least_square_fit_4d.adb fit poly to 1 degree polynomial a^ 0 b^ 0 c^ 0 d^ 0 a^ 1 b^ 0 c^ 0 d^ 0 a^ 0 b^ 1 c^ 0 d^ 0 a^ 0 b^ 0 c^ 1 d^ 0 a^ 0 b^ 0 c^ 0 d^ 1 C( 1)= -2.4161E+02 C( 2)= 2.8551E+02 C( 3)= -3.1842E+02 C( 4)= 3.7131E+02 C( 5)= -7.2479E-01 check_4d k=200, xmin= -1.350E+00, xmax= 4.620E+00 ymin= -9.957E-01, ymax= 9.999E-01 zmin= -1.000E+00, zmax= 1.000E+00 tmin= 2.592E-01, tmax= 1.015E+02 umin= -1.561E+02, umax= 1.371E+03 max= 8.4703E+02 at 200, xbad= 4.620E+00, ybad=-9.957E-01, zbad=-9.226E-02, tbad= 1.015E+02, ubad= 4.396E+02 rms_err= 1.8803E+02, avg_err= 1.4638E+02, max_err= 8.4703E+02 fit poly to 2 degree polynomial a^ 0 b^ 0 c^ 0 d^ 0 a^ 1 b^ 0 c^ 0 d^ 0 a^ 0 b^ 1 c^ 0 d^ 0 a^ 0 b^ 0 c^ 1 d^ 0 a^ 0 b^ 0 c^ 0 d^ 1 a^ 2 b^ 0 c^ 0 d^ 0 a^ 1 b^ 1 c^ 0 d^ 0 a^ 0 b^ 2 c^ 0 d^ 0 a^ 1 b^ 0 c^ 1 d^ 0 a^ 0 b^ 1 c^ 1 d^ 0 a^ 0 b^ 0 c^ 2 d^ 0 a^ 1 b^ 0 c^ 0 d^ 1 a^ 0 b^ 1 c^ 0 d^ 1 a^ 0 b^ 0 c^ 1 d^ 1 a^ 0 b^ 0 c^ 0 d^ 2 C( 1)= -2.4884E+06 C( 2)= -5.7557E+05 C( 3)= 4.7002E+05 C( 4)= -1.6928E+05 C( 5)= 2.4013E+05 C( 6)= -1.6210E+05 C( 7)= -1.5616E+04 C( 8)= 2.4191E+06 C( 9)= -1.0903E+05 C( 10)= 2.9580E+03 C( 11)= 2.4196E+06 C( 12)= -3.6443E+04 C( 13)= 9.9215E+03 C( 14)= -1.9957E+03 C( 15)= 2.1680E+01 check_4d k=200, xmin= -1.350E+00, xmax= 4.620E+00 ymin= -9.957E-01, ymax= 9.999E-01 zmin= -1.000E+00, zmax= 1.000E+00 tmin= 2.592E-01, tmax= 1.015E+02 umin= -1.561E+02, umax= 1.371E+03 max= 2.8255E-01 at 98, xbad= 1.560E+00, ybad= 9.999E-01, zbad= 1.080E-02, tbad= 4.759E+00, ubad= 4.902E+01 rms_err= 1.5619E-01, avg_err= 1.3601E-01, max_err= 2.8255E-01 fit poly to 3 degree polynomial a^ 0 b^ 0 c^ 0 d^ 0 a^ 1 b^ 0 c^ 0 d^ 0 a^ 0 b^ 1 c^ 0 d^ 0 a^ 0 b^ 0 c^ 1 d^ 0 a^ 0 