Single cell model with variable ion concentrations and Na+/K+ ATPase (Krishnan et al. 2015)

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Accession:169023
This is a single cell model with variable intra and extra cellular ion concentrations for Na+, K+ and Cl- ions. This model also incorporates both the electrogenic and ionic concentration effects of the Na+/K+ pump. The program in this archive will run under CONTENT software to generate various bifurcation plots.
Reference:
1 . Krishnan GP, Filatov G, Shilnikov A, Bazhenov M (2015) Electrogenic properties of the Na?/K? ATPase control transitions between normal and pathological brain states. J Neurophysiol 113:3356-74 [PubMed]
Model Information (Click on a link to find other models with that property)
Model Type: Neuron or other electrically excitable cell;
Brain Region(s)/Organism:
Cell Type(s): Neocortex L5/6 pyramidal GLU cell;
Channel(s):
Gap Junctions:
Receptor(s):
Gene(s):
Transmitter(s):
Simulation Environment: CONTENT;
Model Concept(s): Action Potentials;
Implementer(s): Bazhenov, Maxim [Bazhenov at Salk.edu];
Search NeuronDB for information about:  Neocortex L5/6 pyramidal GLU cell;
/
KrishnanEtAl2015
readme.txt
NaKpump_model.es
                            
Exported 1.3 Jan 5, 2015 12:30 PM
Class:  OdeGen 111
System: Dnv3_e001_14D_Ko9_Nai20_Cl10_Ipc05 (imported Apr 17, 2013 11:09 AM) (imported 
&= Phase
VD,miKv,miNa,hiNa,miNapS,miNaD,hiNaD,miHVA,hiHVA,miKm,miKCa,mih,cai,miNapD
&
&= Par
epsilon,caip,Ko,Nai,Cli,Ipumpc
&
&= Time
t
&
&= Rhs
double istim;

double e0,Ki,Nao,Koalpha,Naialpha,Imaxs,Imaxd;

double eKs, eKd,eNas,eNad,eHs,eHd,eLKs,eLKd;

double Ap, IKpumps,INapumps,IKpumpd,INapumpd;

double GKv,aiKv,biKv,tauKvm,infKvm,iKv;

double GNa,iNa,amiNa,bmiNa,taum,minfnew,ahiNa,bhiNa,tauh,hinfnew;

double GNaD,iNaD,amiNaD,bmiNaD,taumD,minfnewD,ahiNaD,bhiNaD,tauhD,hinfnewD;

double GNapS,iNapS,minfiNapS;

double GNaK,gNaK,iNaK;

double GHVA,iHVA,amiHVA,bmiHVA,tauHVAm,infHVAm,ahiHVA,bhiHVA,tauHVAh,infHVAh,ECa;

double GKm,iKm,amiKm,bmiKm,tauKmm,infKmm;

double GKCa,iKCa,minfiKCa,taumiKCa,DCa,TauCa;

double Gh,hinf,ih;

double GNapD,iNapD,minfiNapD;

double iDendrite,g1SOMA, g2SOMA;

double ggkl,ggNal,GlD,Gkl,GNal;

double kappa,SSoma,SDend, A,Cm,VSOMA;

double ab;





istim=0;

//  Assign values for constants

e0=26.6393;

Ki=130.0;

Nao=130.0;

Koalpha=2.5;

Naialpha=20.0;

kappa=10000;

SSoma=0.000001;

SDend=0.000165;

A=0;

Cm=0.75;



// / Declare conductance

GKv= 200.0;

GNa= 3300.0;

ggkl=0.042;

ggNal=0.0198;

GNapS=3.5;

GNaK=1.5;



GlD=0.01; 

//0.0085;

Gkl=0.044;

GNal=0.02;

GNaD=1.1;

GHVA=0.0165;

GKCa=2.5;

GKm=0.01;

Gh=0.1;

GNapD=3.5;

DCa=0.85;

TauCa=300;





//  Reversal Potentials 

eKs=e0*log(Ko/Ki);

eKd=e0*log(Ko/Ki);

eNas=e0*log(Nao/Nai);

eNad=e0*log(Nao/Nai);

eHs=e0*log((Ko+0.2*Nao)/(Ki+0.2*Nai));

eHd=e0*log((Ko+0.2*Nao)/(Ki+0.2*Nai));

eLKs=e0*log(Cli/130.0);

eLKd=e0*log(Cli/130.0);



//  Compute for pump

Imaxs=20.0;

Imaxd=20.0;

Ap=(1/((1+(Koalpha/Ko))*(1+(Koalpha/Ko))))*(1/((1+(Naialpha/Nai))*(1+(Naialpha/Nai))*(1+(Naialpha/Nai))));

IKpumps=-2*Imaxs*Ap;

INapumps=3*Imaxs*Ap;

IKpumpd=-2*Imaxd*Ap;

INapumpd=3*Imaxd*Ap;



//  NaK

gNaK=GNaK*0.37/(1+((38.7*2/Nai)*(38.7*2/Nai)*(38.7*2/Nai)*sqrt((38.7*2/Nai))));



g1SOMA=ggkl+ggNal+(2.9529*GNa*miNa*miNa*miNa*hiNa) +(2.9529*GKv*miKv)+(GNapS*miNapS) + gNaK;

g2SOMA=(ggkl*eKs)+ggNal*eNas+(2.9529*GNa*miNa*miNa*miNa*hiNa*eNas)+(2.9529*GKv*miKv*eKs) + (gNaK*eKs)+(GNapS*miNapS*eNas)-Ipumpc*INapumps -Ipumpc*IKpumps;

VSOMA = (VD + (kappa*SSoma * g2SOMA))/(1+kappa*SSoma*g1SOMA);



