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:
| athlete | class | event | round of 64 | round of 32 | round of 16 | quarterfinals | semifinals | final / bronze medal match |
| robin ammerlaan | open | singles | reid ( gbr ) w 6 - 3 , 6 - 0 | rajakaruna ( sri ) w 6 - 0 , 6 - 0 | welch ( gbr ) w 6 - 2 , 6 - 3 | saida ( jpn ) w 6 - 4 , 6 - 2 | vink ( ned ) w 7 - 5 , 4 - 6 , 7 - 6 (6) | kunieda ( jpn ) l 3 - 6 , 0 - 6 |
| bas van erp | open | mixed quad singles | n / a | n / a | raffaele ( ita ) w 6 - 1 , 6 - 1 | taylor ( usa ) l 6 - 1 , 5 - 7 , 6 - 7 (1) | did not advance | did not advance |
| maikel scheffers | open | singles | farkas ( hun ) w 6 - 3 , 6 - 4 | lee ( kor ) w 6 - 2 , 6 - 1 | fujimoto ( jpn ) w 6 - 1 , 6 - 1 | jeremiasz ( fra ) w 6 - 3 , 6 - 3 | kunieda ( jpn ) l 1 - 6 , 1 - 6 | vink ( ned ) w 6 - 3 , 6 - 1 |
| eric stuurman | open | singles | shi ( chn ) w 6 - 4 , 6 - 4 | kunieda ( jpn ) l 2 - 6 , 1 - 6 | did not advance | did not advance | did not advance | did not advance |
| ronald vink | open | singles | moran ( usa ) w 6 - 0 , 6 - 1 | tur ( esp ) w 6 - 1 , 6 - 0 | legner ( aut ) w 6 - 4 , 6 - 3 | houdet ( fra ) w 6 - 2 , 6 - 1 | ammerlaan ( ned ) l 5 - 7 , 6 - 4 , 6 - 7 (6) | scheffers ( ned ) l 3 - 6 , 1 - 6 |
| robin ammerlaan eric stuurman | open | doubles | n / a | - | felix - gergely ( svk ) w 6 - 2 , 6 - 2 | olsson - wikstrom ( swe ) l 6 - 7 (5) , 4 - 6 | did not advance | did not advance |
Title:
netherlands at the 2008 summer paralympics
Statement:
ultimately three athletes did not advance to the final / bronze medal match
Answer:
supported