_______________________________Simulator Results______________________________
Date:                        Thu Sep 15 05:55:12 BST 2022

____________________________Simulator Configuration___________________________
Simulation Type:             Terminating
Project Name:                AV_Intersection_with_Motorway_v2
Study Name:                  fixed_st
Random Number Generator:     Lagged Fibonacci
Random Number Seed:          31415
Maximum Batches:             10000
Minimum Batches:             100
Data Reporting Frequency:    100
Display Update Frequency:    100
BuildType:                   Optimize
Execution Architecture:      64-bit
Runname:                     Results
Output File:                 Results_output.txt
Results File:                Results_results
Jackknife Variance:          On
Processors Per Experiment:   1
Maximize Processor Usage:    false
Processors Selected for Simulation: 
        PFSNSQ859191         amd64

_________________________________Experiment 2_________________________________
Start Time:                  Thu Sep 15 05:54:08 BST 2022
Finish Time:                 Thu Sep 15 05:54:18 BST 2022
Elapsed Running Time:        9.574
Total CPU Time:              9.022
Batches Completed:           100
Experiment Name:             Experiment 10
Global Variable Settings:    
        double               F_F_B_O_prob             0.0                    
        double               F_S_B_O_prob             0.0                    
        double               HDLateAcc_FFB_prob       1.0E-6                 
        double               HDLateAcc_FSB_prob       1.0E-6                 
        double               HDLateAcc_ISFB_prob      1.0E-6                 
        double               HDLateAcc_ISSB_prob      1.0E-6                 
        double               IS_F_B_O_prob            0.0                    
        double               IS_S_B_O_prob            0.0                    
        double               MisHazFailFFB_prob       0.0                    
        double               MisHazFailFSB_prob       0.0                    
        double               MisHazFailISFB_prob      0.0                    
        double               MisHazFailISSB_prob      0.0                    
        double               OH2OKRate_FFB            4500.0                 
        double               OH2OKRate_FSB            2250.0                 
        double               OH2OKRate_ISFB           2250.0                 
        double               OH2OKRate_ISSB           1225.0                 
        double               SafMonFailFSB_prob       0.0                    
        double               SafMonFailISFB_prob      0.0                    
        double               SafMonFailISSB_prob      0.0                    
        double               SafMonFail_FFB_prob      0.0                    
        double               rate_F_F_B2F_F_NB        609.87                 
        double               rate_F_F_B2F_S_B         676.71                 
        double               rate_F_F_B2F_S_NB        319.02                 
        double               rate_F_F_B2IS_F_B        616.29                 
        double               rate_F_F_B2IS_F_NB       551.1                  
        double               rate_F_F_B2IS_S_B        549.09                 
        double               rate_F_F_B2IS_S_NB       310.79                 
        double               rate_F_F_NB2F_F_B        170.61                 
        double               rate_F_F_NB2F_S_B        252.79                 
        double               rate_F_F_NB2F_S_NB       361.58                 
