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:
| letters | organization | nickname | founding date | founding university | type | canadian chapters |
| αγδ | alpha gamma delta | a g d or alpha gam or gams | 1904 - 05 - 30 | syracuse university | social | 8 active , 2 inactive |
| αδπ | alpha delta pi | a d pi | 1851 - 05 - 15 | wesleyan college | social | 3 active , 1 inactive |
| aεφ | alpha epsilon phi | a e phi or phisters | 1909 - 10 - 24 | barnard college | jewish | 1 active , 2 inactive |
| αοπ | alpha omicron pi | aopi alphas alpha o 's | 1897 - 01 - 02 | barnard college | social | 8 active |
| aφ | alpha phi | a - phi | 1872 - 10 - 10 | syracuse university | social | 6 active , 1 inactive |
| γφβ | gamma phi beta | gamma phi , g - phi - b or g - phi | 1874 - 11 - 11 | syracuse university | social | 3 active , 2 inactive |
| δγ | delta gamma | dg or deegee | 1873 - 12 - 25 | lewis school for girls | social | 3 active , 2 inactive |
| δδδ | delta delta delta | tri delta | 1888 - 11 - 27 | boston university | social | 2 active , 2 inactive |
| δζ | delta zeta | dz | 1902 - 10 - 24 | miami university | social | 1 active , 1 inactive |
| δφε | delta phi epsilon | dphie | 1917 - 03 - 17 | new york university law school | social | 1 active , 5 inactive |
| καθ | kappa alpha theta | theta or kat | 1870 - 01 - 27 | depauw university | social | 4 active , 2 inactive |
| κκγ | kappa kappa gamma | kappa | 1870 - 10 - 13 | monmouth college | social | 4 active , 1 inactive |
| πβφ | pi beta phi | pi phi | 1867 - 04 - 28 | monmouth college | social | 4 active , 2 inactive |
Title:
fraternities and sororities in canada
Statement:
there is only one organization (delta gamma) when 1877 - 12 - 25 is the founding date
Answer:
refuted