# Distance-dependent modelling error(s)
59	3
0.0 2.0 4.0 6.0 8.0 10.0 12.0 14.0 16.0 18.0 
20.0 22.0 24.0 26.0 28.0 30.0 32.0 34.0 36.0 38.0 
40.0 42.0 44.0 46.0 48.0 50.0 52.0 54.0 56.0 58.0 
60.0 62.0 64.0 66.0 68.0 70.0 72.0 74.0 76.0 78.0 
80.0 82.0 84.0 86.0 88.0 90.0 97.0 101.0 104.0 109.0 
114.0 119.0 121.0 129.0 137.0 139.0 142.0 145.0 180.0
0.0 60.0 320.0
#
0.64349
0.64349
0.64028
0.69034
0.91451
1.04660
1.16617
1.32792
1.48236
1.09883
0.94101
0.89782
0.84532
0.82488
0.76271
0.69390
0.62597
0.57284
0.58010
0.58870
0.53015
0.54358
0.48480
0.48568
0.48657
0.44544
0.46346
0.47734
0.51161
0.44310
0.48500
0.50961
0.52147
0.54015
0.48998
0.50614
0.50196
0.42717
0.44831
0.46052
0.40225
0.39127
0.38081
0.37984
0.49153
0.51723
        1.4
        2.0
        2.3
        2.6
        1.4
        1.4
        1.3
        1.3
        2.3
        3.3
        3.7
        1.8
        1.8
#
1.04533
0.69939
0.84103
0.96691
1.16682
1.29285
1.37519
1.47369
1.40630
1.08560
0.91885
0.95791
0.81441
0.77329
0.73430
0.67257
0.62176
0.63222
0.60561
0.54879
0.58907
0.52350
0.54144
0.51644
0.54092
0.57394
0.55064
0.57299
0.59402
0.53820
0.51638
0.55021
0.54410
0.47963
0.47592
0.48789
0.44574
0.45712
0.45080
0.44355
0.41362
0.36314
0.38349
0.42203
0.51028
0.52484
        1.4
        2.0
        2.3
        2.6
        1.4
        1.4
        1.3
        1.3
        2.3
        3.3
        3.7
        1.8
        1.8
#
1.52444
1.66259
1.47125
0.97292
0.84378
0.83209
0.91360
0.86840
0.59720
0.78138
0.78557
0.80526
0.66939
0.59778
0.63360
0.52452
0.58787
0.59247
0.57940
0.59421
0.47199
0.45241
0.49994
0.44400
0.52164
0.49187
0.45590
0.49570
0.55778
0.43970
0.51938
0.52147
0.44900
0.42763
0.47251
0.41413
0.49951
0.37916
0.36791
0.35325
0.37232
0.35854
0.44833
0.44829
0.54425
0.51110
        1.4
        2.0
        2.3
        2.6
        1.4
        1.4
        1.3
        1.3
        2.3
        3.3
        3.7
        1.8
        1.8