//  ************** SOMA Currents ************ 

//  IKv

aiKv=0.02*(VSOMA-25)/(1-exp(-(VSOMA-25)/9));

biKv=-0.002*(VSOMA-25)/(1-exp((VSOMA-25)/9));

tauKvm=1/((aiKv+biKv)*2.9529);

infKvm=aiKv/(aiKv+biKv);





amiNa=0.182*(VSOMA-10+35)/(1-exp(-1*(VSOMA-10+35)/9)); 

bmiNa=0.124*(-VSOMA+10-35)/(1-exp(-1*(-VSOMA+10-35)/9));

taum=(1/(amiNa+bmiNa))/2.9529;

minfnew=amiNa/(amiNa+bmiNa);  





ahiNa=0.024*(VSOMA-10+50)/(1-exp(-1*(VSOMA-10+50)/5));

bhiNa=(0.0091*(-VSOMA+10-75))/(1-exp(-1*(-VSOMA+10-75)/5));

tauh=(1/(ahiNa+bhiNa))/2.9529;

hinfnew=1/(1+exp((VSOMA-10+65)/6.2));



// // Nap

minfiNapS = 0.02/(1 + exp(-(VSOMA+42)/5));



// ************** Dendritic Currents ************ //

// INa

amiNaD=0.182*(VD-10+35)/(1-exp(-(VD-10+35)/9));

bmiNaD=0.124*(-VD+10-35)/(1-exp(-(-VD+10-35)/9));

taumD=(1/(amiNaD+bmiNaD))/2.9529;

minfnewD=amiNaD/(amiNaD+bmiNaD);



ahiNaD=0.024*(VD-10+50)/(1-exp(-(VD-10+50)/5));

bhiNaD=0.0091*(-VD+10-75)/(1-exp(-(-VD+10-75)/5));

tauhD=(1/(ahiNaD+bhiNaD))/2.9529;

hinfnewD=1/(1+exp((VD-10+65)/6.2));

iNaD=2.9529*GNaD*miNaD*miNaD*miNaD*hiNaD*(VD - eNad);



// iHVA 

//amiHVA=0.055*(-27 - VD)/(exp((-27-VD)/3.8) - 1);

amiHVA=0.055*(-27 - VD)/(exp((-27-VD)/3.8) - 1); 



bmiHVA=0.94*exp((-75-VD)/17);

tauHVAm=1/((amiHVA+bmiHVA)*2.9529);

infHVAm=amiHVA/(amiHVA+bmiHVA);



ahiHVA=0.000457*exp((-13-VD)/50);

bhiHVA=0.0065/(exp((-VD-15)/28)+1);

tauHVAh = 1/((ahiHVA+bhiHVA)*2.9529);

infHVAh = ahiHVA/(ahiHVA+bhiHVA);

ECa=140;

iHVA = 2.9529* GHVA * miHVA*miHVA*hiHVA * (VD - ECa);



//iKm 

amiKm = 0.001 * (VD + 30) / (1 - exp(-(VD + 30)/9));

bmiKm = -0.001 * (VD + 30) / (1 - exp((VD + 30)/9));

tauKmm = 1/((amiKm+bmiKm)*2.9529);

infKmm = amiKm/(amiKm+bmiKm);

iKm = 2.9529 * GKm * miKm * (VD - eKd);



//iKCa 

 

ab=48.0/0.03;

minfiKCa = (ab*cai*cai)/((ab*cai*cai + 1));

taumiKCa = 0.01*(1/(0.03*(48*cai*cai/0.03 + 1)))/4.6555;

iKCa = GKCa*miKCa*miKCa*(VD - eKd);



//ih

hinf =1/(1 + exp((VD + 82)/7));

ih = Gh*mih*(VD - eHd);



//iNapD

minfiNapD = 0.02/(1 + exp(-(VD+42)/5));

iNapD = GNapD * miNapD * (VD - eNad);



//VSOMA, VD

iDendrite=-GlD*(VD-eLKd) -Gkl*(VD-eKd) -GNal*(VD-eNad)-Ipumpc*INapumpd-Ipumpc*IKpumpd+istim-iNaD-iHVA-iKCa-ih-iKm-iNapD;







// // ************** Diff Eqns ************ //

VD'=(1/Cm)*(iDendrite+(VSOMA-VD)/(kappa*SDend));

miKv'= -(miKv-infKvm)/tauKvm; 

miNa'= -(miNa-minfnew)/taum;

hiNa'=  -(hiNa-hinfnew)/tauh;

miNapS'= -(miNapS - minfiNapS)/0.1992;

miNaD'= -(miNaD - minfnewD)/taumD;

hiNaD'= -(hiNaD - hinfnewD)/tauhD;

miHVA'= -(miHVA-infHVAm)/tauHVAm;

hiHVA' = -(hiHVA-infHVAh)/tauHVAh;

miKm' = -(miKm-infKmm)/tauKmm;

miKCa' = -(1/taumiKCa)*(miKCa - minfiKCa);

mih' = -(mih - hinf)/38;

cai' = (-0.000051819*iHVA/DCa + (0.00024-cai-caip)/TauCa)*epsilon;

miNapD'= -(miNapD - minfiNapD)/0.1992;
&
&u Udfunc
1
  AvC 0
 1
  AvC 0
int i,N;



double AvC,T1,T2,XI1,XI2;



N=SeekPoint(-1);



for (i=0,AvC=0;i<N-1;i++)



{SeekPoint(i);



T1=t;



XI1=VD;



SeekPoint(i+1);



T2=t;



XI2=VD;



AvC+=0.5*(XI2+XI1)*(T2-T1);



}



 *Value=AvC;



  return 0;


