        double               rate_F_F_NB2IS_F_B       209.77                 
        double               rate_F_F_NB2IS_F_NB      202.345                
        double               rate_F_F_NB2IS_S_B       361.87                 
        double               rate_F_F_NB2IS_S_NB      273.315                
        double               rate_F_S_B2F_F_B         1080.0                 
        double               rate_F_S_B2F_F_NB        604.64                 
        double               rate_F_S_B2F_S_NB        465.98                 
        double               rate_F_S_B2IS_F_B        0.0                    
        double               rate_F_S_B2IS_F_NB       439.22                 
        double               rate_F_S_B2IS_S_B        940.01                 
        double               rate_F_S_B2IS_S_NB       438.63                 
        double               rate_F_S_NB2F_F_B        568.63                 
        double               rate_F_S_NB2F_F_NB       223.71                 
        double               rate_F_S_NB2F_S_B        355.8                  
        double               rate_F_S_NB2IS_F_B       0.0                    
        double               rate_F_S_NB2IS_F_NB      264.45                 
        double               rate_F_S_NB2IS_S_B       219.02                 
        double               rate_F_S_NB2IS_S_NB      228.71                 
        double               rate_IS_F_B2F_F_B        986.54                 
        double               rate_IS_F_B2F_F_NB       822.71                 
        double               rate_IS_F_B2F_S_B        728.83                 
        double               rate_IS_F_B2F_S_NB       430.43                 
        double               rate_IS_F_B2IS_F_NB      1680.0                 
        double               rate_IS_F_B2IS_S_B       1164.71                
        double               rate_IS_F_B2IS_S_NB      0.0                    
        double               rate_IS_F_NB2F_F_B       963.55                 
        double               rate_IS_F_NB2F_F_NB      948.25                 
        double               rate_IS_F_NB2F_S_B       560.88                 
        double               rate_IS_F_NB2F_S_NB      918.64                 
        double               rate_IS_F_NB2IS_F_B      1800.0                 
        double               rate_IS_F_NB2IS_S_B      936.29                 
        double               rate_IS_F_NB2IS_S_NB     1109.88                
        double               rate_IS_S_B2F_F_B        0.0                    
        double               rate_IS_S_B2F_F_NB       573.8                  
        double               rate_IS_S_B2F_S_B        848.17                 
        double               rate_IS_S_B2F_S_NB       511.62                 
        double               rate_IS_S_B2IS_F_B       0.0                    
        double               rate_IS_S_B2IS_F_NB      743.98                 
        double               rate_IS_S_B2IS_S_NB      645.875                
        double               rate_IS_S_NB2F_F_B       0.0                    
        double               rate_IS_S_NB2F_F_NB      207.38                 
        double               rate_IS_S_NB2F_S_B       328.93                 
        double               rate_IS_S_NB2F_S_NB      324.69                 
        double               rate_IS_S_NB2IS_F_B      0.0                    
        double               rate_IS_S_NB2IS_F_NB     678.65                 
        double               rate_IS_S_NB2IS_S_B      601.59                 


