>>>> C:\tyson\odefiles\WinPP\UCHSC\B5_General_bifurcation.ode 
Parameters:
|a|=-0.500000 |b|=0.500000 |c|=0.100000 
dX/dt= X*(1-X)*(1+X) - Y  
dY/dt= (X-A)*(B-Y) - C  
 All formulas are valid!!
 nvar=2 naux=0 nfix=0 nmark=0 NEQ=2 NODE=2 
Used 5 constants and 76 symbols 
H8:10 14; NRM:14 16; SML:7 14 
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 LOCBIF starts ... 
 Initializing ...
 2 1 3 1 | 2 3 0 
 X a
 | The first point | 
 pt=0 x=-0.378698  p1=-0.5  bv=0 
| Npt =     2 | 
 pt=0 x=-0.278698  p1=-0.5  bv=0 
| Double eigenvalue | 
 pt=331 x=-0.0344064  p1=-0.5  bv=0 
| Npt =     4 | 
 pt=0 x=-0.023105  p1=-0.5  bv=0 
| Maximum of parameter  c      is   .250000E+00 | 
 pt=401 x=-2.38311e-011  p1=-0.5  bv=3 
| Zero eigenvalue :  a=  .894422E+00 | 
 pt=311 x=3.24834e-006  p1=-0.5  bv=0.894422 
| Neutral saddle | 
 pt=325 x=0.274284  p1=-0.5  bv=0 
| Npt =     8 | 
 pt=0 x=0.278005  p1=-0.5  bv=0 
| Npt =     9 | 
 pt=0 x=0.503851  p1=-0.5  bv=0 
| Zero eigenvalue :  a= -.217483E+01 | 
 pt=311 x=0.544006  p1=-0.5  bv=-2.17483 
| Minimum (?) of parameter  c      is   .122137E+00      | 
 pt=412 x=0.544044  p1=-0.5  bv=3 
| Npt =    12 | 
 pt=0 x=0.664972  p1=-0.5  bv=0 
| Double eigenvalue | 
 pt=331 x=0.694011  p1=-0.5  bv=0 
| Npt =    14 | 
 pt=0 x=0.73699  p1=-0.5  bv=0 
| Npt =    15 | 
 pt=0 x=0.855778  p1=-0.5  bv=0 
| Npt =    16 | 
 pt=0 x=0.981948  p1=-0.5  bv=0 
| Npt =    17 | 
 pt=0 x=1.18562  p1=-0.5  bv=0 
| Npt =    18 | 
 pt=0 x=1.31562  p1=-0.5  bv=0 
| Double eigenvalue | 
 pt=331 x=1.32746  p1=-0.5  bv=0 
| Npt =    20 | 
 pt=0 x=1.41329  p1=-0.5  bv=0 
| Npt =    21 | 
 pt=0 x=1.493  p1=-0.5  bv=0 
| Npt =    22 | 
 pt=0 x=1.56105  p1=-0.5  bv=0 
| Npt =    23 | 
 pt=0 x=1.62083  p1=-0.5  bv=0 
| Npt =    24 | 
 pt=0 x=1.67439  p1=-0.5  bv=0 
| Npt =    25 | 
 pt=0 x=1.72306  p1=-0.5  bv=0 
| Npt =    26 | 
 pt=0 x=1.7678  p1=-0.5  bv=0 
! Computations terminated                                 
 LOCBIF ends ... 
 LOCBIF starts ... 
 Initializing ...