b^ 0 c^ 0 d^ 1 a^ 2 b^ 0 c^ 0 d^ 0 a^ 1 b^ 1 c^ 0 d^ 0 a^ 0 b^ 2 c^ 0 d^ 0 a^ 1 b^ 0 c^ 1 d^ 0 a^ 0 b^ 1 c^ 1 d^ 0 a^ 0 b^ 0 c^ 2 d^ 0 a^ 1 b^ 0 c^ 0 d^ 1 a^ 0 b^ 1 c^ 0 d^ 1 a^ 0 b^ 0 c^ 1 d^ 1 a^ 0 b^ 0 c^ 0 d^ 2 a^ 3 b^ 0 c^ 0 d^ 0 a^ 2 b^ 1 c^ 0 d^ 0 a^ 1 b^ 2 c^ 0 d^ 0 a^ 0 b^ 3 c^ 0 d^ 0 a^ 2 b^ 0 c^ 1 d^ 0 a^ 1 b^ 1 c^ 1 d^ 0 a^ 0 b^ 2 c^ 1 d^ 0 a^ 1 b^ 0 c^ 2 d^ 0 a^ 0 b^ 1 c^ 2 d^ 0 a^ 0 b^ 0 c^ 3 d^ 0 a^ 2 b^ 0 c^ 0 d^ 1 a^ 1 b^ 1 c^ 0 d^ 1 a^ 0 b^ 2 c^ 0 d^ 1 a^ 1 b^ 0 c^ 1 d^ 1 a^ 0 b^ 1 c^ 1 d^ 1 a^ 0 b^ 0 c^ 2 d^ 1 a^ 1 b^ 0 c^ 0 d^ 2 a^ 0 b^ 1 c^ 0 d^ 2 a^ 0 b^ 0 c^ 1 d^ 2 a^ 0 b^ 0 c^ 0 d^ 3 C( 1)= -7.8736E+05 C( 2)= -6.6968E+04 C( 3)= 7.9665E+05 C( 4)= -5.3186E+05 C( 5)= 4.8535E+03 C( 6)= 4.1859E+04 C( 7)= -7.2453E+04 C( 8)= 7.3383E+05 C( 9)= -2.6992E+05 C( 10)= -2.3264E+05 C( 11)= 2.7926E+05 C( 12)= -4.7956E+02 C( 13)= 1.1369E+04 C( 14)= -2.4767E+03 C( 15)= -1.1269E+02 C( 16)= -6.6643E+03 C( 17)= -1.6647E+05 C( 18)= -8.2900E+04 C( 19)= -1.8748E+05 C( 20)= -8.7587E+04 C( 21)= -1.0872E+05 C( 22)= 1.0439E+06 C( 23)= -4.8479E+04 C( 24)= -1.8765E+05 C( 25)= 1.0409E+06 C( 26)= -4.9995E+02 C( 27)= 4.0905E+03 C( 28)= 6.5263E+03 C( 29)= 6.7078E+03 C( 30)= -7.4309E+03 C( 31)= -3.1065E+03 C( 32)= 1.6681E+01 C( 33)= -8.0866E+01 C( 34)= -5.7432E+01 C( 35)= 1.0925E-01 check_4d k=200, xmin= -1.350E+00, xmax= 4.620E+00 ymin= -9.957E-01, ymax= 9.999E-01 zmin= -1.000E+00, zmax= 1.000E+00 tmin= 2.592E-01, tmax= 1.015E+02 umin= -1.561E+02, umax= 1.371E+03 max= 5.8547E-01 at 200, xbad= 4.620E+00, ybad=-9.957E-01, zbad=-9.226E-02, tbad= 1.015E+02, ubad= 4.396E+02 rms_err= 4.9023E-01, avg_err= 4.8844E-01, max_err= 5.8547E-01 fit poly to 4 degree polynomial a^ 0 b^ 0 c^ 