& 0
&
&m Misc
 der5= 1 1 1 1 1 show=1 sm=0
&
&w Win
num=1 mask=63
 flag=136 title=2D graphic
  pos=(44,335)-(1097,590) scr=(1680,1050) col=(-1000,-1001)
  class=1 unique=5
   func=2 cur=1
   0
   0.03
   0
   cai
   cai
   1 0 1 1 1 1 
   -76.7946
   -6.44275
   0
   VD
   VD
   1 0 1 1 1 1 
   point=(-1000,2,-1) trace=(-1000,2,-1) path=(-1000,2,1)
   point=(0,2,-1) trace=(-1000,2,-1) path=(0,2,1)
   options=(-1000,2,-1,128,0)
   undo=9
     -100.862 2000 -80 -4.44366
     -100.862 0 -80 -4.44366
     -100.862 0 -80 0.1
     -100.862 0 0 0.1
     -0.355921 11.9334 -76.7946 -6.44275
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     -0.1 0.1 -76.7946 -6.44275
     0 0.1 -76.7946 -6.44275
&
&d diagrams
 outlevel=3
 D diagram
  u unt
   unt=20
  l untlst
   untcurves=2
  t defstagen
   defstagen=1,1
  U .unique
   unique=2: fe ef
  f .funpar
#include
    -$$$-   
"__o.h" /*00001*/
#define t (*(double**)((char*)_ptr+4)+0)[0]
#define VD (*(double**)((char*)_ptr+8)+0)[0]
#define miKv (*(double**)((char*)_ptr+8)+1)[0]
#define miNa (*(double**)((char*)_ptr+8)+2)[0]
#define hiNa (*(double**)((char*)_ptr+8)+3)[0]
#define miNapS (*(double**)((char*)_ptr+8)+4)[0]
#define miNaD (*(double**)((char*)_ptr+8)+5)[0]
#define hiNaD (*(double**)((char*)_ptr+8)+6)[0]
#define miHVA (*(double**)((char*)_ptr+8)+7)[0]
#define hiHVA (*(double**)((char*)_ptr+8)+8)[0]
#define miKm (*(double**)((char*)_ptr+8)+9)[0]
#define miKCa (*(double**)((char*)_ptr+8)+10)[0]
#define mih (*(double**)((char*)_ptr+8)+11)[0]
#define cai (*(double**)((char*)_ptr+8)+12)[0]
#define miNapD (*(double**)((char*)_ptr+8)+13)[0]
#define epsilon (*(double**)((char*)_ptr+12)+0)[0]
#define caip (*(double**)((char*)_ptr+12)+1)[0]
#define Ko (*(double**)((char*)_ptr+12)+2)[0]
#define Nai (*(double**)((char*)_ptr+12)+3)[0]
#define Cli (*(double**)((char*)_ptr+12)+4)[0]
#define Ipumpc (*(double**)((char*)_ptr+12)+5)[0]
#define AvC (*(char**)((char*)_ptr+16)+0)[0]

    -$$$-   

void 
    -###-   
 SetInitPoint_14_/*00001*/(struct ___o_Data * _ptr){
VD=-57.96;



miKv=0.001;



miNa=0.0369;



hiNa=0.626;



miNapS=0.000813;



miNaD=0.03625;



hiNaD=0.631;



miHVA=0.00141;



hiHVA=0.451;



miKm=0.0419;



miKCa=0.01549;



mih=0.031135;



cai=0.0030;



miNapD=0.000785;



epsilon=1;



caip=-0.0;



Ko=7.0;



Nai=20.0;



Cli=10.0;



Ipumpc=1.0;}

    -$$$-   

#undef t
#undef VD
#undef miKv
#undef miNa
#undef hiNa
#undef miNapS
#undef miNaD
#undef hiNaD
#undef miHVA
#undef hiHVA
#undef miKm
#undef miKCa
#undef mih
#undef cai
#undef miNapD
#undef epsilon
#undef caip
#undef Ko
#undef Nai
#undef Cli
#undef Ipumpc
#undef AvC

