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:
| district | incumbent | party | first elected | result |
| ohio 1 | george h pendleton | democratic | 1856 | retired republican gain |
| ohio 2 | alexander long | democratic | 1862 | lost re - nomination republican gain |
| ohio 3 | robert c schenck | republican | 1862 | re - elected |
| ohio 4 | john f mckinney | democratic | 1862 | lost re - election republican gain |
| ohio 5 | francis c le blond | democratic | 1862 | re - elected |
| ohio 6 | chilton a white | democratic | 1860 | lost re - election republican gain |
| ohio 7 | samuel s cox | democratic | 1862 | lost re - election republican gain |
| ohio 8 | william johnston | democratic | 1862 | lost re - election republican gain |
| ohio 9 | warren p noble | democratic | 1860 | lost re - election republican gain |
| ohio 10 | james m ashley | republican | 1862 | re - elected |
| ohio 11 | wells a hutchins | democratic | 1862 | lost re - election republican gain |
| ohio 12 | william e finck | democratic | 1862 | re - elected |
| ohio 13 | john o'neill | democratic | 1862 | retired republican gain |
| ohio 14 | george bliss | democratic | 1862 | lost re - election republican gain |
| ohio 15 | james r morris | democratic | 1862 | lost re - election republican gain |
| ohio 16 | joseph w white | democratic | 1882 | lost re - election republican gain |
| ohio 17 | ephraim r eckley | republican | 1862 | re - elected |
| ohio 18 | rufus p spalding | republican | 1862 | re - elected |
| ohio 19 | james a garfield | republican | 1862 | re - elected |
Title:
united states house of representatives elections , 1864
Statement:
john o'neill is a member of the democratic party , and is the incumbent in district of ohio 18
Answer:
refuted