0 d^ 0 a^ 1 b^ 0 c^ 0 d^ 0 a^ 0 b^ 1 c^ 0 d^ 0 a^ 0 b^ 0 c^ 1 d^ 0 a^ 0 b^ 0 c^ 0 d^ 1 a^ 2 b^ 0 c^ 0 d^ 0 a^ 1 b^ 1 c^ 0 d^ 0 a^ 0 b^ 2 c^ 0 d^ 0 a^ 1 b^ 0 c^ 1 d^ 0 a^ 0 b^ 1 c^ 1 d^ 0 a^ 0 b^ 0 c^ 2 d^ 0 a^ 1 b^ 0 c^ 0 d^ 1 a^ 0 b^ 1 c^ 0 d^ 1 a^ 0 b^ 0 c^ 1 d^ 1 a^ 0 b^ 0 c^ 0 d^ 2 a^ 3 b^ 0 c^ 0 d^ 0 a^ 2 b^ 1 c^ 0 d^ 0 a^ 1 b^ 2 c^ 0 d^ 0 a^ 0 b^ 3 c^ 0 d^ 0 a^ 2 b^ 0 c^ 1 d^ 0 a^ 1 b^ 1 c^ 1 d^ 0 a^ 0 b^ 2 c^ 1 d^ 0 a^ 1 b^ 0 c^ 2 d^ 0 a^ 0 b^ 1 c^ 2 d^ 0 a^ 0 b^ 0 c^ 3 d^ 0 a^ 2 b^ 0 c^ 0 d^ 1 a^ 1 b^ 1 c^ 0 d^ 1 a^ 0 b^ 2 c^ 0 d^ 1 a^ 1 b^ 0 c^ 1 d^ 1 a^ 0 b^ 1 c^ 1 d^ 1 a^ 0 b^ 0 c^ 2 d^ 1 a^ 1 b^ 0 c^ 0 d^ 2 a^ 0 b^ 1 c^ 0 d^ 2 a^ 0 b^ 0 c^ 1 d^ 2 a^ 0 b^ 0 c^ 0 d^ 3 a^ 4 b^ 0 c^ 0 d^ 0 a^ 3 b^ 1 c^ 0 d^ 0 a^ 2 b^ 2 c^ 0 d^ 0 a^ 1 b^ 3 c^ 0 d^ 0 a^ 0 b^ 4 c^ 0 d^ 0 a^ 3 b^ 0 c^ 1 d^ 0 a^ 2 b^ 1 c^ 1 d^ 0 a^ 1 b^ 2 c^ 1 d^ 0 a^ 0 b^ 3 c^ 1 d^ 0 a^ 2 b^ 0 c^ 2 d^ 0 a^ 1 b^ 1 c^ 2 d^ 0 a^ 0 b^ 2 c^ 2 d^ 0 a^ 1 b^ 0 c^ 3 d^ 0 a^ 0 b^ 1 c^ 3 d^ 0 a^ 0 b^ 0 c^ 4 d^ 0 a^ 3 b^ 0 c^ 0 d^ 1 a^ 2 b^ 1 c^ 0 d^ 1 a^ 1 b^ 2 c^ 0 d^ 1 a^ 0 b^ 3 c^ 0 d^ 1 a^ 2 b^ 0 c^ 1 d^ 1 a^ 1 b^ 1 c^ 1 d^ 1 a^ 0 b^ 2 c^ 1 d^ 1 a^ 1 b^ 0 c^ 2 d^ 1 a^ 0 b^ 1 c^ 2 d^ 1 a^ 0 b^ 0 c^ 3 d^ 1 a^ 2 b^ 0 c^ 0 d^ 2 a^ 1 b^ 1 c^ 0 d^ 2 a^ 0 b^ 2 c^ 0 d^ 2 a^ 1 b^ 0 c^ 1 d^ 2 a^ 0 b^ 1 c^ 1 d^ 2 a^ 0 b^ 0 c^ 2 d^ 2 a^ 1 b^ 0 c^ 0 d^ 3 a^ 0 b^ 1 c^ 0 d^ 3 a^ 0 b^ 0 c^ 1 d^ 3 a^ 0 b^ 0 c^ 0 d^ 4 C( 1)= 1.3207E+04 C( 2)= -5.8234E+04 C( 3)= -3.7352E+04 C( 4)= -1.0927E+05 C( 5)= -8.3780E+02 C( 6)= -5.8380E+03 C( 7)= -6.5784E+04 C( 8)= 1.6037E+04 C( 9)= 4.0445E+04 C( 10)= -2.7168E+05 C( 11)= 3.6821E+03 C( 12)= -7.5117E+02 C( 13)= -4.6704E+03 C( 14)= 9.7111E+02 C( 15)= 3.9529E+01 C( 16)= 6.5465E+02 