The following table shows the correspondence between pitch name variables, key numbers, and the frequencies (in Hz) that they represent.
Key number constants, not explicitly listed here, are the same as pitch name variables, but with an appended “k.”
The rightmost column, Upper Limit, shows the highest frequency (inclusive) that corresponds to the key number. A key number's lowest frequency (non-inclusive) is the upper limit of the previous key number.
Table A-8. Subclasses of MKSynthPatch
Pitch Name | Frequency | Key # | Upper Limit |
---|---|---|---|
C00 | 8.175625 | 0 | 8.418725 |
Cs00/Df00 | 8.661875 | 1 | 8.919375 |
D00 | 9.176875 | 2 | 9.449775 |
Ds00/Ef00 | 9.722812 | 3 | 10.011812 |
E00/Ff00 | 10.300937 | 4 | 10.607137 |
F00/Es00 | 10.913438 | 5 | 11.237738 |
Fs00/Gf00 | 11.562188 | 6 | 11.905888 |
G00 | 12.249688 | 7 | 12.613988 |
Gs00/Af00 | 12.978438 | 8 | 13.364138 |
A00 | 13.75 | 9 | 14.1587 |
As00/Bf00 | 14.5675 | 10 | 15.0007 |
B00/Cf0 | 15.434062 | 11 | 15.892562 |
C0/Bs00 | 16.35125 | 12 | 16.83745 |
Cs0/Df0 | 17.32375 | 13 | 17.83865 |
D0 | 18.35375 | 14 | 18.89965 |
Ds0/Ef0 | 19.445625 | 15 | 20.023725 |
E0/Ff0 | 20.601875 | 16 | 21.214275 |
F0/Es0 | 21.826875 | 17 | 22.475575 |
Fs0/Gf0 | 23.124375 | 18 | 23.811775 |
G0 | 24.499375 | 19 | 25.228075 |
Gs0/Af0 | 25.956875 | 20 | 26.728375 |
A0 | 27.5 | 21 | 28.3174 |
As0/Bf0 | 29.135 | 22 | 30.0015 |
B0/Cf1 | 30.868125 | 23 | 31.785225 |
C1/Bs0 | 32.7025 | 24 | 33.6749 |
Cs1/Df1 | 34.6475 | 25 | 35.6775 |
D1 | 36.7075 | 26 | 37.7993 |
Ds1/Ef1 | 38.89125 | 27 | 40.04745 |
E1/Ff1 | 41.20375 | 28 | 42.42875 |
F1/Es1 | 43.65375 | 29 | 44.95125 |
Fs1/Gf1 | 46.24875 | 30 | 47.62375 |
G1 | 48.99875 | 31 | 50.45625 |
Gs1/Af1 | 51.91375 | 32 | 53.45685 |
A1 | 55.0 | 33 | 56.635 |
As1/Bf1 | 58.27 | 34 | 60.0031 |
B1/Cf2 | 61.73625 | 35 | 63.57055 |
C2/Bs1 | 65.405 | 36 | 67.35 |
Cs2/Df2 | 69.295 | 37 | 71.3549 |
D2 | 73.415 | 38 | 75.5987 |
Ds2/Ef2 | 77.7825 | 39 | 80.0949 |
E2/Ff2 | 82.4075 | 40 | 84.8574 |
F2/Es2 | 87.3075 | 41 | 89.9024 |
Fs2/Gf2 | 92.4975 | 42 | 95.2475 |
G2 | 97.9975 | 43 | 100.9125 |
Gs2/Af2 | 103.8275 | 44 | 106.9137 |
A2 | 110.0 | 45 | 113.2699 |
As2/Bf2 | 116.54 | 46 | 120.0062 |
B2/Cf3 | 123.4725 | 47 | 127.1412 |
C3/Bs2 | 130.81 | 48 | 134.7 |
Cs3/Df3 | 138.59 | 49 | 142.71 |
D3 | 146.83 | 50 | 151.1975 |
Ds3/Ef3 | 155.565 | 51 | 160.19 |
E3/Ff3 | 164.815 | 52 | 169.715 |
F3/Es3 | 174.615 | 53 | 179.805 |
Fs3/Gf3 | 184.995 | 54 | 190.495 |
