Joe Monzo, approximation to 24-tET by 2^n*3^m | Scala version 2.26r Copyright E.F. Op de Coul, the Netherlands, 2009 | 0: 1/1 0.000 unison, perfect prime 1: 46.920 cents 46.920 2: 256/243 90.225 limma, Pythagorean minor second 3: 156.990 cents 156.990 4: 9/8 203.910 major whole tone 5: 250.830 cents 250.830 6: 32/27 294.135 Pythagorean minor third 7: 341.055 cents 341.055 8: 81/64 407.820 Pythagorean major third 9: 451.125 cents 451.125 10: 4/3 498.045 perfect fourth 11: 544.965 cents 544.965 12: 729/512 611.730 Pythagorean tritone 13: 655.035 cents 655.035 14: 3/2 701.955 perfect fifth 15: 748.875 cents 748.875 16: 128/81 792.180 Pythagorean minor sixth 17: 858.945 cents 858.945 18: 27/16 905.865 Pythagorean major sixth 19: 949.170 cents 949.170 20: 16/9 996.090 Pythagorean minor seventh 21: 1043.010 cents 1043.010 22: 243/128 1109.775 Pythagorean major seventh 23: 1153.080 cents 1153.080 24: 2/1 1200.000 octave