    -$$$-   


&   .funpar
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     0.191237409838216 0.000413135570678206 -0.0121567058351005 0.0189646627326357
   -6: 0.01 0.0297272904359632 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.4807197429484 0.0350085519720757 0.579365369609917 0.0086077237605627 0.0192786287129408
     0.526996119952688 0.0116746330477899 0.773430983468449 0.193939914603789 0.569526617766558
     0.191486836610395 0.000414315412025552 -0.0121665073676799 0.0189607345290885
   -6: 0.01 0.0297205782466845 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.5006901981467 0.0349811027310649 0.579167270549277 0.00861779848932969 0.0192776106627839
     0.526442969319767 0.01171185702095 0.772754042906721 0.194070367557562 0.568982525426859
     0.191735829416448 0.000415498617521094 -0.0121762900040425 0.0189567922541637
   -6: 0.01 0.0297137542613853 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.520660587974 0.0349536550168676 0.578969007128809 0.00862789198032972 0.0192765905148468
     0.525889755581448 0.0117491981474825 0.772075273375711 0.19420090563313 0.568438268277267
     0.191984389207809 0.000416685196726749 -0.0121860538011569 0.0189528358637696
   -6: 0.01 0.029706818483391 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.5406309122391 0.0349262088207109 0.578770579081345 0.00863800428550434 0.0192755682630748
     0.525336480094383 0.0117866567863429 0.771394672931314 0.194331528860003 0.567893847588582
     0.192232516928701 0.000417875159231504 -0.012195798815534 0.0189488653137241
   -6: 0.01 0.0296997709177618 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.5606011707514 0.0348987641337931 0.578571986138948 0.00864813545699325 0.0192745439013897
     0.524783144215807 0.0118242332975269 0.770712239655068 0.194462237267647 0.56734926463315
     0.192480213516216 0.000419068514651494 -0.0122055251032318 0.018944880559755
   -6: 0.01 0.0296926115713146 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.580571363321 0.0348713209472833 0.578373228032904 0.00865828554713521 0.0192735174236902
     0.524229749303526 0.0118619280420727 0.770027971654393 0.194593030885487 0.566804520684855
     0.192727479900412 0.000420265272630073 -0.0122152327198612 0.0189408815575002
   -6: 0.01 0.0296853404526442 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.6005414897587 0.0348438792523213 0.578174304493722 0.00866845460846904 0.0192724888238512
     0.523676296715902 0.0118997413820635 0.769341867062831 0.194723909742906 0.566259617019106
     0.192974317004395 0.000421465442837898 -0.0122249217205907 0.0189368682625075
   -6: 0.01 0.0296779575721454 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.6205115498756 0.0348164390400173 0.577975215251129 0.00867864269373461 0.0192714580957243
     0.523122787811839 0.0119376736806307 0.768653924040289 0.194854873869243 0.565714554912821
     0.193220725744402 0.000422669034973002 -0.0122345921601517 0.0189328406302355
   -6: 0.01 0.0296704629420338 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 3
   msg=Hopf: omega=2.78681, L1=0.0166002
   bif=29 0.997875438656523 0.00150103135599974 0.0602343863743891 -0.00187276873721558 0.000346383543301237
         0.0246076115921981 -0.000198438473013143 0.00222475527320617 2.02895379747803e-08 7.79652959424236e-06
         1.12778474025479e-07 -2.9538888070094e-09 -4.54499797542625e-09 0.000154148608677734 -0.00425067906895426
         -0.000364158379964479 0.0743086982800847 -3.85081401263448e-05 0.0003006973241887 -0.00872795545821349
         0.000585606449703904 -0.00854589339112738 2.17996914211529e-05 -0.000522487998360505 -1.89886082849452e-08
         5.69863914176072e-07 3.28572937523049e-11 -8.64338529212917e-05 7.76629932087333
   1
   -1: 0
   -14: -27.6348357366155 0.0347967574912217 0.577832309286048 0.00868596220227437 0.0192707174554996
     0.522725730164623 0.011964955424038 0.768159339435009 0.194948865025821 0.565323493085666
     0.193397207757673 0.000423534466706165 -0.0122415172215367 0.0189299428142886
   -6: 0.01 0.0296650183372359 7.5 20 10
     1
   -28: -17.3152146030076 -8.07161885839775 1.2550452208604e-06 1.2550452208604e-06 -5.11186580233283
     -5.02056775775743 -1.02639801732018 -1.02639801732018 -0.524937194338606 -0.524937194338606
     -0.057811461404286 2.64837072612017e-05 -0.00976515412089215 -0.0263131357330308 0
     0 2.78680808827471 -2.78680808827471 0 0
     0.261907587889551 -0.261907587889551 0.0906757129976895 -0.0906757129976895 0
     0 0 0
   -3: 0.0091465825729717 -0.000381528289246145 84.8798142797159
   -1: 1.79769313486232e+308
   -29: 27.6636703037889 -27.6348357366155 0.0347967574912217 0.577832309286048 0.00868596220227437
     0.0192707174554996 0.522725730164623 0.011964955424038 0.768159339435009 0.194948865025821
     0.565323493085666 0.193397207757673 0.000423534466706165 -0.0122415172215367 0.0189299428142886
     -27.6348357366155 0.0347967574912217 0.577832309286048 0.00868596220227437 0.0192707174554996
     0.522725730164623 0.011964955424038 0.768159339435009 0.194948865025821 0.565323493085666
     0.193397207757673 0.000423534466706165 -0.0122415172215367 0.0189299428142886
   p 0
   1
   -1: 0
   -14: -27.6404815434836 0.0347890003014524 0.577775960034067 0.00868884985587383 0.0192704252331369
     0.52256922395077 0.011975725301956 0.767964140773275 0.194985923293798 0.56516933564442
     0.193466707029893 0.000423876058760876 -0.0122442440928435 0.0189287986160533