_________________________________Mean Results_________________________________
Name                  Time               Mean                     Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Variance Results_______________________________
Name                  Time               Variance                 Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Interval Results_______________________________


_____________________________Distribution Results_____________________________
TimeToSeriousAccident  0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)

_________________________________Experiment 3_________________________________
Start Time:                  Thu Sep 15 05:54:18 BST 2022
Finish Time:                 Thu Sep 15 05:54:30 BST 2022
Elapsed Running Time:        11.827
Total CPU Time:              10.773
Batches Completed:           100
Experiment Name:             Experiment 100
Global Variable Settings:    
        double               F_F_B_O_prob             1.0E-6                 
        double               F_S_B_O_prob             1.0E-6                 
        double               HDLateAcc_FFB_prob       1.0E-6                 
        double               HDLateAcc_FSB_prob       1.0E-6                 
        double               HDLateAcc_ISFB_prob      1.0E-6                 
        double               HDLateAcc_ISSB_prob      1.0E-6                 
        double               IS_F_B_O_prob            1.0E-6                 
        double               IS_S_B_O_prob            1.0E-6                 
        double               MisHazFailFFB_prob       0.0                    
        double               MisHazFailFSB_prob       0.0                    
        double               MisHazFailISFB_prob      0.0                    
        double               MisHazFailISSB_prob      0.0                    
        double               OH2OKRate_FFB            4500.0                 
        double               OH2OKRate_FSB            2250.0                 
        double               OH2OKRate_ISFB           2250.0                 
        double               OH2OKRate_ISSB           1225.0                 
        double               SafMonFailFSB_prob       0.0                    
        double               SafMonFailISFB_prob      0.0                    
        double               SafMonFailISSB_prob      0.0                    
        double               SafMonFail_FFB_prob      0.0                    
        double               rate_F_F_B2F_F_NB        609.87                 
        double               rate_F_F_B2F_S_B         676.71                 
        double               rate_F_F_B2F_S_NB        319.02                 
        double               rate_F_F_B2IS_F_B        616.29                 
        double               rate_F_F_B2IS_F_NB       551.1                  
        double               rate_F_F_B2IS_S_B        549.09                 
        double               rate_F_F_B2IS_S_NB       310.79                 
        double               rate_F_F_NB2F_F_B        170.61                 
        double               rate_F_F_NB2F_S_B        252.79                 
        double               rate_F_F_NB2F_S_NB       361.58                 
        double               rate_F_F_NB2IS_F_B       209.77                 
        double               rate_F_F_NB2IS_F_NB      202.345                
        double               rate_F_F_NB2IS_S_B       361.87                 
        double               rate_F_F_NB2IS_S_NB      273.315                
        double               rate_F_S_B2F_F_B         1080.0                 
        double               rate_F_S_B2F_F_NB        604.64                 
        double               rate_F_S_B2F_S_NB        465.98                 
        double               rate_F_S_B2IS_F_B        0.0                    
        double               rate_F_S_B2IS_F_NB       439.22                 
        double               rate_F_S_B2IS_S_B        940.01                 
        double               rate_F_S_B2IS_S_NB       438.63                 
        double               rate_F_S_NB2F_F_B        568.63                 
        double               rate_F_S_NB2F_F_NB       223.71                 
        double               rate_F_S_NB2F_S_B        355.8                  
        double               rate_F_S_NB2IS_F_B       0.0                    
        double               rate_F_S_NB2IS_F_NB      264.45                 
        double               rate_F_S_NB2IS_S_B       219.02                 
        double               rate_F_S_NB2IS_S_NB      228.71                 
        double               rate_IS_F_B2F_F_B        986.54                 
        double               rate_IS_F_B2F_F_NB       822.71                 
        double               rate_IS_F_B2F_S_B        728.83                 
        double               rate_IS_F_B2F_S_NB       430.43                 
        double               rate_IS_F_B2IS_F_NB      1680.0                 
        double               rate_IS_F_B2IS_S_B       1164.71                
        double               rate_IS_F_B2IS_S_NB      0.0                    
        double               rate_IS_F_NB2F_F_B       963.55                 
        double               rate_IS_F_NB2F_F_NB      948.25                 
        double               rate_IS_F_NB2F_S_B       560.88                 
        double               rate_IS_F_NB2F_S_NB      918.64                 
        double               rate_IS_F_NB2IS_F_B      1800.0                 
        double               rate_IS_F_NB2IS_S_B      936.29                 
        double               rate_IS_F_NB2IS_S_NB     1109.88                
        double               rate_IS_S_B2F_F_B        0.0                    
        double               rate_IS_S_B2F_F_NB       573.8                  
        double               rate_IS_S_B2F_S_B        848.17                 
        double               rate_IS_S_B2F_S_NB       511.62                 
        double               rate_IS_S_B2IS_F_B       0.0                    
        double               rate_IS_S_B2IS_F_NB      743.98                 
        double               rate_IS_S_B2IS_S_NB      645.875                
        double               rate_IS_S_NB2F_F_B       0.0                    
        double               rate_IS_S_NB2F_F_NB      207.38                 
        double               rate_IS_S_NB2F_S_B       328.93                 
        double               rate_IS_S_NB2F_S_NB      324.69                 
        double               rate_IS_S_NB2IS_F_B      0.0                    
        double               rate_IS_S_NB2IS_F_NB     678.65                 
        double               rate_IS_S_NB2IS_S_B      601.59                 


_________________________________Mean Results_________________________________
Name                  Time               Mean                     Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Variance Results_______________________________
Name                  Time               Variance                 Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Interval Results_______________________________


_____________________________Distribution Results_____________________________
TimeToSeriousAccident  0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)

