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:
| outcome | date | championship | surface | opponent in the final | score in the final |
| winner | 1982 | stockholm , sweden | hard (i) | mats wilander | 7 - 6 (4) , 6 - 3 |
| runner - up | 1983 | kitzbühel , austria | clay | guillermo vilas | 6 - 7 , 6 - 4 , 4 - 6 |
| runner - up | 1983 | sydney indoor , australia | hard (i) | john mcenroe | 1 - 6 , 4 - 6 , 5 - 7 |
| runner - up | 1984 | memphis , us | carpet | jimmy connors | 3 - 6 , 6 - 4 , 5 - 7 |
| winner | 1984 | stuttgart outdoor , germany | clay | gene mayer | 7 - 6 (9) , 6 - 0 , 1 - 6 , 6 - 1 |
| winner | 1985 | nice , france | clay | víctor pecci | 6 - 4 , 6 - 4 |
| runner - up | 1985 | sydney indoor , australia | hard (i) | ivan lendl | 4 - 6 , 4 - 6 , 6 - 7 (6) |
| winner | 1985 | sydney outdoor , australia | grass | kelly evernden | 6 - 7 (6) , 6 - 2 , 6 - 3 |
| runner - up | 1986 | bristol , united kingdom | grass | vijay amritraj | 6 - 7 (6) , 6 - 1 , 6 - 8 |
| winner | 1986 | geneva , switzerland | clay | thierry tulasne | 7 - 5 , 6 - 3 |
| winner | 1986 | hamburg , germany | clay | miloslav mečíř | 6 - 2 , 5 - 7 , 6 - 4 , 6 - 2 |
| winner | 1988 | nice , france | clay | jérôme potier | 6 - 2 , 6 - 2 |
| runner - up | 1988 | hamburg , germany | clay | kent carlsson | 2 - 6 , 1 - 6 , 4 - 6 |
| runner - up | 1988 | french open , paris | clay | mats wilander | 5 - 7 , 2 - 6 , 1 - 6 |
| winner | 1988 | brussels , belgium | carpet | jakob hlasek | 7 - 6 (3) , 7 - 6 (6) , 6 - 4 |
| winner | 1993 | halle , germany | grass | andriy medvedev | 6 - 2 , 6 - 3 |
Title:
henri leconte
Statement:
henri leconte played on a clay surface eight times , more than any other type of surface
Answer:
supported