   -6: 0.01 0.0296628565763674 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.6604514703953 0.0347615630276778 0.57757653857069 0.00869907614803164 0.019269390229893
     0.522015606492642 0.0120138966112745 0.767272515475145 0.195117058045827 0.564623960493812
     0.193712261763631 0.000425086523954545 -0.0122538775725384 0.0189247421752408
   -6: 0.01 0.0296551384910682 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.6804213304239 0.0347341272097151 0.577376950588364 0.00870932162355704 0.0192683530797723
     0.521461936797903 0.0120521879748773 0.766579046386343 0.195248278154544 0.564078430742379
     0.193957390841765 0.000426300440334646 -0.0122634926526864 0.0189206712629891
   -6: 0.01 0.0296473087039431 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.7003911233832 0.0347066928385559 0.577177195813655 0.00871958633600405 0.0192673137765306
     0.520908216227489 0.0120905997601138 0.765883731774643 0.195379583649121 0.56353274767297
     0.194202095153914 0.000427517817709512 -0.0122730893863202 0.0189165858344005
   -6: 0.01 0.029639367234705 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.7203608490877 0.0346792599051619 0.576977273972336 0.00872987033913276 0.0192662723138992
     0.52035444614281 0.0121291323353952 0.765186569935394 0.195510974558688 0.562986912569882
     0.194446375583247 0.00042873866591524 -0.0122826678260599 0.0189124858444889
   -6: 0.01 0.029631314104994 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.7403305073528 0.0346518284004648 0.576777184789377 0.00874017368691036 0.0192652286855853
     0.519800627905734 0.0121677860701965 0.764487559191764 0.195642450912333 0.562440926718852
     0.194690233006566 0.000429962994815785 -0.0122922280241181 0.0189083712481799
   -6: 0.01 0.0296231493383984 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.7603000979944 0.0346243983153658 0.576576927988943 0.00875049643351214 0.0192641828852715
     0.519246762878575 0.0122065613350593 0.763786697894979 0.195774012739101 0.561894791407047
     0.194933668294385 0.000431190814303026 -0.0123017700323039 0.0189042420003113
   -6: 0.01 0.0296148729604755 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -27.7802696208292 0.034596969640736 0.576376503294391 0.00876083863332254 0.0192631349066161
     0.518692852424081 0.0122454585015951 0.763083984424576 0.195905660067998 0.561348507923043
     0.195176682311006 0.000432422134296853 -0.0123112939020285 0.0189000980556327
   -6: 0.01 0.0296064849987723 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 4
   msg=Last point
   bif=0
   1
   -1: 0
   -14: -27.9400233407213 0.0343775899149912 0.574767028083386 0.00884428314329742 0.0192546718878326
     0.514260097065194 0.0125610692425418 0.757395413490794 0.196961920242289 0.55697306093835
     0.197105730409445 0.000442399912178243 -0.0123868379166551 0.0188664119542675
   -6: 0.01 0.0295353682676953 7.5 20 10
     1
   -28: -17.3951925862482 -8.06214303945331 0.069021036072378 0.069021036072378 -5.11711133073167
     -5.02057156919923 -1.01609227059849 -1.01609227059849 -0.514518668639817 -0.514518668639817
     -0.05778828529563 3.33573221459119e-05 -0.00972193567281266 -0.026313075290409 0
     0 2.75852925944963 -2.75852925944963 0 0
     0.258547217646722 -0.258547217646722 0.0929552299334258 -0.0929552299334258 0
     0 0 0
   -3: 0.00870999809920659 -0.000466747469337244 95.2196110231076
   -1: 1.79769313486232e+308
   -29: 27.9679018603091 -27.9400233407213 0.0343775899149912 0.574767028083386 0.00884428314329742
     0.0192546718878326 0.514260097065194 0.0125610692425418 0.757395413490794 0.196961920242289
     0.55697306093835 0.197105730409445 0.000442399912178243 -0.0123868379166551 0.0188664119542675
     -27.9400233407213 0.0343775899149912 0.574767028083386 0.00884428314329742 0.0192546718878326
     0.514260097065194 0.0125610692425418 0.757395413490794 0.196961920242289 0.55697306093835
     0.197105730409445 0.000442399912178243 -0.0123868379166551 0.0188664119542675
   -
   a=5
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   t=1
    1010 1
    62: -27.9400233407213 0.0343775899149912 0.574767028083386 0.00884428314329742 0.0192546718878326
     0.514260097065194 0.0125610692425418 0.757395413490794 0.196961920242289 0.55697306093835
     0.197105730409445 0.000442399912178243 -0.0123868379166551 0.0188664119542675 0.0295353682676953
     -0.998446961161967 -0.00137085125054502 -0.0100931469077283 0.000525488498704374 -5.33376553779934e-05
     -0.0277120783375171 0.00199741961108478 -0.0359258274960973 0.006618762472165 -0.027374538797062
     0.0119733650736163 6.3073919495572e-05 -0.000468585665170493 -0.000213535247511025 -0.000466747469337244
     -31.4735880978586 0.0295349935094002 0.536061282963354 0.0110803301458251 0.0190234368680127
     0.416887813336254 0.0219975183052857 0.601353200710599 0.221762359624641 0.459158197710514
     0.233614293218837 0.000732687117760707 0.0138027625158606 0.0178283107809413 -0.00130903090016222
     1.00212611772548 0.00186518973596422 -0.0140743119056956 -0.00183426059708924 4.56862191125376e-05
     0.0333355670504116 -0.000784044922717047 0.0107706486643336 -2.17794018831781e-05 0.000530284527954747
     1.31767082310425e-07 -5.72817802983081e-07 -4.57785526917856e-09 0.000240582461599026 0
     0.02 1000
    0:
   b=0
   m=-1,-1
   slvpar=0
  C1  ***  Point->Equilibrium (-)
   types=1,2
   p __ep.h o
   fields=16
    field0 dim=1 0