_________________________________Experiment 4_________________________________
Start Time:                  Thu Sep 15 05:54:30 BST 2022
Finish Time:                 Thu Sep 15 05:54:42 BST 2022
Elapsed Running Time:        11.981
Total CPU Time:              11.158
Batches Completed:           100
Experiment Name:             Experiment 11
Global Variable Settings:    
        double               F_F_B_O_prob             1.0E-6                 
        double               F_S_B_O_prob             0.0                    
        double               HDLateAcc_FFB_prob       1.0E-6                 
        double               HDLateAcc_FSB_prob       1.0E-6                 
        double               HDLateAcc_ISFB_prob      1.0E-6                 
        double               HDLateAcc_ISSB_prob      1.0E-6                 
        double               IS_F_B_O_prob            0.0                    
        double               IS_S_B_O_prob            0.0                    
        double               MisHazFailFFB_prob       0.0                    
        double               MisHazFailFSB_prob       0.0                    
        double               MisHazFailISFB_prob      0.0                    
        double               MisHazFailISSB_prob      0.0                    
        double               OH2OKRate_FFB            4500.0                 
        double               OH2OKRate_FSB            2250.0                 
        double               OH2OKRate_ISFB           2250.0                 
        double               OH2OKRate_ISSB           1225.0                 
        double               SafMonFailFSB_prob       0.0                    
        double               SafMonFailISFB_prob      0.0                    
        double               SafMonFailISSB_prob      0.0                    
        double               SafMonFail_FFB_prob      0.0                    
        double               rate_F_F_B2F_F_NB        609.87                 
        double               rate_F_F_B2F_S_B         676.71                 
        double               rate_F_F_B2F_S_NB        319.02                 
        double               rate_F_F_B2IS_F_B        616.29                 
        double               rate_F_F_B2IS_F_NB       551.1                  
        double               rate_F_F_B2IS_S_B        549.09                 
        double               rate_F_F_B2IS_S_NB       310.79                 
        double               rate_F_F_NB2F_F_B        170.61                 
        double               rate_F_F_NB2F_S_B        252.79                 
        double               rate_F_F_NB2F_S_NB       361.58                 
        double               rate_F_F_NB2IS_F_B       209.77                 
        double               rate_F_F_NB2IS_F_NB      202.345                
        double               rate_F_F_NB2IS_S_B       361.87                 
        double               rate_F_F_NB2IS_S_NB      273.315                
        double               rate_F_S_B2F_F_B         1080.0                 
        double               rate_F_S_B2F_F_NB        604.64                 
        double               rate_F_S_B2F_S_NB        465.98                 
        double               rate_F_S_B2IS_F_B        0.0                    
        double               rate_F_S_B2IS_F_NB       439.22                 
        double               rate_F_S_B2IS_S_B        940.01                 
        double               rate_F_S_B2IS_S_NB       438.63                 
        double               rate_F_S_NB2F_F_B        568.63                 
        double               rate_F_S_NB2F_F_NB       223.71                 
        double               rate_F_S_NB2F_S_B        355.8                  
        double               rate_F_S_NB2IS_F_B       0.0                    
        double               rate_F_S_NB2IS_F_NB      264.45                 
        double               rate_F_S_NB2IS_S_B       219.02                 
        double               rate_F_S_NB2IS_S_NB      228.71                 
        double               rate_IS_F_B2F_F_B        986.54                 
        double               rate_IS_F_B2F_F_NB       822.71                 
        double               rate_IS_F_B2F_S_B        728.83                 
        double               rate_IS_F_B2F_S_NB       430.43                 
        double               rate_IS_F_B2IS_F_NB      1680.0                 
        double               rate_IS_F_B2IS_S_B       1164.71                
        double               rate_IS_F_B2IS_S_NB      0.0                    
        double               rate_IS_F_NB2F_F_B       963.55                 
        double               rate_IS_F_NB2F_F_NB      948.25                 
        double               rate_IS_F_NB2F_S_B       560.88                 
        double               rate_IS_F_NB2F_S_NB      918.64                 
        double               rate_IS_F_NB2IS_F_B      1800.0                 
        double               rate_IS_F_NB2IS_S_B      936.29                 
        double               rate_IS_F_NB2IS_S_NB     1109.88                
        double               rate_IS_S_B2F_F_B        0.0                    
        double               rate_IS_S_B2F_F_NB       573.8                  
        double               rate_IS_S_B2F_S_B        848.17                 
        double               rate_IS_S_B2F_S_NB       511.62                 
        double               rate_IS_S_B2IS_F_B       0.0                    
        double               rate_IS_S_B2IS_F_NB      743.98                 
        double               rate_IS_S_B2IS_S_NB      645.875                
        double               rate_IS_S_NB2F_F_B       0.0                    
        double               rate_IS_S_NB2F_F_NB      207.38                 
        double               rate_IS_S_NB2F_S_B       328.93                 
        double               rate_IS_S_NB2F_S_NB      324.69                 
        double               rate_IS_S_NB2IS_F_B      0.0                    
        double               rate_IS_S_NB2IS_F_NB     678.65                 
        double               rate_IS_S_NB2IS_S_B      601.59                 


_________________________________Mean Results_________________________________
Name                  Time               Mean                     Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Variance Results_______________________________
Name                  Time               Variance                 Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Interval Results_______________________________


_____________________________Distribution Results_____________________________
TimeToSeriousAccident  0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)