C( 17)= -8.0582E+03 C( 18)= -1.1649E+04 C( 19)= 1.9765E+05 C( 20)= -1.3398E+04 C( 21)= -1.8741E+05 C( 22)= 3.3207E+05 C( 23)= 3.7148E+04 C( 24)= 1.4658E+05 C( 25)= 2.2436E+05 C( 26)= -4.3348E+01 C( 27)= 7.6968E+02 C( 28)= -6.4022E+03 C( 29)= 6.2806E+02 C( 30)= 8.0651E+03 C( 31)= -1.1044E+02 C( 32)= -2.5875E+00 C( 33)= -2.8105E+01 C( 34)= -3.3111E+01 C( 35)= -3.3571E-01 C( 36)= 1.3175E+03 C( 37)= 3.6832E+03 C( 38)= -2.0563E+03 C( 39)= -2.1934E+04 C( 40)= 1.3855E+05 C( 41)= 5.1953E+03 C( 42)= -1.1192E+04 C( 43)= -1.1136E+05 C( 44)= 2.5780E+05 C( 45)= 5.1179E+03 C( 46)= -5.0614E+04 C( 47)= 1.5930E+04 C( 48)= -1.0179E+05 C( 49)= 2.5745E+05 C( 50)= -1.2356E+05 C( 51)= 3.5922E+01 C( 52)= 2.4690E+01 C( 53)= 6.4885E+01 C( 54)= -2.2767E+03 C( 55)= 6.3048E+01 C( 56)= 7.6505E+02 C( 57)= -6.7099E+03 C( 58)= -2.0044E+03 C( 59)= -5.3106E+03 C( 60)= -8.4911E+03 C( 61)= 1.9604E+00 C( 62)= 8.9243E+00 C( 63)= 2.6757E+01 C( 64)= -7.7716E+00 C( 65)= -9.7952E+01 C( 66)= 5.1589E+01 C( 67)= -2.0251E-02 C( 68)= 2.1180E-01 C( 69)= 4.4703E-01 C( 70)= -2.0792E-04 check_4d k=200, xmin= -1.350E+00, xmax= 4.620E+00 ymin= -9.957E-01, ymax= 9.999E-01 zmin= -1.000E+00, zmax= 1.000E+00 tmin= 2.592E-01, tmax= 1.015E+02 umin= -1.561E+02, umax= 1.371E+03 max= 1.7648E-02 at 49, xbad= 9.000E-02, ybad= 8.988E-02, zbad= 9.960E-01, tbad= 1.094E+00, ubad= 1.154E+01 rms_err= 9.1786E-03, avg_err= 7.7507E-03, max_err= 1.7648E-02 fit poly to 5 degree polynomial a^ 0 b^ 0 c^ 0 d^ 0 a^ 1 b^ 0 c^ 0 d^ 0 a^ 0 b^ 1 c^ 0 d^ 0 a^ 0 b^ 0 c^ 1 d^ 0 a^ 0 b^ 0 c^ 0 d^ 1 a^ 2 b^ 0 c^ 0 d^ 0 a^ 1 b^ 1 c^ 0 d^ 0 a^ 0 b^ 2 c^ 0 d^ 0 a^ 1 b^ 0 c^ 1 d^ 0 a^ 0 b^ 1 c^ 1 d^ 0 a^ 0 b^ 0 c^ 2 d^ 0 a^ 1 b^ 0 c^ 0 d^ 1 a^ 0 b^ 1 c^ 