    field1 dim=14 -27.6448 0.0348 0.5772 0.0087 0.0193
      0.5225 0.012 0.7681 0.1949 0.5653
      0.1934 0.0004 0.0122 0.0189
    field2 dim=6 0.01 -0 7.5 20 10
      1
    field3 dim=6 0 1 0 0 0
      0
    field4 dim=1 10
    field5 dim=1 10
    field6 dim=1 9.99999974737875e-06
    field7 dim=1 9.99999974737875e-05
    field8 dim=1 9.99999974737875e-06
    field9 dim=1 1
    field10 dim=3 0 1 1
    field11 dim=3 1 1 0
    field12 dim=3 0 0 0
    field13 dim=1 0
    field14 dim=1 1
    field15 unique=0 selected=0
   expr=0
   p _conti.h
   fields=20
    field6 dim=1 0.00999999977648258
    field7 dim=1 0.02
    field8 dim=1 9.99999968265523e-21
    field9 dim=1 0.02
    field10 dim=1 10
    field11 dim=1 10
    field12 dim=1 9.99999974737875e-06
    field13 dim=1 9.99999974737875e-05
    field14 dim=1 0.00100000004749745
    field15 dim=1 20
    field16 dim=1 500
    field17 dim=1 10
    field18 dim=1 0
    field19 dim=1 0
   expr=0
   f __ep
   from=1,1 to=1000,500 step=1,1
   n=7
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-14]
   relclass=2: 1 [0,-6]
   relclass=3: 0
   relclass=4: 0
   relclass=5: 0
   relclass=6: 0
   spec= 1 14 6 28 3 1 29
   u=1 0
   cl=7 29
   p 0
   1
   -1: 0
   -14: -31.4735880978586 0.0295349935094002 0.536061282963354 0.0110803301458251 0.0190234368680127
     0.416887813336254 0.0219975183052857 0.601353200710599 0.221762359624641 0.459158197710514
     0.233614293218837 0.000732687117760707 0.0138027625158606 0.0178283107809413
   -6: 0.01 -0.00130903090016222 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.4835658823866 0.0295213106150079 0.535942530862749 0.0110879276419929 0.0190226382134091
     0.416618335612588 0.0220321672646617 0.600837218628985 0.22183635470317 0.458882898797245
     0.233702216527857 0.000733731466200508 0.0138061516577345 0.0178244446086429
   -6: 0.01 -0.00132864557219574 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.4965369775571 0.029503522478379 0.53578806397917 0.011097817408422 0.0190215984767362
     0.416268089737756 0.0220772905885603 0.6001659159962 0.221932582032383 0.458525048437216
     0.233816399830639 0.000735091340686116 0.0138105529513554 0.0178194095613963
   -6: 0.01 -0.00135415653209283 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.5133993596471 0.0294803972613271 0.535587106146196 0.0111106961622789 0.019020244302259
     0.415812897636018 0.0221360858259052 0.599292336858393 0.222057734568578 0.458059908125722
     0.233964640588867 0.000736862938977573 0.0138162668835305 0.0178128487290674
   -6: 0.01 -0.00138734063997268 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.5333547813058 0.0294530291922963 0.535349065459362 0.0111259696002631 0.019018638042134
     0.415274395932064 0.0222058635144799 0.598257227489516 0.222205927359177 0.457509542375452
     0.234139785296061 0.00073896501162253 0.0138230176317829 0.0178050620878575
   -6: 0.01 -0.00142664036227774 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.5533101376382 0.0294256600789371 0.535110784974434 0.0111412781781296 0.0190170277719091
     0.414736098277158 0.0222758559172242 0.597220729133198 0.222354210444012 0.456959282119518
     0.234314618083057 0.000741073069559785 0.0138297561488427 0.0177972511785495
   -6: 0.01 -0.00146597055589984 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.5732654289824 0.0293982899032018 0.534872264172075 0.0111566220195824 0.0190154134771484
     0.414198005868684 0.022346063663691 0.596182849319666 0.222502583845312 0.456409128670491
     0.234489139406842 0.000743187129822193 0.0138364824558422 0.0177894159498809
   -6: 0.01 -0.00150533067196751 7.5 20 10
     1
   0:
   0:
   0:
   0:
   p 0
   1
   -1: 0
   -14: -31.5932206556811 0.029370918646963 0.534633502530881 0.011172001248934 0.0190137951433442
     0.413660119901981 0.0224164873851002 0.595143595636117 0.22265104758528 0.455859083339783
     0.2346633497235 0.000745307209491548 0.013843196573846 0.0177815563506553
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   p 0
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   0:
   0:
   0:
   0:
   p 3
   msg=Neutral saddle (?)
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   -1: 0
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     -0.0260404459318614 -0.0714924897989582 -3.31484306997521e-05 -0.00703312643274449 0
     0 0 0 0 0
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   -1: 1.79769313486232e+308
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     0.140539844147841 0.0120537973782881 0.0101094346347376 0.00276178359998302
   p 3
   msg=Neutral saddle: lambda=0.443881
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         -3.67753673950217e-09 7.02096430978073e-06 -1.5202514282995e-10 0.000405218438922928 -0.00109856856898526
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         -0.00824855133193577 1.741543699005e-08 -0.0024967082065114 -0.197030562592578
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   -1: 0
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     -0.0723217507032309 -0.0258584867822999 -3.32176552388687e-05 -0.0069699962523279 0
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   -1: 1.79769313486232e+308
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     -52.2837313975583 0.00210315692040226 0.0740887415526657 0.350778393227279 0.00274900242681508
     0.0661246984477853 0.392191925559266 0.00721424190609294 0.424749682530239 0.0775600248610069
