>> run_me4_5
*************** Specifications on Given Computing Machine ***********************
Floating point relative accuracy (eps) is: 2.220446e-016 
Smallest positive floating point number is: 2.225074e-308 
Largest positive floating point number is: 1.797693e+308 
*********************************************************************************

 Function Name: f4_5

************************** Initial Input Values: ********************************
x_0= 0.000000e+000, x_1=1.000000e+000, f(x_0)= -2.000000e+000, f(x_1)= 9.932621e-001 
*********************************************************************************

n= 0 a= 1.000000e+000, f(a)= 9.932621e-001 
n= 1 a= 0.000000e+000, f(a)= -2.000000e+000 
n= 2, a= 6.681674e-001, f(a)= 9.027822e-001 
n= 3, a= -2.642764e+000, f(a)= -1.643655e+006 
n= 4, a= 6.681655e-001, f(a)= 9.027812e-001 
n= 5, a= -9.895668e-001, f(a)= -4.216218e+002 
n= 6, a= 6.646236e-001, f(a)= 9.008355e-001 
n= 7, a= -9.752827e-001, f(a)= -3.924915e+002 
n= 8, a= 6.608683e-001, f(a)= 8.987356e-001 
n= 9, a= -9.463490e-001, f(a)= -3.394930e+002 
n= 10, a= 6.566248e-001, f(a)= 8.963159e-001 
n= 11, a= -9.152745e-001, f(a)= -2.904962e+002 
n= 12, a= 6.517897e-001, f(a)= 8.934971e-001 
n= 13, a= -8.808065e-001, f(a)= -2.443518e+002 
n= 14, a= 6.462060e-001, f(a)= 8.901579e-001 
n= 15, a= -8.422784e-001, f(a)= -2.013625e+002 
n= 16, a= 6.396548e-001, f(a)= 8.861221e-001 
n= 17, a= -7.987560e-001, f(a)= -1.617895e+002 
n= 18, a= 6.318196e-001, f(a)= 8.811222e-001 
n= 19, a= -7.489883e-001, f(a)= -1.259297e+002 
n= 20, a= 6.222253e-001, f(a)= 8.747328e-001 
n= 21, a= -6.912631e-001, f(a)= -9.410920e+001 
n= 22, a= 6.101290e-001, f(a)= 8.662369e-001 
n= 23, a= -6.231953e-001, f(a)= -6.667472e+001 
n= 24, a= 5.943112e-001, f(a)= 8.543382e-001 
n= 25, a= -5.414290e-001, f(a)= -4.396658e+001 
n= 26, a= 5.726627e-001, f(a)= 8.364792e-001 
n= 27, a= -4.413064e-001, f(a)= -2.625843e+001 
n= 28, a= 5.413592e-001, f(a)= 8.070443e-001 
n= 29, a= -3.169183e-001, f(a)= -1.363617e+001 
n= 30, a= 4.934012e-001, f(a)= 7.521336e-001 
n= 31, a= -1.634981e-001, f(a)= -5.796630e+000 
n= 32, a= 4.179555e-001, f(a)= 6.344883e-001 
n= 33, a= 1.105911e-002, f(a)= -1.838467e+000 
n= 34, a= 3.135577e-001, f(a)= 3.787083e-001 
n= 35, a= 1.589863e-001, f(a)= -3.526939e-001 
n= 36, a= 2.335231e-001, f(a)= 6.982348e-002 
n= 37, a= 2.212055e-001, f(a)= 1.036873e-002 
n= 38, a= 2.190573e-001, f(a)= -3.791344e-004 
n= 39, a= 2.191331e-001, f(a)= 1.962248e-006 

**************** Result Has Converged: *********************
Converged within the tolerance 1.000000e-006 
The found zero is: 2.191331e-001 
************************************************************

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