_________________________________Experiment 5_________________________________
Start Time:                  Thu Sep 15 05:54:42 BST 2022
Finish Time:                 Thu Sep 15 05:54:52 BST 2022
Elapsed Running Time:        10.795
Total CPU Time:              9.988
Batches Completed:           100
Experiment Name:             Experiment 12
Global Variable Settings:    
        double               F_F_B_O_prob             0.0                    
        double               F_S_B_O_prob             1.0E-6                 
        double               HDLateAcc_FFB_prob       1.0E-6                 
        double               HDLateAcc_FSB_prob       1.0E-6                 
        double               HDLateAcc_ISFB_prob      1.0E-6                 
        double               HDLateAcc_ISSB_prob      1.0E-6                 
        double               IS_F_B_O_prob            0.0                    
        double               IS_S_B_O_prob            0.0                    
        double               MisHazFailFFB_prob       0.0                    
        double               MisHazFailFSB_prob       0.0                    
        double               MisHazFailISFB_prob      0.0                    
        double               MisHazFailISSB_prob      0.0                    
        double               OH2OKRate_FFB            4500.0                 
        double               OH2OKRate_FSB            2250.0                 
        double               OH2OKRate_ISFB           2250.0                 
        double               OH2OKRate_ISSB           1225.0                 
        double               SafMonFailFSB_prob       0.0                    
        double               SafMonFailISFB_prob      0.0                    
        double               SafMonFailISSB_prob      0.0                    
        double               SafMonFail_FFB_prob      0.0                    
        double               rate_F_F_B2F_F_NB        609.87                 
        double               rate_F_F_B2F_S_B         676.71                 
        double               rate_F_F_B2F_S_NB        319.02                 
        double               rate_F_F_B2IS_F_B        616.29                 
        double               rate_F_F_B2IS_F_NB       551.1                  
        double               rate_F_F_B2IS_S_B        549.09                 
        double               rate_F_F_B2IS_S_NB       310.79                 
        double               rate_F_F_NB2F_F_B        170.61                 
        double               rate_F_F_NB2F_S_B        252.79                 
        double               rate_F_F_NB2F_S_NB       361.58                 
        double               rate_F_F_NB2IS_F_B       209.77                 
        double               rate_F_F_NB2IS_F_NB      202.345                
        double               rate_F_F_NB2IS_S_B       361.87                 
        double               rate_F_F_NB2IS_S_NB      273.315                
        double               rate_F_S_B2F_F_B         1080.0                 
        double               rate_F_S_B2F_F_NB        604.64                 
        double               rate_F_S_B2F_S_NB        465.98                 
        double               rate_F_S_B2IS_F_B        0.0                    
        double               rate_F_S_B2IS_F_NB       439.22                 
        double               rate_F_S_B2IS_S_B        940.01                 
        double               rate_F_S_B2IS_S_NB       438.63                 
        double               rate_F_S_NB2F_F_B        568.63                 
        double               rate_F_S_NB2F_F_NB       223.71                 
        double               rate_F_S_NB2F_S_B        355.8                  
        double               rate_F_S_NB2IS_F_B       0.0                    
        double               rate_F_S_NB2IS_F_NB      264.45                 
        double               rate_F_S_NB2IS_S_B       219.02                 
        double               rate_F_S_NB2IS_S_NB      228.71                 
        double               rate_IS_F_B2F_F_B        986.54                 
        double               rate_IS_F_B2F_F_NB       822.71                 
        double               rate_IS_F_B2F_S_B        728.83                 
        double               rate_IS_F_B2F_S_NB       430.43                 
        double               rate_IS_F_B2IS_F_NB      1680.0                 
        double               rate_IS_F_B2IS_S_B       1164.71                
        double               rate_IS_F_B2IS_S_NB      0.0                    
        double               rate_IS_F_NB2F_F_B       963.55                 
        double               rate_IS_F_NB2F_F_NB      948.25                 
        double               rate_IS_F_NB2F_S_B       560.88                 
        double               rate_IS_F_NB2F_S_NB      918.64                 
        double               rate_IS_F_NB2IS_F_B      1800.0                 
        double               rate_IS_F_NB2IS_S_B      936.29                 
        double               rate_IS_F_NB2IS_S_NB     1109.88                
        double               rate_IS_S_B2F_F_B        0.0                    
        double               rate_IS_S_B2F_F_NB       573.8                  
        double               rate_IS_S_B2F_S_B        848.17                 
        double               rate_IS_S_B2F_S_NB       511.62                 
        double               rate_IS_S_B2IS_F_B       0.0                    
        double               rate_IS_S_B2IS_F_NB      743.98                 
        double               rate_IS_S_B2IS_S_NB      645.875                
        double               rate_IS_S_NB2F_F_B       0.0                    
        double               rate_IS_S_NB2F_F_NB      207.38                 
        double               rate_IS_S_NB2F_S_B       328.93                 
        double               rate_IS_S_NB2F_S_NB      324.69                 
        double               rate_IS_S_NB2IS_F_B      0.0                    
        double               rate_IS_S_NB2IS_F_NB     678.65                 
        double               rate_IS_S_NB2IS_S_B      601.59                 


