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:
| date | tournament | winning score | margin of victory | runner (s) - up |
| 10 oct 1993 | alfred dunhill open | - 14 (68 + 68 + 66 + 68 = 270) | 2 strokes | nick faldo , vijay singh |
| 6 oct 1996 | linde german masters | - 24 (70 + 64 + 67 + 63 = 264) | 1 stroke | mark davis |
| 17 may 1998 | benson & hedges international open | - 15 (70 + 69 + 67 + 67 = 273) | 3 strokes | santiago luna |
| 1 nov 1998 | volvo masters | - 17 (67 + 73 + 68 + 63 = 271) | 2 strokes | andrew coltart |
| 6 jun 1999 | compass group english open | - 20 (68 + 65 + 67 + 68 = 268) | 2 strokes | john bickerton |
| 27 feb 2000 | andersen consulting match play championship | 4 & 3 | 4 & 3 | tiger woods |
| 4 jun 2000 | compass group english open | - 13 (70 + 72 + 68 + 65 = 275) | 1 stroke | michael campbell , mark james |
| 8 jul 2001 | smurfit european open | - 15 (68 + 68 + 71 + 66 = 273) | 3 strokes | thomas bjørn , pádraig harrington , ian woosnam |
| 9 jun 2002 | compass group english open | - 17 (65 + 70 + 68 + 68 = 271) | 3 strokes | søren hansen |
| 24 aug 2003 | nec invitational | - 12 (65 + 70 + 66 + 67 = 268) | 4 strokes | jonathan kaye |
| 27 apr 2008 | bmw asian open 1 | - 8 (71 + 69 + 67 + 73 = 280) | 1 stroke | robert - jan derksen |
| 24 aug 2008 | klm open | - 16 (68 + 64 + 66 + 66 = 264) | 4 strokes | paul mcginley |
| 15 may 2011 | iberdrola open | - 6 (65 + 70 + 70 + 69 = 274) | 3 strokes | david lynn , chris wood |
| 17 jul 2011 | the open championship | - 5 (68 + 68 + 69 + 70 = 275) | 3 strokes | dustin johnson , phil mickelson |
Title:
darren clarke
Statement:
on 10 october , 1993 , nick faldo and vijay singh both lost the linde german masters by two strokes
Answer:
refuted