 2 1 3 -1 | 2 3 0 
 X a
 | The first point | 
 pt=0 x=-0.378698  p1=-0.5  bv=0 
| Npt =     2 | 
 pt=0 x=-0.478698  p1=-0.5  bv=0 
| Hopf : L1= -.525028E+00 | 
 pt=321 x=-0.607611  p1=-0.5  bv=-0.525028 
| Npt =     4 | 
 pt=0 x=-0.703296  p1=-0.5  bv=0 
| Npt =     5 | 
 pt=0 x=-0.860545  p1=-0.5  bv=0 
| Double eigenvalue | 
 pt=331 x=-0.875955  p1=-0.5  bv=1.47913 
| Minimum (?) of parameter  c      is  -.269354E+00      | 
 pt=412 x=-0.919044  p1=-0.5  bv=3 
| Zero eigenvalue :  a=  .147913E+01 | 
 pt=311 x=-0.919103  p1=-0.5  bv=1.47913 
| Npt =     9 | 
 pt=0 x=-0.952859  p1=-0.5  bv=0 
| Npt =    10 | 
 pt=0 x=-1.04774  p1=-0.5  bv=0 
| Npt =    11 | 
 pt=0 x=-1.16616  p1=-0.5  bv=0 
| Npt =    12 | 
 pt=0 x=-1.33601  p1=-0.5  bv=0 
| Npt =    13 | 
 pt=0 x=-1.52952  p1=-0.5  bv=0 
| Npt =    14 | 
 pt=0 x=-1.64053  p1=-0.5  bv=0 
| Npt =    15 | 
 pt=0 x=-1.72754  p1=-0.5  bv=0 
| Npt =    16 | 
 pt=0 x=-1.80019  p1=-0.5  bv=0 
| Npt =    17 | 
 pt=0 x=-1.86311  p1=-0.5  bv=0 
| Npt =    18 | 
 pt=0 x=-1.91895  p1=-0.5  bv=0 
| Npt =    19 | 
 pt=0 x=-1.96935  p1=-0.5  bv=0 
| Npt =    20 | 
 pt=0 x=-2.01544  p1=-0.5  bv=0 
| Npt =    21 | 
 pt=0 x=-2.05798  p1=-0.5  bv=0 
! Computations terminated                                 
 LOCBIF ends ... 
 LOCBIF starts ... 
 Initializing ...
 2 3 3 1 | 2 3 0 
 X a
 ! Incorrect number of active parameters                   
 LOCBIF ends ... 
 LOCBIF starts ... 
 Initializing ...
 2 4 3 1 | 2 3 0 
 X a
 | The first point | 
 pt=0 x=-0.607611  p1=-0.5  bv=0 
| Npt =     2 | 
 pt=0 x=-0.507611  p1=-0.5  bv=0 
| Npt =     3 | 
 pt=0 x=-0.317611  p1=-0.5  bv=0 
| Npt =     4 | 
 pt=0 x=-0.0759623  p1=-0.5  bv=0 
| Double multiplier | 
 pt=341 x=-0.034377  p1=-0.5  bv=0.894403 
| Maximum of parameter  c      is   .250000E+00 | 
 pt=401 x=-9.91624e-009  p1=-0.5  bv=3 
| Multiplier = 1 :  a=  .894403E+00 | 
 pt=311 x=8.34816e-006  p1=-0.5  bv=0.894403 
| Npt =     8 | 
 pt=0 x=0.211189  p1=-0.5  bv=0 
| Hopf | 
 pt=321 x=0.274306  p1=-0.5  bv=0 
| Npt =    10 | 
 pt=0 x=0.419836  p1=-0.5  bv=0 
| Npt =    11 | 
 pt=0 x=0.52416  p1=-0.5  bv=0 
| Multiplier = 1 :  a= -.217507E+01 | 
 pt=311 x=0.544036  p1=-0.5  bv=-2.17507 
| Minimum (?) of parameter  c      is   .122137E+00      | 
 pt=412 x=0.544044  p1=-0.5  bv=3 
| Npt =    14 | 
 pt=0 x=0.628484  p1=-0.5  bv=0 
| Double multiplier | 
 pt=341 x=0.694086  p1=-0.5  bv=0 
| Npt =    16 | 
 pt=0 x=0.697263  p1=-0.5  bv=0 
| Npt =    17 | 
 pt=0 x=0.785435  p1=-0.5  bv=0 
| Npt =    18 | 
 pt=0 x=0.887948  p1=-0.5  bv=0 
| Npt =    19 | 
 pt=0 x=1.03859  p1=-0.5  bv=0 
| Npt =    20 | 
 pt=0 x=1.22143  p1=-0.5  bv=0 
| Double multiplier | 
 pt=341 x=1.32762  p1=-0.5  bv=0 
| Npt =    22 | 
 pt=0 x=1.34138  p1=-0.5  bv=0 
| Npt =    23 | 
 pt=0 x=1.43386  p1=-0.5  bv=0 
| Npt =    24 | 
 pt=0 x=1.51034  p1=-0.5  bv=0 
| Npt =    25 | 
 pt=0 x=1.57615  p1=-0.5  bv=0 
| Npt =    26 | 
 pt=0 x=1.63427  p1=-0.5  bv=0 
| Npt =    27 | 
 pt=0 x=1.68654  p1=-0.5  bv=0 
| Npt =    28 | 
 pt=0 x=1.7342  p1=-0.5  bv=0 
| Npt =    29 | 
 pt=0 x=1.77809  p1=-0.5  bv=0 
! Computations terminated                                 
 LOCBIF ends ... 