     0.124313780884513 0.0141306000544499 0.00941944660753351 0.0022674496023712
   p 3
   msg=Neutral saddle (?)
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   -1: 0
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     -0.0879203927675561 -3.32913199683034e-05 -0.0965762352227637 -0.00680263250811658 0
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   -3: -2.62025630728801e-05 0.000248912712883537 53.7212756823811
   -1: 1.79769313486232e+308
   -29: 55.7914190391031 -55.7844145949226 0.00132262804657062 0.0478744252657158 0.514695987737401
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     0.0539144251254017 0.0908517711315261 0.0230879987597013 0.00790295227438563 0.00119398207469492
     -55.7844145949226 0.00132262804657062 0.0478744252657158 0.514695987737401 0.0012918147850374
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     0.0908517711315261 0.0230879987597013 0.00790295227438563 0.00119398207469492
   p 3
   msg=Neutral saddle (?)
   bif=0
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   -1: 0
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   -6: 0.01 -0.00762755421207591 7.5 20 10
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   -28: -12.2620202501659 -10.1850355525213 -15.349895403942 -5.12295203937263 -5.01401918641062
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     -0.0881184996765592 -3.32912278342468e-05 -0.0963961796750311 -0.00679663557247082 0
     0 0 0 0 0
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   -3: -2.62393392149134e-05 0.000229767674969199 52.4138140957198
   -1: 1.79769313486232e+308
   -29: 55.9366945428774 -55.9295803196169 0.00129901871565805 0.0470590077098807 0.521232476403166
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     -55.9295803196169 0.00129901871565805 0.0470590077098807 0.521232476403166 0.00125313696472325
     0.0450926561994268 0.537413017538803 0.00256188689063275 0.468537975638002 0.0530975907552908
     0.0901240931972796 0.023560397461387 0.00786809110632068 0.00116180014519637
   p 3
   msg=Neutral saddle: lambda=0.0727504
   bif=29 0.991331964787371 0.000147060977071951 0.00504502274829793 -0.0914141636131945 0.000232359235869058
         0.00461271551509543 -0.0922860339695413 0.000677630070271947 9.16293205615619e-05 0.0184422846379187
         -1.31693845109303e-07 0.000490968206075683 -6.31754216340532e-09 0.000206659810470554 0.131100729367211
         -0.000100065080645225 0.00417639616591761 0.670962862075648 0.000172127524406259 0.000331174198205421
         0.712098178984531 -0.000459516160604385 -0.0116714819105574 -0.158673920795499 1.3734490315429e-06
         -0.0143589888373317 6.58972226471492e-08 -3.36705127439922e-06 -0.00529262314588935
   1
   -1: 0
   -14: -56.2040897089962 0.00125575684180754 0.0455613021767557 0.533502482881172 0.00118331776245275
     0.0437973750018693 0.548399975771023 0.00236780034532308 0.471890114208144 0.0515847903319266
     0.0889145667738902 0.024479621802382 0.00780992593960515 0.00110315789644852
   -6: 0.01 -0.00756946338486613 7.5 20 10
     1
   -28: -12.3412311265224 -10.3862188329436 -15.3295173983143 -5.11895168607951 -5.0144817461886
     -0.920957523556283 -0.472717513120449 0.0727504168090421 -0.0727499405482038 -0.0227459298450746
     -0.0885270307409096 -3.32899461681142e-05 -0.096150092003078 -0.0067855001363466 0
     0 0 0 0 0
     0 0 0 0 0
     0 0 0
   -3: -2.64155141714e-05 0.000192409605808746 -54.1831641603086
   -1: 1.79769313486232e+308
   -29: 56.2114132415292 -56.2040897089962 0.00125575684180754 0.0455613021767557 0.533502482881172
     0.00118331776245275 0.0437973750018693 0.548399975771023 0.00236780034532308 0.471890114208144
     0.0515847903319266 0.0889145667738902 0.024479621802382 0.00780992593960515 0.00110315789644852
     -56.2040897089962 0.00125575684180754 0.0455613021767557 0.533502482881172 0.00118331776245275
     0.0437973750018693 0.548399975771023 0.00236780034532308 0.471890114208144 0.0515847903319266
     0.0889145667738902 0.024479621802382 0.00780992593960515 0.00110315789644852
   p 3
   msg=Neutral saddle (?)
   bif=0
   1
   -1: 0
   -14: -57.2754508904423 0.00110258178947839 0.0402214558501781 0.580119791695899 0.00094775083233282
     0.0390741513207254 0.590735858716845 0.00173941380096392 0.485029063217372 0.0460622069702545
     0.0863554128487026 0.0284131542034287 0.0076859251062768 0.000899964479786501
   -6: 0.01 -0.00744566713540513 7.5 20 10
     1
   -28: -12.654616660083 -11.11874138081 -15.2865788255165 -5.10407998535309 -5.01587990285086
     -0.980240474086001 -0.480054006975376 0.0166350514471466 -0.0739461778485714 -0.0166352120683338
     -0.0904857585603893 -3.32043331400973e-05 -0.00674442696338028 -0.0963433154743207 0
     0 0 0 0 0
     0 0 0 0 0
     0 0 0
   -3: -2.86078931738231e-05 3.61847909715654e-05 -53.8528803085387
   -1: 1.79769313486232e+308
   -29: 57.2836070057775 -57.2754508904423 0.00110258178947839 0.0402214558501781 0.580119791695899
     0.00094775083233282 0.0390741513207254 0.590735858716845 0.00173941380096392 0.485029063217372
     0.0460622069702545 0.0863554128487026 0.0284131542034287 0.0076859251062768 0.000899964479786501
     -57.2754508904423 0.00110258178947839 0.0402214558501781 0.580119791695899 0.00094775083233282
     0.0390741513207254 0.590735858716845 0.00173941380096392 0.485029063217372 0.0460622069702545
     0.0863554128487026 0.0284131542034287 0.0076859251062768 0.000899964479786501