0 d^ 1 a^ 0 b^ 0 c^ 1 d^ 1 a^ 0 b^ 0 c^ 0 d^ 2 a^ 3 b^ 0 c^ 0 d^ 0 a^ 2 b^ 1 c^ 0 d^ 0 a^ 1 b^ 2 c^ 0 d^ 0 a^ 0 b^ 3 c^ 0 d^ 0 a^ 2 b^ 0 c^ 1 d^ 0 a^ 1 b^ 1 c^ 1 d^ 0 a^ 0 b^ 2 c^ 1 d^ 0 a^ 1 b^ 0 c^ 2 d^ 0 a^ 0 b^ 1 c^ 2 d^ 0 a^ 0 b^ 0 c^ 3 d^ 0 a^ 2 b^ 0 c^ 0 d^ 1 a^ 1 b^ 1 c^ 0 d^ 1 a^ 0 b^ 2 c^ 0 d^ 1 a^ 1 b^ 0 c^ 1 d^ 1 a^ 0 b^ 1 c^ 1 d^ 1 a^ 0 b^ 0 c^ 2 d^ 1 a^ 1 b^ 0 c^ 0 d^ 2 a^ 0 b^ 1 c^ 0 d^ 2 a^ 0 b^ 0 c^ 1 d^ 2 a^ 0 b^ 0 c^ 0 d^ 3 a^ 4 b^ 0 c^ 0 d^ 0 a^ 3 b^ 1 c^ 0 d^ 0 a^ 2 b^ 2 c^ 0 d^ 0 a^ 1 b^ 3 c^ 0 d^ 0 a^ 0 b^ 4 c^ 0 d^ 0 a^ 3 b^ 0 c^ 1 d^ 0 a^ 2 b^ 1 c^ 1 d^ 0 a^ 1 b^ 2 c^ 1 d^ 0 a^ 0 b^ 3 c^ 1 d^ 0 a^ 2 b^ 0 c^ 2 d^ 0 a^ 1 b^ 1 c^ 2 d^ 0 a^ 0 b^ 2 c^ 2 d^ 0 a^ 1 b^ 0 c^ 3 d^ 0 a^ 0 b^ 1 c^ 3 d^ 0 a^ 0 b^ 0 c^ 4 d^ 0 a^ 3 b^ 0 c^ 0 d^ 1 a^ 2 b^ 1 c^ 0 d^ 1 a^ 1 b^ 2 c^ 0 d^ 1 a^ 0 b^ 3 c^ 0 d^ 1 a^ 2 b^ 0 c^ 1 d^ 1 a^ 1 b^ 1 c^ 1 d^ 1 a^ 0 b^ 2 c^ 1 d^ 1 a^ 1 b^ 0 c^ 2 d^ 1 a^ 0 b^ 1 c^ 2 d^ 1 a^ 0 b^ 0 c^ 3 d^ 1 a^ 2 b^ 0 c^ 0 d^ 2 a^ 1 b^ 1 c^ 0 d^ 2 a^ 0 b^ 2 c^ 0 d^ 2 a^ 1 b^ 0 c^ 1 d^ 2 a^ 0 b^ 1 c^ 1 d^ 2 a^ 0 b^ 0 c^ 2 d^ 2 a^ 1 b^ 0 c^ 0 d^ 3 a^ 0 b^ 1 c^ 0 d^ 3 a^ 0 b^ 0 c^ 1 d^ 3 a^ 0 b^ 0 c^ 0 d^ 4 a^ 5 b^ 0 c^ 0 d^ 0 a^ 4 b^ 1 c^ 0 d^ 0 a^ 3 b^ 2 c^ 0 d^ 0 a^ 2 b^ 3 c^ 0 d^ 0 a^ 1 b^ 4 c^ 0 d^ 0 a^ 0 b^ 5 c^ 0 d^ 0 a^ 4 b^ 0 c^ 1 d^ 0 a^ 3 b^ 1 c^ 1 d^ 0 a^ 2 b^ 2 c^ 1 d^ 0 a^ 1 b^ 3 c^ 1 d^ 0 a^ 0 b^ 4 c^ 1 d^ 0 a^ 3 b^ 0 c^ 2 d^ 0 a^ 2 b^ 1 c^ 2 d^ 0 a^ 1 b^ 2 c^ 2 d^ 0 a^ 0 b^ 3 c^ 2 d^ 0 a^ 2 b^ 0 c^ 3 d^ 0 a^ 1 b^ 1 c^ 3 d^ 0 a^ 0 b^ 2 c^ 3 d^ 0 a^ 1 b^ 0 c^ 4 d^ 0 a^ 0 b^ 1 c^ 4 d^ 0 a^ 0 b^ 0 c^ 5 d^ 0 a^ 4 b^ 0 c^ 0 d^ 1 a^ 3 b^ 1 c^ 0 d^ 1 a^ 2 b^ 2 c^ 0 d^ 1 a^ 1 b^ 3 c^ 0 d^ 1 a^ 0 b^ 4 c^ 0 d^ 1 a^ 3 b^ 0 c^ 1 d^ 1 a^ 