 LOCBIF starts ... 
 Initializing ...
 2 1 4 1 | 2 3 0 
 X a
 | The first point | 
 pt=0 x=-9.91624e-009  p1=-0.5  bv=0.894427 
| Npt =     2 | 
 pt=0 x=0.0518954  p1=-0.4  bv=0.846612 
| Npt =     3 | 
 pt=0 x=0.233733  p1=-0.1  bv=0.672281 
| Npt =     4 | 
 pt=0 x=0.414925  p1=0.0912637  bv=0.124345 
| Cusp | 
 pt=321 x=0.432466  p1=0.0943245  bv=-0.228111 
| Maximum of parameter  a      is   .943247E-01 | 
 pt=401 x=0.432471  p1=0.0943247  bv=1 
| Minimum of parameter  c      is   .501859E-01 | 
 pt=402 x=0.432709  p1=0.0943243  bv=3 
| Neutrality : a= -.228111E+00 | 
 pt=311 x=0.457595  p1=0.0858503  bv=-0.228111 
| Npt =     9 | 
 pt=0 x=0.472153  p1=0.070288  bv=-0.398029 
| Npt =    10 | 
 pt=0 x=0.483021  p1=0.0508827  bv=-0.549278 
| Npt =    11 | 
 pt=0 x=0.493944  p1=0.0217748  bv=-0.728264 
| Npt =    12 | 
 pt=0 x=0.50787  p1=-0.0364409  bv=-1.00788 
| Npt =    13 | 
 pt=0 x=0.528867  p1=-0.211088  bv=-1.5877 
| Npt =    14 | 
 pt=0 x=0.550613  p1=-0.73503  bv=-2.47634 
| Npt =    15 | 
 pt=0 x=0.562656  p1=-1.73503  bv=-3.04767 
| Npt =    16 | 
 pt=0 x=0.567183  p1=-2.73503  bv=-3.23286 
| Npt =    17 | 
 pt=0 x=0.569572  p1=-3.73503  bv=-3.3143 
| Npt =    18 | 
 pt=0 x=0.57105  p1=-4.73503  bv=-3.35741 
| Npt =    19 | 
 pt=0 x=0.572056  p1=-5.73503  bv=-3.38314 
| Npt =    20 | 
 pt=0 x=0.572784  p1=-6.73503  bv=-3.39986 
| Npt =    21 | 
 pt=0 x=0.573336  p1=-7.73503  bv=-3.4114 
| Npt =    22 | 
 pt=0 x=0.573769  p1=-8.73503  bv=-3.41976 
| Npt =    23 | 
 pt=0 x=0.574118  p1=-9.73503  bv=-3.42603 
! Computations terminated                                 
 LOCBIF ends ... 
 LOCBIF starts ... 
 Initializing ...
 2 1 4 -1 | 2 3 0 
 X a
 ! Incorrect number of active parameters                   
 LOCBIF ends ... 
 LOCBIF starts ... 
 Initializing ...
 2 1 4 -1 | 2 3 0 
 X a
 | The first point | 
 pt=0 x=1.14293e-010  p1=-0.5  bv=0.894427 
| Npt =     2 | 
 pt=0 x=-0.0481377  p1=-0.6  bv=0.945768 
| Npt =     3 | 
 pt=0 x=-0.170631  p1=-0.9  bv=1.13371 
| Neutrality : a=  .126530E+01 | 
 pt=311 x=-0.226807  p1=-1.07245  bv=1.2653 
| Npt =     5 | 
 pt=0 x=-0.365442  p1=-1.72797  bv=1.82229 
| Npt =     6 | 
 pt=0 x=-0.455069  p1=-2.72797  bv=2.45248 
| Npt =     7 | 
 pt=0 x=-0.493299  p1=-3.72797  bv=2.78429 
| Npt =     8 | 
 pt=0 x=-0.513689  p1=-4.72797  bv=2.96628 
| Npt =     9 | 
 pt=0 x=-0.526222  p1=-5.72797  bv=3.07632 
| Npt =    10 | 
 pt=0 x=-0.53467  p1=-6.72797  bv=3.14856 
| Npt =    11 | 
 pt=0 x=-0.540739  p1=-7.72797  bv=3.19908 
| Npt =    12 | 
 pt=0 x=-0.545304  p1=-8.72797  bv=3.23615 
| Npt =    13 | 
 pt=0 x=-0.548862  p1=-9.72797  bv=3.2644 
! Computations terminated                                 
 LOCBIF ends ...