |
| virginia (6 - 1) | texas (7 - 2) | georgia (7 - 2) | georgia (8 - 2) | syracuse (8 - 3) | syracuse (8 - 3) |
| notre dame (5 - 1) | tulane (8 - 0) | tulane (9 - 0) | air force (10 - 1) | - | - |
| georgia tech (5 - 2) | georgia (6 - 2) | penn state (7 - 2) | virginia (8 - 2) | - | - |
| missouri (5 - 2) | penn state (6 - 2) | air force (9 - 1) | oregon (8 - 3) | - | - |
| tulane (6 - 0) | michigan (7 - 2) | missouri (7 - 3) | georgia tech (8 - 2) | - | - |
| syracuse (4 - 2) | virginia tech (7 - 1) | usc (7 - 3) | miami (fl) (7 - 2) | - | - |
| - | - | virginia (8 - 2) | - | - | - |
| - | - | georgia tech (7 - 2) | - | - | - |
| - | - | texas (7 - 3) | - | - | - |
| - | - | miami (fl) (6 - 2) | - | - | - |
Title:
1998 ncaa division i - a football rankings
Statement:
over the course of the bcs rankings , from week 12 to week 14 , ucla rose from 5 to 1
Answer:
refuted