# Distance-dependent modelling error(s)
50	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 92.0 112.0 114.0 180.0 
0.0 60.0 320.0
#
2.36374395
2.36374395
2.90711696
2.9493305
3.20126545
3.53252296
3.71637764
4.00934787
4.30587237
4.23774334
3.92303426
3.37350364
3.98668104
3.794982
3.50540094
3.45325518
3.40824964
3.37936429
3.23277883
3.19409659
3.35452274
3.20141906
3.15659294
3.16552791
3.197948
3.13114076
3.14358371
3.11825778
3.14234975
3.13233349
3.13710525
3.08941102
3.01786787
3.03946452
3.05116502
2.96627629
2.97106082
3.00737848
2.99921686
3.0024786
2.93674466
2.98117475
3.04589615
3.50967031
3.98260741
3.59539793
2.97501262
	5.5
	1.3
	1.3
#
1.38846684
1.89756242
2.65901093
2.98041669
3.08803914
3.087491
3.49372873
3.77939083
3.7294378
3.54056495
3.17235516
3.22135372
3.60807985
3.49105442
3.12386046
2.93406981
2.85624223
2.84876562
2.82005158
2.86822243
2.98566896
2.81905049
2.78662709
2.80515818
2.77281735
2.75820699
2.78601985
2.77440333
2.82617633
2.80449159
2.81802529
2.68763389
2.74062315
2.72230546
2.63560327
2.6896649
2.63563295
2.76162141
2.74310059
2.62938488
2.75516193
2.66486543
3.0142957
3.95172259
4.24755335
3.53132963
	3.53
	5.5
	1.3
	1.3
#
1.92166778
3.0262621
2.76859969
2.70391433
2.66624907
2.77792307
3.18963272
3.21448702
3.03982594
3.07053299
3.22030192
3.19542464
2.90687386
2.57921151
2.50684232
2.31674493
2.25599384
2.34886088
2.53507171
2.51110881
2.43454699
2.19231402
1.94604324
2.28676541
2.31451584
2.38901462
2.44024353
2.45503451
2.43009959
2.38265712
2.56348008
2.50838924
2.58324944
2.39192738
2.48965587
2.37370139
2.45169127
2.46653535
2.3043194
2.32248963
2.34813417
2.76112796
3.57324354
4.2868194
4.43752928
	4.44
	4.44
	5.5
	1.3
	1.3