_________________________________Mean Results_________________________________
Name                  Time               Mean                     Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Variance Results_______________________________
Name                  Time               Variance                 Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Interval Results_______________________________


_____________________________Distribution Results_____________________________
TimeToSeriousAccident  0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)

_________________________________Experiment 6_________________________________
Start Time:                  Thu Sep 15 05:54:53 BST 2022
Finish Time:                 Thu Sep 15 05:55:02 BST 2022
Elapsed Running Time:        9.774
Total CPU Time:              9.231
Batches Completed:           100
Experiment Name:             Experiment 13
Global Variable Settings:    
        double               F_F_B_O_prob             0.0                    
        double               F_S_B_O_prob             0.0                    
        double               HDLateAcc_FFB_prob       1.0E-6                 
        double               HDLateAcc_FSB_prob       1.0E-6                 
        double               HDLateAcc_ISFB_prob      1.0E-6                 
        double               HDLateAcc_ISSB_prob      1.0E-6                 
        double               IS_F_B_O_prob            1.0E-6                 
        double               IS_S_B_O_prob            0.0                    
        double               MisHazFailFFB_prob       0.0                    
        double               MisHazFailFSB_prob       0.0                    
        double               MisHazFailISFB_prob      0.0                    
        double               MisHazFailISSB_prob      0.0                    
        double               OH2OKRate_FFB            4500.0                 
        double               OH2OKRate_FSB            2250.0                 
        double               OH2OKRate_ISFB           2250.0                 
        double               OH2OKRate_ISSB           1225.0                 
        double               SafMonFailFSB_prob       0.0                    
        double               SafMonFailISFB_prob      0.0                    
        double               SafMonFailISSB_prob      0.0                    
        double               SafMonFail_FFB_prob      0.0                    
        double               rate_F_F_B2F_F_NB        609.87                 
        double               rate_F_F_B2F_S_B         676.71                 
        double               rate_F_F_B2F_S_NB        319.02                 
        double               rate_F_F_B2IS_F_B        616.29                 
        double               rate_F_F_B2IS_F_NB       551.1                  
        double               rate_F_F_B2IS_S_B        549.09                 
        double               rate_F_F_B2IS_S_NB       310.79                 
        double               rate_F_F_NB2F_F_B        170.61                 
        double               rate_F_F_NB2F_S_B        252.79                 
        double               rate_F_F_NB2F_S_NB       361.58                 
        double               rate_F_F_NB2IS_F_B       209.77                 
        double               rate_F_F_NB2IS_F_NB      202.345                
        double               rate_F_F_NB2IS_S_B       361.87                 
        double               rate_F_F_NB2IS_S_NB      273.315                
        double               rate_F_S_B2F_F_B         1080.0                 
        double               rate_F_S_B2F_F_NB        604.64                 
        double               rate_F_S_B2F_S_NB        465.98                 
        double               rate_F_S_B2IS_F_B        0.0                    
        double               rate_F_S_B2IS_F_NB       439.22                 
        double               rate_F_S_B2IS_S_B        940.01                 
        double               rate_F_S_B2IS_S_NB       438.63                 
        double               rate_F_S_NB2F_F_B        568.63                 
        double               rate_F_S_NB2F_F_NB       223.71                 
        double               rate_F_S_NB2F_S_B        355.8                  
        double               rate_F_S_NB2IS_F_B       0.0                    
        double               rate_F_S_NB2IS_F_NB      264.45                 
        double               rate_F_S_NB2IS_S_B       219.02                 
        double               rate_F_S_NB2IS_S_NB      228.71                 
        double               rate_IS_F_B2F_F_B        986.54                 
        double               rate_IS_F_B2F_F_NB       822.71                 
        double               rate_IS_F_B2F_S_B        728.83                 
        double               rate_IS_F_B2F_S_NB       430.43                 
        double               rate_IS_F_B2IS_F_NB      1680.0                 
        double               rate_IS_F_B2IS_S_B       1164.71                
        double               rate_IS_F_B2IS_S_NB      0.0                    
        double               rate_IS_F_NB2F_F_B       963.55                 
        double               rate_IS_F_NB2F_F_NB      948.25                 
        double               rate_IS_F_NB2F_S_B       560.88                 
        double               rate_IS_F_NB2F_S_NB      918.64                 
        double               rate_IS_F_NB2IS_F_B      1800.0                 
        double               rate_IS_F_NB2IS_S_B      936.29                 
        double               rate_IS_F_NB2IS_S_NB     1109.88                
        double               rate_IS_S_B2F_F_B        0.0                    
        double               rate_IS_S_B2F_F_NB       573.8                  
        double               rate_IS_S_B2F_S_B        848.17                 
        double               rate_IS_S_B2F_S_NB       511.62                 
        double               rate_IS_S_B2IS_F_B       0.0                    
        double               rate_IS_S_B2IS_F_NB      743.98                 
        double               rate_IS_S_B2IS_S_NB      645.875                
        double               rate_IS_S_NB2F_F_B       0.0                    
        double               rate_IS_S_NB2F_F_NB      207.38                 
        double               rate_IS_S_NB2F_S_B       328.93                 
        double               rate_IS_S_NB2F_S_NB      324.69                 
        double               rate_IS_S_NB2IS_F_B      0.0                    
        double               rate_IS_S_NB2IS_F_NB     678.65                 
        double               rate_IS_S_NB2IS_S_B      601.59                 


