2EDF, if the attempt is made to use it as an actual scale, would divide the just perfect fifth into two equal parts, each of size 350.9775 cents, which is to say sqrt(3/2) as a frequency ratio. It corresponds to 3.4190 edo. If we want to consider it to be a temperament, it tempers out 6/5, 9/7, 32/27, and 81/80 in the patent val.

Factoids about 2EDF

60/49 and 49/40 are good rational representations of the square root of 3/2.

2EDF is closely related to the hemififths temperament, which tempers out 2401/2400 and 5120/5103 in the 7-limit.

Intervals

ed31\54 11/9-et (~ed11\19) ed3/2 Pyrite ed122/81 (~ed13\22) ed34\57
(~ed17\29) (~ed10\17)
1 344.444 347.408 350.9775 351.818 352.928 354.532 357.895
2 688.889 694.816 701.955 703.636 705.8555 709.065 715.7895
3 1033.333 1042.224 1052.9325 1055.454 1058.783 1063.597 1073.684
4 1377.778 1389.632 1403.91 1407.272 1411.711 1418.13 1431.579