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NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) +
Complex[-0.06926211897606739,
0.9766942261124977] (((4.432842194559192*^-8
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.9091980858994836`*^-15 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1. ((-0.59) (((-0.25)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))), (
Complex[-1.1389763095700577`*^10, 1.606118325112725*^11] (
NonCommutativeMultiply[4785.6, 2]^
Rational[
1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
Complex[-261873.57532935464`,
3.692789258786538*^6] (((1.2999999999999998`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
5.5990206795893796`*^-8 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) +
Complex[-9.54600321077642,
134.6122000922079] (((4.432842194559192*^-8
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.9091980858994836`*^-15 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1. ((-0.59) (((-0.25)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) -
0.45319591200415726` (((5.161733680066854*^-15
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
3884.7894578765577`
NonCommutativeMultiply[50.439430695308474`, 2] -
0.672923862441808
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.8370048452163027`*^-22 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
835.6313669064749
NonCommutativeMultiply[50.439430695308474`, 2] -
0.6028776978417266
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.409878611199379*^-8 ((-0.726) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((((-1)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1. ((-0.726) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))) +
4.211 (((1.5115453786049503`*^-15
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
6.510133717651443*^-23 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.409878611199379*^-8 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1. ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))),
0. + (Complex[-1.8509043208942212`*^12,
2.61003791109641*^13] (
NonCommutativeMultiply[4785.6, 2]^
Rational[
1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
Complex[-4.284563474755728*^7,
6.041842884784381*^8] (((1.2999999999999998`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
5.5990206795893796`*^-8 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) +
Complex[-1648.291367676279,
23243.24877090124] (((4.432842194559192*^-8
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.9091980858994836`*^-15 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1. ((-0.59) (((-0.25)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
Complex[-0.06926211897606739,
0.9766942261124977] (((1.5115453786049503`*^-15
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
6.510133717651443*^-23 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.409878611199379*^-8 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1. ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2]))))))), (
Complex[-3.0037845520468*^14, 4.235762739923902*^15] (
NonCommutativeMultiply[4785.6, 2]^
Rational[
1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
Complex[-6.936518328684883*^9,
9.781475792403928*^10] (((1.2999999999999998`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
5.5990206795893796`*^-8 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) +
Complex[-261873.57532935464`,
3.692789258786538*^6] (((4.432842194559192*^-8
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.9091980858994836`*^-15 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1. ((-0.59) (((-0.25)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
Complex[-9.54600321077642,
134.6122000922079] (((1.5115453786049503`*^-15
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
6.510133717651443*^-23 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.409878611199379*^-8 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1. ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))) -
0.45319591200415726` (((1.7600885272367424`*^-22
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
3884.7894578765577`
NonCommutativeMultiply[50.439430695308474`, 2] -
0.672923862441808
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
6.263963530372696*^-30 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
835.6313669064749
NonCommutativeMultiply[50.439430695308474`, 2] -
0.6028776978417266
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1.1627272143115003`*^-15 ((-0.726) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((((-1)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
3.409878611199379*^-8 ((-0.726) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
1. ((-0.726) (((-0.03125)
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - (((
0.16666666666666666`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
Rational[1, 8] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))))) +
4.211 (((5.154186256362287*^-23
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
2.2198765719867552`*^-30 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1.1627272143115003`*^-15 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
3.409878611199379*^-8 ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
1. ((-0.59) (((-0.03125)
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - (((
0.16666666666666666`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
Rational[1, 8] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))))),
0. + (Complex[-4.8771088174541816`*^16,
6.877415956297549*^17] (
NonCommutativeMultiply[4785.6, 2]^
Rational[
1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
Complex[-1.1272255303862493`*^12,
1.5895480579149879`*^13] (((1.2999999999999998`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
5.5990206795893796`*^-8 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) +
Complex[-4.284563474755728*^7,
6.041842884784381*^8] (((4.432842194559192*^-8
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.9091980858994836`*^-15 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1. ((-0.59) (((-0.25)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
Complex[-1648.291367676279,
23243.24877090124] (((1.5115453786049503`*^-15
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
6.510133717651443*^-23 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.409878611199379*^-8 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1. ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))) +
Complex[-0.06926211897606739,
0.9766942261124977] (((5.154186256362287*^-23
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
2.2198765719867552`*^-30 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1.1627272143115003`*^-15 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
3.409878611199379*^-8 ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
1. ((-0.59) (((-0.03125)
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - (((
0.16666666666666666`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
Rational[1, 8] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])))))))), (
Complex[-7.917379416470458*^18, 1.1164629203274333`*^20] (
NonCommutativeMultiply[4785.6, 2]^
Rational[
1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
Complex[-1.8293450377873325`*^14,
2.57963626061139*^15] (((1.2999999999999998`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
5.5990206795893796`*^-8 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) +
Complex[-6.936518328684883*^9,
9.781475792403928*^10] (((4.432842194559192*^-8
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
1.9091980858994836`*^-15 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1. ((-0.59) (((-0.25)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
Complex[-261873.57532935464`,
3.692789258786538*^6] (((1.5115453786049503`*^-15
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
6.510133717651443*^-23 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.409878611199379*^-8 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1. ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))) +
Complex[-9.54600321077642,
134.6122000922079] (((5.154186256362287*^-23
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