_________________________________Mean Results_________________________________
Name                  Time               Mean                     Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Variance Results_______________________________
Name                  Time               Variance                 Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Interval Results_______________________________


_____________________________Distribution Results_____________________________
TimeToSeriousAccident  0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)

_________________________________Experiment 7_________________________________
Start Time:                  Thu Sep 15 05:55:02 BST 2022
Finish Time:                 Thu Sep 15 05:55:12 BST 2022
Elapsed Running Time:        9.916
Total CPU Time:              9.309
Batches Completed:           100
Experiment Name:             Experiment 14
Global Variable Settings:    
        double               F_F_B_O_prob             0.0                    
        double               F_S_B_O_prob             0.0                    
        double               HDLateAcc_FFB_prob       1.0E-6                 
        double               HDLateAcc_FSB_prob       1.0E-6                 
        double               HDLateAcc_ISFB_prob      1.0E-6                 
        double               HDLateAcc_ISSB_prob      1.0E-6                 
        double               IS_F_B_O_prob            0.0                    
        double               IS_S_B_O_prob            1.0E-6                 
        double               MisHazFailFFB_prob       0.0                    
        double               MisHazFailFSB_prob       0.0                    
        double               MisHazFailISFB_prob      0.0                    
        double               MisHazFailISSB_prob      0.0                    
        double               OH2OKRate_FFB            4500.0                 
        double               OH2OKRate_FSB            2250.0                 
        double               OH2OKRate_ISFB           2250.0                 
        double               OH2OKRate_ISSB           1225.0                 
        double               SafMonFailFSB_prob       0.0                    
        double               SafMonFailISFB_prob      0.0                    
        double               SafMonFailISSB_prob      0.0                    
        double               SafMonFail_FFB_prob      0.0                    
        double               rate_F_F_B2F_F_NB        609.87                 
        double               rate_F_F_B2F_S_B         676.71                 
        double               rate_F_F_B2F_S_NB        319.02                 
        double               rate_F_F_B2IS_F_B        616.29                 
        double               rate_F_F_B2IS_F_NB       551.1                  
        double               rate_F_F_B2IS_S_B        549.09                 
        double               rate_F_F_B2IS_S_NB       310.79                 
        double               rate_F_F_NB2F_F_B        170.61                 
        double               rate_F_F_NB2F_S_B        252.79                 
        double               rate_F_F_NB2F_S_NB       361.58                 
        double               rate_F_F_NB2IS_F_B       209.77                 
        double               rate_F_F_NB2IS_F_NB      202.345                
        double               rate_F_F_NB2IS_S_B       361.87                 
        double               rate_F_F_NB2IS_S_NB      273.315                
        double               rate_F_S_B2F_F_B         1080.0                 
        double               rate_F_S_B2F_F_NB        604.64                 
        double               rate_F_S_B2F_S_NB        465.98                 
        double               rate_F_S_B2IS_F_B        0.0                    
        double               rate_F_S_B2IS_F_NB       439.22                 
        double               rate_F_S_B2IS_S_B        940.01                 
        double               rate_F_S_B2IS_S_NB       438.63                 
        double               rate_F_S_NB2F_F_B        568.63                 
        double               rate_F_S_NB2F_F_NB       223.71                 
        double               rate_F_S_NB2F_S_B        355.8                  
        double               rate_F_S_NB2IS_F_B       0.0                    
        double               rate_F_S_NB2IS_F_NB      264.45                 
        double               rate_F_S_NB2IS_S_B       219.02                 
        double               rate_F_S_NB2IS_S_NB      228.71                 
        double               rate_IS_F_B2F_F_B        986.54                 
        double               rate_IS_F_B2F_F_NB       822.71                 
        double               rate_IS_F_B2F_S_B        728.83                 
        double               rate_IS_F_B2F_S_NB       430.43                 
        double               rate_IS_F_B2IS_F_NB      1680.0                 
        double               rate_IS_F_B2IS_S_B       1164.71                
        double               rate_IS_F_B2IS_S_NB      0.0                    
        double               rate_IS_F_NB2F_F_B       963.55                 
        double               rate_IS_F_NB2F_F_NB      948.25                 
        double               rate_IS_F_NB2F_S_B       560.88                 
        double               rate_IS_F_NB2F_S_NB      918.64                 
        double               rate_IS_F_NB2IS_F_B      1800.0                 
        double               rate_IS_F_NB2IS_S_B      936.29                 
        double               rate_IS_F_NB2IS_S_NB     1109.88                
        double               rate_IS_S_B2F_F_B        0.0                    
        double               rate_IS_S_B2F_F_NB       573.8                  
        double               rate_IS_S_B2F_S_B        848.17                 
        double               rate_IS_S_B2F_S_NB       511.62                 
        double               rate_IS_S_B2IS_F_B       0.0                    
        double               rate_IS_S_B2IS_F_NB      743.98                 
        double               rate_IS_S_B2IS_S_NB      645.875                
        double               rate_IS_S_NB2F_F_B       0.0                    
        double               rate_IS_S_NB2F_F_NB      207.38                 
        double               rate_IS_S_NB2F_S_B       328.93                 
        double               rate_IS_S_NB2F_S_NB      324.69                 
        double               rate_IS_S_NB2IS_F_B      0.0                    
        double               rate_IS_S_NB2IS_F_NB     678.65                 
        double               rate_IS_S_NB2IS_S_B      601.59                 


