If, of course, this is Minor 3.
When dealing with moves of this length we do have to think in terms of logarithmic scale, but for comparison I will also show it using arithmetic scale.
High (M0): 1370.74 / 1356.48
ln(M0): 7.223106 / 7.212648
Low (M1): 1074.77
ln(M1): 6.979862
Retracement high (M2): 1296.66 (presumably)
ln(M2): 7.167547
Logarithmic distance [ln(M0)-ln(M1)]: 0.243244 / 0.232786
Arithmetic distance [M0-M1]: 295.97 / 281.71
Logarithmic extensions for wave M3:
M3=1.000*M1: 1016.69 / 1027.37
M3=1.236*M1: 959.97 / 972.45
M3=1.382*M1: 926.47 / 939.96
M3=1.618*M1: 874.79 / 889.71
M3=2.000*M1: 797.16 / 814.01
M3=2.618*M1: 685.90 / 704.94
Arithmetic extensions for wave M3:
M3=1.000*M1: 1000.69 / 1014.95
M3=1.236*M1: 930.84 / 948.47
M3=1.382*M1: 887.63 / 907.34
M3=1.618*M1: 817.78 / 840.85
M3=2.000*M1: 704.72 / 733.24
M3=2.618*M1: 521.81 / 559.14
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