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 This is a 1 order run
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*******
 INPUT:
*******

                             error in         error in
year doy    time     radii   radius     angle   angle    datatype
2008  85  18:48: 3   1.43 +/- 0.04     96.6 +/-  0.1    MK4 K-Coronameter
2008  85  18:54:11   1.77 +/- 0.04     97.0 +/-  0.1    MK4 K-Coronameter
2008  85  18:57:33   2.22 +/- 0.06    101.0 +/-  0.1    MK4 K-Coronameter

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 Structure being measured: 
Top of Loop                             
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********
 OUTPUT:
********

START TIME:

 Event began at t = 0 +  0.261E+01 +/-  0.467E+00 [minutes]
 In more convenient units:
 Event began at DOY  85 18:43 +/-  0.467E+00 [minutes]

 Origin defined at DOY 85 18:40

RADIAL INFORMATION:

RADIAL VELOCITY =   854. +/-   167. km/sec

The computed RADIAL coefficients and errors FROM NLLST2 are:

 c(1) =    0.808E+00 +/-    0.185E+00 [solar radii]
 c(2) =    0.736E-01 +/-    0.144E-01 [radii/min]
 c(2) =    0.854E+03 +/-    0.167E+03 [km/sec]
 c(3) =    0.100E-05 +/-    0.000E+00 [radii/min**2]
 c(3) =    0.387E-03 +/-    0.000E+00 [km/sec**2]
 c(4) =    0.000E+00 +/-    0.000E+00 [radii/min**3]/
 The computed ERRORS in coefficients [BEVINGTON] are:

                    error in c(1)=  0.30069E+00 [radii] see Bevington pg. 114
                    error in c(2)=  0.21739E-01 [radii/min] see Bevington pg. 114
ANGULAR INFORMATION:

ANGULAR VELOCITY =  0.1206E-03 +/-   0.5934E-04[radians/sec]

The computed ANGULAR coefficients and errors FROM NLLST2 are:

 a(1) =  93. +/-   3. [degrees]
 a(2) =    0.415E+00 +/-    0.204E+00 [degrees/min]
 a(2) =    0.121E-03 +/-    0.593E-04 [rad/sec]
 a(3) =    0.000E+00 +/-    0.000E+00 [degrees/min**2]
 a(3) =    0.000E+00 +/-    0.000E+00 [rad/sec**2]

The RADIAL velocity at 18:48 =  854. km/sec

The RADIAL acceleration at 18:48 =  0.2E-05 km/ sec**2

The RADIAL velocity at 18:54 =  854. km/sec

The RADIAL acceleration at 18:54 =  0.2E-05 km/ sec**2

The RADIAL velocity at 18:57 =  855. km/sec

The RADIAL acceleration at 18:57 =  0.2E-05 km/ sec**2


**********************************************************
 The following info is for estimating goodness of the fit
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 Fit is ok [ier=1] 

 Standard Deviation in the height =  0.40
 Standard Deviation in start time measurement =    0.393E+01
 Error in time =        0.20111E+01 using best fit method
 See Taylor Error Analysis [Univ of Colorado] pg.78

 Value of reduced Chi Squared returned from nllst2 = 0.860E-02
 Reduced Chi Squared = 0.573E-01
 Chi Squared = 0.573E-01
 The probability for exceeding chi square = 0.926E+00

 The correlation coefficient =    0.970E+00
 The probability that no LINEAR correlation exists between the variables =   0.1571E+00
 SEE BEVINGTON "Data Reduction and Error Analysis" [1969]