_________________________________Mean Results_________________________________
Name                  Time               Mean                     Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Variance Results_______________________________
Name                  Time               Variance                 Confidence Interval
TimeToSeriousAccident  0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToSeriousAccident  10.0              0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   0.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   1.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   2.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   3.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   4.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   5.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   6.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   7.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   8.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.0               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   9.5               0.0000000000E00   +/-   0.0000000000E00 
TimeToMinorAccident   10.0              0.0000000000E00   +/-   0.0000000000E00 


_______________________________Interval Results_______________________________


_____________________________Distribution Results_____________________________
TimeToSeriousAccident  0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToSeriousAccident  10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   0.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   1.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   2.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   3.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   4.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   5.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   6.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   7.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   8.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.0            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   9.5            
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
TimeToMinorAccident   10.0           
  f(                  X<  0.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X=  0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  f( 0.0000000000E00 <X<= 1.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 1.0000000000E-01<X<= 2.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 2.0000000000E-01<X<= 3.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 3.0000000000E-01<X<= 4.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 4.0000000000E-01<X<= 5.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 5.0000000000E-01<X<= 6.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 6.0000000000E-01<X<= 7.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 7.0000000000E-01<X<= 8.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 8.0000000000E-01<X<= 9.0000000000E-01)= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f( 9.0000000000E-01<X<= 1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  f(                  X>  1.0000000000E00 )= 0.00000000E00  [ 0.00000000E00 ,  4.61026524E-02] (0 samples)
  F(                  X<= 0.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 2.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 3.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 4.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 5.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 6.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 7.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 8.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 9.0000000000E-01)= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)
  F(                  X<= 1.0000000000E00 )= 1.00000000E00  [ 9.63845700E-01,  1.00000000E00 ] (100 samples)

<END_MOBIUS_RESULTS>