G3 | 195.995 | 55 | 201.825 |
Gs3/Af3 | 207.655 | 56 | 213.8275 |
A3 | 220.0 | 57 | 226.54 |
As3/Bf3 | 233.08 | 58 | 240.0125 |
B3/Cf4 | 246.945 | 59 | 254.2824 |
C4/Bs3 | 261.62 | 60 | 269.4 |
Cs4/Df4 | 277.18 | 61 | 285.42 |
D4 | 293.66 | 62 | 302.395 |
Ds4/Ef4 | 311.13 | 63 | 320.38 |
E4/Ff4 | 329.63 | 64 | 339.43 |
F4/Es4 | 349.23 | 65 | 359.61 |
Fs4/Gf4 | 369.99 | 66 | 380.99 |
G4 | 391.99 | 67 | 403.65 |
Gs4/Af4 | 415.31 | 68 | 427.655 |
A4 | 440.0 | 69 | 453.08 |
As4/Bf4 | 466.16 | 70 | 480.025 |
B4/Cf5 | 493.89 | 71 | 508.565 |
C5/Bs4 | 523.24 | 72 | 538.8 |
Cs5/Df5 | 554.36 | 73 | 570.84 |
D5 | 587.32 | 74 | 604.79 |
Ds5/Ef5 | 622.26 | 75 | 640.76 |
E5/Ff5 | 659.26 | 76 | 678.86 |
F5/Es5 | 698.46 | 77 | 719.22 |
Fs5/Gf5 | 739.98 | 78 | 761.98 |
G5 | 783.98 | 79 | 807.3 |
Gs5/Af5 | 830.62 | 80 | 855.31 |
A5 | 880.0 | 81 | 906.16 |
As5/Bf5 | 932.32 | 82 | 960.05 |
B5/Cf6 | 987.78 | 83 | 1017.13 |
C6/Bs5 | 1046.48 | 84 | 1077.6 |
Cs6/Df6 | 1108.72 | 85 | 1141.68 |
D6 | 1174.64 | 86 | 1209.58 |
Ds6/Ef6 | 1244.52 | 87 | 1281.52 |
E6/Ff6 | 1318.52 | 88 | 1357.72 |
F6/Es6 | 1396.92 | 89 | 1438.44 |
Fs6/Gf6 | 1479.96 | 90 | 1523.96 |
G6 | 1567.96 | 91 | 1614.6 |
Gs6/Af6 | 1661.24 | 92 | 1710.62 |
A6 | 1760.0 | 93 | 1812.32 |
As6/Bf6 | 1864.64 | 94 | 1920.1 |
B6/Cf7 | 1975.56 | 95 | 2034.26 |
C7/Bs6 | 2092.96 | 96 | 2155.1999 |
Cs7/Df7 | 2217.44 | 97 | 2283.36 |
D7 | 2349.28 | 98 | 2419.1599 |
Ds7/Ef7 | 2489.04 | 99 | 2563.04 |
E7/Ff7 | 2637.04 | 100 | 2715.44 |
F7/Es7 | 2793.84 | 101 | 2876.8799 |
Fs7/Gf7 | 2959.92 | 102 | 3047.92 |
G7 | 3135.92 | 103 | 3229.1999 |
Gs7/Af7 | 3322.48 | 104 | 3421.2399 |
A7 | 3520.0 | 105 | 3624.6399 |
As7/Bf7 | 3729.28 | 106 | 3840.2 |
B7/Cf8 | 3951.12 | 107 | 4068.52 |
C8/Bs7 | 4185.92 | 108 | 4310.3999 |
Cs8/Df8 | 4434.88 | 109 | 4566.7199 |
D8 | 4698.56 | 110 | 4838.3199 |
Ds8/Ef8 | 4978.08 | 111 | 5126.0799 |
E8/Ff8 | 5274.08 | 112 | 5430.8799 |
F8/Es8 | 5587.68 | 113 | 5753.7599 |
Fs8/Gf8 | 5919.84 | 114 | 6095.8399 |
G8 | 6271.84 | 115 | 6458.3999 |
Gs8/Af8 | 6644.96 | 116 | 6842.4799 |
A8 | 7040.0 | 117 | 7249.2799 |
As8/Bf8 | 7458.56 | 118 | 7680.3999 |
B8/Cf9 | 7902.24 | 119 | 8137.0399 |
C9/Bs8 | 8371.84 | 120 | 8620.8 |
Cs9/Df9 | 8869.76 | 121 | 9133.44 |
D9 | 9397.12 | 122 | 9676.64 |
Ds9/Ef9 | 9956.16 | 123 | 10252.1599 |
E9/Ff9 | 10548.16 | 124 | 10861.76 |
F9/Es9 | 11175.36 | 125 | 11507.52 |
Fs9/Gf9 | 11839.68 | 126 | 12191.6799 |
G9 | 12543.68 | 127 | 12543.68 |