fitequation_1kHz_in =

     General model Sin1:
     fitequation_1kHz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -2e-06 and std 0.0005779
     Coefficients (with 95% confidence bounds):
       a1 =       2.443  (2.436, 2.45)
       b1 =       3.634  (3.632, 3.637)
       c1 =      -2.919  (-2.922, -2.917)

fitequation_1kHz_out =

     General model Sin1:
     fitequation_1kHz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -2e-06 and std 0.0005779
     Coefficients (with 95% confidence bounds):
       a1 =      0.7316  (0.7122, 0.7509)
       b1 =       3.678  (3.652, 3.704)
       c1 =     -0.5681  (-0.5945, -0.5416)

fitequation_10kHz_in =

     General model Sin1:
     fitequation_10kHz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -2e-07 and std 5.779e-05
     Coefficients (with 95% confidence bounds):
       a1 =       2.414  (2.387, 2.441)
       b1 =       3.632  (3.621, 3.644)
       c1 =      -1.746  (-1.757, -1.735)

fitequation_10kHz_out =

     General model Sin1:
     fitequation_10kHz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -2e-07 and std 5.779e-05
     Coefficients (with 95% confidence bounds):
       a1 =      0.1807  (0.1363, 0.225)
       b1 =      0.2117  (0.03555, 0.3879)
       c1 =       -2.17  (-2.58, -1.761)

fitequation_100Hz_in =

     General model Sin1:
     fitequation_100Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -1e-05 and std 0.00289
     Coefficients (with 95% confidence bounds):
       a1 =       2.458  (2.455, 2.461)
       b1 =       3.632  (3.631, 3.633)
       c1 =       2.133  (2.132, 2.134)

fitequation_100Hz_out =

     General model Sin1:
     fitequation_100Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -1e-05 and std 0.00289
     Coefficients (with 95% confidence bounds):
       a1 =       2.099  (2.081, 2.118)
       b1 =       3.587  (3.579, 3.596)
       c1 =       1.567  (1.558, 1.575)

fitequation_200Hz_in =

     General model Sin1:
     fitequation_200Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -1e-05 and std 0.00289
     Coefficients (with 95% confidence bounds):
       a1 =       2.438  (2.411, 2.465)
       b1 =       3.629  (3.618, 3.64)
       c1 =      -1.439  (-1.45, -1.428)

fitequation_200Hz_out =

     General model Sin1:
     fitequation_200Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -1e-05 and std 0.00289
     Coefficients (with 95% confidence bounds):
       a1 =         2.1  (2.082, 2.118)
       b1 =        3.59  (3.581, 3.599)
       c1 =       1.855  (1.847, 1.863)

fitequation_230Hz_in =

     General model Sin1:
     fitequation_230Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -1e-05 and std 0.00289
     Coefficients (with 95% confidence bounds):
       a1 =       2.458  (2.455, 2.461)
       b1 =       4.176  (4.175, 4.178)
       c1 =       1.029  (1.028, 1.031)

fitequation_230Hz_out =

     General model Sin1:
     fitequation_230Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -1e-05 and std 0.00289
     Coefficients (with 95% confidence bounds):
       a1 =       1.975  (1.956, 1.995)
       b1 =       4.165  (4.156, 4.175)
       c1 =       2.522  (2.512, 2.531)

fitequation_260Hz_in =

     General model Sin1:
     fitequation_260Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       2.453  (2.447, 2.46)
       b1 =       2.362  (2.359, 2.365)
       c1 =       1.161  (1.158, 1.163)

fitequation_260Hz_out =

     General model Sin1:
     fitequation_260Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       1.857  (1.839, 1.875)
       b1 =       2.334  (2.324, 2.344)
       c1 =      -2.261  (-2.271, -2.251)

fitequation_300Hz_in =

     General model Sin1:
     fitequation_300Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       2.455  (2.45, 2.46)
       b1 =       2.359  (2.357, 2.361)
       c1 =      -2.361  (-2.362, -2.359)

fitequation_300Hz_out =

     General model Sin1:
     fitequation_300Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       1.888  (1.862, 1.915)
       b1 =       2.353  (2.342, 2.365)
       c1 =      -3.075  (-3.088, -3.063)

fitequation_350Hz_in =

     General model Sin1:
     fitequation_350Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       2.447  (2.427, 2.467)
       b1 =       2.717  (2.709, 2.725)
       c1 =      -2.383  (-2.391, -2.375)

fitequation_350Hz_out =

     General model Sin1:
     fitequation_350Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       1.769  (1.74, 1.797)
       b1 =       2.725  (2.709, 2.742)
       c1 =       3.097  (3.081, 3.113)

fitequation_400Hz_in =

     General model Sin1:
     fitequation_400Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       2.441  (2.419, 2.462)
       b1 =       3.186  (3.176, 3.197)
       c1 =      -2.997  (-3.006, -2.987)

fitequation_400Hz_out =

     General model Sin1:
     fitequation_400Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       1.678  (1.66, 1.695)
       b1 =       3.148  (3.137, 3.159)
       c1 =       2.431  (2.42, 2.442)

fitequation_500Hz_in =

     General model Sin1:
     fitequation_500Hz_in(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       2.449  (2.446, 2.452)
       b1 =       4.538  (4.537, 4.539)
       c1 =      -2.929  (-2.93, -2.928)

fitequation_500Hz_out =

     General model Sin1:
     fitequation_500Hz_out(x) =  a1*sin(b1*x+c1)
       where x is normalized by mean -5e-06 and std 0.001445
     Coefficients (with 95% confidence bounds):
       a1 =       1.347  (1.328, 1.366)
       b1 =       4.535  (4.521, 4.549)
       c1 =      -2.054  (-2.068, -2.04)
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