2 b^ 1 c^ 1 d^ 1 a^ 1 b^ 2 c^ 1 d^ 1 a^ 0 b^ 3 c^ 1 d^ 1 a^ 2 b^ 0 c^ 2 d^ 1 a^ 1 b^ 1 c^ 2 d^ 1 a^ 0 b^ 2 c^ 2 d^ 1 a^ 1 b^ 0 c^ 3 d^ 1 a^ 0 b^ 1 c^ 3 d^ 1 a^ 0 b^ 0 c^ 4 d^ 1 a^ 3 b^ 0 c^ 0 d^ 2 a^ 2 b^ 1 c^ 0 d^ 2 a^ 1 b^ 2 c^ 0 d^ 2 a^ 0 b^ 3 c^ 0 d^ 2 a^ 2 b^ 0 c^ 1 d^ 2 a^ 1 b^ 1 c^ 1 d^ 2 a^ 0 b^ 2 c^ 1 d^ 2 a^ 1 b^ 0 c^ 2 d^ 2 a^ 0 b^ 1 c^ 2 d^ 2 a^ 0 b^ 0 c^ 3 d^ 2 a^ 2 b^ 0 c^ 0 d^ 3 a^ 1 b^ 1 c^ 0 d^ 3 a^ 0 b^ 2 c^ 0 d^ 3 a^ 1 b^ 0 c^ 1 d^ 3 a^ 0 b^ 1 c^ 1 d^ 3 a^ 0 b^ 0 c^ 2 d^ 3 a^ 1 b^ 0 c^ 0 d^ 4 a^ 0 b^ 1 c^ 0 d^ 4 a^ 0 b^ 0 c^ 1 d^ 4 a^ 0 b^ 0 c^ 0 d^ 5 C( 1)= -3.2889E+03 C( 2)= 2.9557E+03 C( 3)= 7.3639E+02 C( 4)= 2.6335E+03 C( 5)= -1.6947E+02 C( 6)= -2.7630E+01 C( 7)= -5.3453E+02 C( 8)= 2.5743E+03 C( 9)= -2.2666E+02 C( 10)= -1.5067E+03 C( 11)= 6.1439E+02 C( 12)= 5.1662E+01 C( 13)= -3.3406E+01 C( 14)= 1.6727E+02 C( 15)= -4.2885E-01 C( 16)= -1.5058E+02 C( 17)= 1.0495E+03 C( 18)= -1.2572E+03 C( 19)= 5.4239E+03 C( 20)= -5.0589E+02 C( 21)= 4.8445E+02 C( 22)= 9.8270E+03 C( 23)= -2.8119E+02 C( 24)= -2.0987E+03 C( 25)= -1.4024E+04 C( 26)= 3.4291E+00 C( 27)= 3.7753E+00 C( 28)= 7.9130E+00 C( 29)= 4.1132E+01 C( 30)= -5.7034E+00 C( 31)= -3.2305E+02 C( 32)= -1.5687E-01 C( 33)= 4.1726E+00 C( 34)= -6.0083E+00 C( 35)= -1.2360E-02 C( 36)= 5.9554E+01 C( 37)= -2.8693E+02 C( 38)= -9.6658E+01 C( 39)= 1.8398E+03 C( 40)= -1.0947E+03 C( 41)= 3.2714E+02 C( 42)= -2.1059E+03 C( 43)= -3.1367E+03 C( 44)= 1.4598E+04 C( 45)= 5.6403E+02 C( 46)= 5.4007E+02 C( 47)= 1.8396E+03 C( 48)= 5.4383E+02 C( 49)= 1.9911E+04 C( 50)= 1.1191E+04 C( 51)= -2.2466E+00 C( 52)= -2.4523E+01 C( 53)= 5.4862E+00 C( 54)= 5.0087E+02 C( 55)= -7.1457E+00 C( 56)= -6.1334E+01 C( 57)= -2.8017E+02 C( 58)= 