488 21 Datum problems
Table 21.7. Transformation from a global to a local reference system, polynomial coefficients.
point 6520 a 00
0.00000
b 00 5484673.72823
a 10
3600.53002
b 10
0.04992
a 01
0.05588
b 01
−4030.54839
a 20
0.00001
b 20
−0.00002
a 11
0.00013
b 11
−0.00003
a 02
0.00002
b 02
−0.00004
a 30
0.00000
b 30
0.00000
a 21
0.00000
b 21
0.00000
a 12
0.00000
b 12
0.00000
a 03
0.00000
b 03
0.00000
point 6725 a 00
0.00000
b 00 5462432.75066
a 10
67263.59513
b 10
1.03753
a 01
0.06390
b 01
−4142.55231
a 20
0.00471
b 20
−0.00589
a 11
0.00234
b 11
−0.00058
a 02
−0.00002
b 02
−0.00004
a 30
0.00011
b 30
0.00002
a 21
0.00000
b 21
0.00002
a 12
0.00000
b 12
0.00000
a 03
0.00000
b 03
0.00000
point 7016 a 00
0.00000
b 00 5429072.73102
a 10 −37570.86126 b 10
−0.47340
a 01
0.00126
b 01
−99.89921
a 20
0.00121
b 20
−0.00177
a 11
−0.00003
b 11
0.00000
a 02
0.00000
b 02
0.00000
a 30
−0.00002
b 30
0.00000
a 21
0.00000
b 21
0.00000
a 12
0.00000
b 12
0.00000
a 03
0.00000
b 03
0.00000
point 7220 a 00
0.00000
b 00 5406833.68349
a 10
6271.26892
b 10
0.08549
a 01
0.01837
b 01
−1347.56586
a 20
0.00004
b 20
−0.00005
a 11
0.00007
b 11
−0.00002
a 02
0.00000
b 02
0.00000
a 30
0.00000
b 30
0.00000
a 21
0.00000
b 21
0.00000
a 12
0.00000
b 12
0.00000
a 03
0.00000
b 03
0.00000
point 7226 a 00
0.00000
b 00 5406833.68349
a 10
80022.44576
b 10
1.23987
a 01
0.00483
b 01
−312.04750
a 20
0.00682
b 20
−0.00777
a 11
0.00020
b 11
−0.00005
a 02
0.00000
b 02
0.00000
a 30
0.00018
b 30
0.00003
a 21
0.00000
b 21
0.00000
a 12
0.00000
b 12
0.00000
a 03
0.00000
b 03
0.00000