2.2198765719867552`*^-30 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
1.1627272143115003`*^-15 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
3.409878611199379*^-8 ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
1. ((-0.59) (((-0.03125)
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - (((
0.16666666666666666`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
Rational[1, 8] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))))) -
0.45319591200415726` (((6.001688222841983*^-30
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
3884.7894578765577`
NonCommutativeMultiply[50.439430695308474`, 2] -
0.672923862441808
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
2.1359355263550803`*^-37 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
835.6313669064749
NonCommutativeMultiply[50.439430695308474`, 2] -
0.6028776978417266
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.964758658740221*^-23 ((-0.726) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((((-1)/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1.1627272143115003`*^-15 ((-0.726) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
3.409878611199379*^-8 ((-0.726) (((-0.03125)
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - (((
0.16666666666666666`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
Rational[1, 8] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))) +
1. ((-0.726) (((-0.01953125)
NonCommutativeMultiply[4785.6, 2]^(-4)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.02734375 (
NonCommutativeMultiply[4785.6, 2]^Rational[-9, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.03125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-5) + (0.0625
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.0703125
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.0546875
NonCommutativeMultiply[4785.6, 2]^(-4)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.02734375 (
NonCommutativeMultiply[4785.6, 2]^Rational[-9, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.0625 NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
1.8566666666666667` ((
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.0546875 NonCommutativeMultiply[4785.6, 2]^(-4) - (
0.0546875
NonCommutativeMultiply[4785.6, 2]^Rational[-9, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])))) - (((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2]))))) + ((
Rational[1, 10] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.703125
NonCommutativeMultiply[4785.6, 2]^(-4)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.546875 (NonCommutativeMultiply[4785.6, 2]^
Rational[-9, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.29166666666666663`
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
0.75 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (0.875 NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2]))))))))) +
4.211 (((1.757514947370756*^-30
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
532.8923076923078
NonCommutativeMultiply[50.439430695308474`, 2] -
0.09230769230769227
NonCommutativeMultiply[
4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) + (
7.569509642320234*^-38 (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-2)) ((-2464.599878197321)
NonCommutativeMultiply[50.439430695308474`, 2] +
0.13520097442143736`
NonCommutativeMultiply[4785.6, 2] + (1.
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2]) ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]) +
3.964758658740221*^-23 ((-0.59) (((-0.25)/
NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((((-1)/NonCommutativeMultiply[4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))) +
1.1627272143115003`*^-15 ((-0.59) (((-0.0625)
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) - (((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))))) +
3.409878611199379*^-8 ((-0.59) (((-0.03125)
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.0390625 (
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - (((
0.16666666666666666`
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (1.25
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
Rational[1, 8] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))))))) +
1. ((-0.59) (((-0.01953125)
NonCommutativeMultiply[4785.6, 2]^(-4)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) -
0.02734375 (
NonCommutativeMultiply[4785.6, 2]^Rational[-9, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) + ((
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.03125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-5) + (0.0625
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.0703125
NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.0546875
NonCommutativeMultiply[4785.6, 2]^(-4)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.02734375 (NonCommutativeMultiply[4785.6, 2]^
Rational[-9, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.5 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.0625
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-4) + (0.09375
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.078125
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0390625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.125 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])^(-3) + (0.125
NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.0625 (NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) - ((
0.0625 NonCommutativeMultiply[4785.6, 2]^
Rational[-5, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])) ((0.25/NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.125 (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) -
0.355 ((NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) (
0.0546875 NonCommutativeMultiply[4785.6, 2]^(-4) - (
0.0546875 NonCommutativeMultiply[4785.6, 2]^
Rational[-9, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-3)) (
0.078125 NonCommutativeMultiply[4785.6, 2]^(-3) - (
0.078125 NonCommutativeMultiply[4785.6, 2]^
Rational[-7, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
Rational[1, 4] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.125 NonCommutativeMultiply[4785.6, 2]^(-2) - (0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
Rational[1, 6] (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0.25/NonCommutativeMultiply[4785.6, 2] - (0.25
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2])))) - (((0.125
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2]) (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.875
NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.8333333333333333
NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^
Rational[1, 2]))))) + ((
Rational[1, 10] (
NonCommutativeMultiply[4785.6, 2]^Rational[1, 2] -
1. ((-5773.) NonCommutativeMultiply[
50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^2) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2)) (
0. + (0.703125
NonCommutativeMultiply[4785.6, 2]^(-4)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.546875 (NonCommutativeMultiply[4785.6, 2]^
Rational[-9, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.25 NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2]))) + ((
0.29166666666666663`
NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (1.25 NonCommutativeMultiply[4785.6, 2]^(-2)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.75 (NonCommutativeMultiply[4785.6, 2]^Rational[-5, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
1. NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (3./NonCommutativeMultiply[
4785.6, 2]) (NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
1. (NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])))) + ((
0.75 NonCommutativeMultiply[4785.6, 2]^Rational[-1, 2])/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) (
0. + (0.875 NonCommutativeMultiply[4785.6, 2]^(-3)) (
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])^(-2) +
0.625 (NonCommutativeMultiply[4785.6, 2]^Rational[-7, 2]/(
NonCommutativeMultiply[4785.6, 2]^
Rational[1, 2] + ((-5773.)
NonCommutativeMultiply[50.439430695308474`, 2] +
NonCommutativeMultiply[4785.6, 2])^Rational[1, 2])) + ((
0.375 NonCommutativeMultiply[4785.6, 2]^Rational[-3, 2])/(
NonCommutativeMultiply[4785.6, 2]^
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