4.5123E+01 C( 59)= 9.0020E+01 C( 60)= -2.9732E+02 C( 61)= -1.1689E-01 C( 62)= 3.8223E-01 C( 63)= -1.4322E+00 C( 64)= 2.9432E-01 C( 65)= 2.6352E+00 C( 66)= -1.3805E-01 C( 67)= -2.0966E-03 C( 68)= -5.0210E-03 C( 69)= 4.0853E-02 C( 70)= -7.2770E-05 C( 71)= -7.9337E+00 C( 72)= -7.2992E+01 C( 73)= -2.0410E+01 C( 74)= 4.2983E+01 C( 75)= 3.0190E+01 C( 76)= -1.1332E+04 C( 77)= 4.0099E+01 C( 78)= 8.7180E+01 C( 79)= 4.6901E+02 C( 80)= -3.0919E+03 C( 81)= -7.6072E+03 C( 82)= 3.5786E+02 C( 83)= 2.2901E+03 C( 84)= -2.8351E+01 C( 85)= -2.9571E+04 C( 86)= 2.5291E+03 C( 87)= -1.0542E+03 C( 88)= -3.8444E+03 C( 89)= -1.1679E+03 C( 90)= -1.8214E+04 C( 91)= 3.8152E+03 C( 92)= 1.4166E-01 C( 93)= 2.1881E+00 C( 94)= -1.0284E+00 C( 95)= -2.8688E+01 C( 96)= 6.1287E+01 C( 97)= -1.5465E+00 C( 98)= -2.5197E+00 C( 99)= -4.6418E+01 C(100)= 4.0568E+01 C(101)= -5.3976E+00 C(102)= -4.3903E+01 C(103)= -2.9771E+02 C(104)= -9.1348E+01 C(105)= 2.1945E+02 C(106)= -3.0075E+02 C(107)= 1.3324E-02 C(108)= 6.5211E-02 C(109)= 4.1817E-01 C(110)= -6.4255E-01 C(111)= -1.4045E-01 C(112)= -3.9535E-01 C(113)= -1.0247E-02 C(114)= -1.0370E+00 C(115)= -6.1871E+00 C(116)= -3.3011E+00 C(117)= 2.2849E-03 C(118)= 4.6804E-04 C(119)= -1.5276E-02 C(120)= 4.0108E-04 C(121)= 2.6538E-02 C(122)= 4.2695E-02 C(123)= 3.2378E-05 C(124)= -1.3758E-04 C(125)= -6.0977E-04 C(126)= 6.5506E-07 check_4d k=200, xmin= -1.350E+00, xmax= 4.620E+00 ymin= -9.957E-01, ymax= 9.999E-01 zmin= -1.000E+00, zmax= 1.000E+00 tmin= 2.592E-01, tmax= 1.015E+02 umin= -1.561E+02, umax= 1.371E+03 max= 3.2324E-04 at 197, xbad= 4.530E+00, ybad=-9.834E-01, zbad=-1.814E-01, tbad= 9.276E+01, ubad= 8.229E+02 rms_err= 1.7065E-04, avg_err= 1.5248E-04, max_err= 3.2324E-04