   p 3
   msg=Neutral saddle (?)
   bif=0
   1
   -1: 0
   -14: -57.4371186455181 0.00108142876675254 0.0394794694047382 0.586960839989483 0.000916729000374267
     0.0384052412343107 0.597024804938313 0.00166011160120916 0.487018709506041 0.0452793053677729
     0.086275053659236 0.0290577136607328 0.00768201032709572 0.000872580097734638
   -6: 0.01 -0.00744177418519216 7.5 20 10
     1
   -28: -12.7024724144523 -11.222526434886 -5.10196269531496 -15.2852344197534 -5.01604800392743
     -0.989527465491436 -0.481147476145664 -0.0741805911002643 0.00673826172443265 -0.0134133996153679
     -0.0908272232341605 -3.29768490973716e-05 -0.0067381322796994 -0.0965283970710551 0
     0 0 0 0 0
     0 0 0 0 0
     0 0 0
   -3: -2.91767796912011e-05 1.18854372675718e-05 -52.5827992283104
   -1: 1.79769313486232e+308
   -29: 57.4454017589817 -57.4371186455181 0.00108142876675254 0.0394794694047382 0.586960839989483
     0.000916729000374267 0.0384052412343107 0.597024804938313 0.00166011160120916 0.487018709506041
     0.0452793053677729 0.086275053659236 0.0290577136607328 0.00768201032709572 0.000872580097734638
     -57.4371186455181 0.00108142876675254 0.0394794694047382 0.586960839989483 0.000916729000374267
     0.0384052412343107 0.597024804938313 0.00166011160120916 0.487018709506041 0.0452793053677729
     0.086275053659236 0.0290577136607328 0.00768201032709572 0.000872580097734638
   p 2
   msg=Limit point: a=?
   bif=14 -0.998260238072971 -0.0001277365047168 -0.00448724695729632 0.0419074001382281 -0.000185051082767311
         -0.00406301867489675 0.038639116308647 -0.000467813386246984 0.0122956565525835 -0.00475657896809645
         -1.73459964422391e-06 0.0040666310426415 -8.4519901664242e-08 -0.000164214962312439
   1
   -1: 0
   -14: -57.5164428484524 0.00107122250743265 0.0391210643401957 0.590297547053521 0.000901898274421543
     0.0380810661204867 0.60009906082823 0.00162251511029304 0.487995557571582 0.0448998161980683
     0.0862651888908059 0.0293791402541534 0.00768152966490215 0.000859436167033795
   -6: 0.01 -0.00744130355443519 7.5 20 10
     1
   -28: -12.7260060507869 -11.2728460065386 -5.10093729107465 -15.2850693989006 -5.01612721222054
     -0.994117698666123 -0.481682789875012 -0.0742992376784615 -0.0909990796412007 1.52293693995468e-05
     1.52293693995468e-05 -0.00994611216602646 -0.00673278727552533 -0.0966338875081377 0
     0 0 0 0 0
     0 0 0 2.73233772155601e-05 -2.73233772155601e-05
     0 0 0
   -3: -2.94818002739419e-05 -3.90265141529029e-08 58.2277094322934
   -1: 1.79769313486232e+308
   -29: 57.5247883390617 -57.5164428484524 0.00107122250743265 0.0391210643401957 0.590297547053521
     0.000901898274421543 0.0380810661204867 0.60009906082823 0.00162251511029304 0.487995557571582
     0.0448998161980683 0.0862651888908059 0.0293791402541534 0.00768152966490215 0.000859436167033795
     -57.5164428484524 0.00107122250743265 0.0391210643401957 0.590297547053521 0.000901898274421543
     0.0380810661204867 0.60009906082823 0.00162251511029304 0.487995557571582 0.0448998161980683
     0.0862651888908059 0.0293791402541534 0.00768152966490215 0.000859436167033795
   p 3
   msg=Hopf (?)
   bif=0
   1
   -1: 0
   -14: -57.5164428484524 0.00107122250743265 0.0391210643401957 0.590297547053521 0.000901898274421543
     0.0380810661204867 0.60009906082823 0.00162251511029304 0.487995557571582 0.0448998161980683
     0.0862651888908059 0.0293791402541534 0.00768152966490215 0.000859436167033795
   -6: 0.01 -0.00744130355443519 7.5 20 10
     1
   -28: -12.7260060507869 -11.2728460065386 -5.10093729107465 -15.2850693989006 -5.01612721222054
     -0.994117698666123 -0.481682789875012 -0.0742992376784615 -0.0909990796412007 1.52293693995468e-05
     1.52293693995468e-05 -0.00994611216602646 -0.00673278727552533 -0.0966338875081377 0
     0 0 0 0 0
     0 0 0 2.73233772155601e-05 -2.73233772155601e-05
     0 0 0
   -3: -2.94818002739419e-05 -3.90265141529029e-08 58.2277094322934
   -1: 1.79769313486232e+308
   -29: 57.5247883390617 -57.5164428484524 0.00107122250743265 0.0391210643401957 0.590297547053521
     0.000901898274421543 0.0380810661204867 0.60009906082823 0.00162251511029304 0.487995557571582
     0.0448998161980683 0.0862651888908059 0.0293791402541534 0.00768152966490215 0.000859436167033795
     -57.5164428484524 0.00107122250743265 0.0391210643401957 0.590297547053521 0.000901898274421543
     0.0380810661204867 0.60009906082823 0.00162251511029304 0.487995557571582 0.0448998161980683
     0.0862651888908059 0.0293791402541534 0.00768152966490215 0.000859436167033795
   p 4
   msg=Last point
   bif=0
   1
   -1: 0
   -14: -75.11948228415 0.000147651514884516 0.0055753322010198 0.962427982820836 2.65914431761596e-05
     0.00556816363961113 0.962495836529161 8.85157395480227e-06 0.699543491854373 0.00660516811841733
     0.999970438578901 0.272310576214174 4.59802084095582 2.65296700615842e-05
   -6: 0.01 -4.59778084094532 7.5 20 10
     1
   -28: -472456.988899509 -18.5092966339929 -18.5251977164961 -3.4579326054944 -5.03007348931813
     -5.01996446555813 -2.79532828803544 -0.591377772389694 -0.13501796440944 -0.0274188826592851
     -0.315305411724399 -0.00668210332565164 -0.315545547758705 -3.33333333333333e-05 0
     0 0 0 0 0
     0 0 0 0 0
     0 0 0
   -3: -1.9980464828371 -0.707106781081368 -264.245906190141
   -1: 1.79769313486232e+308
   -29: 75.2827645674313 -75.11948228415 0.000147651514884516 0.0055753322010198 0.962427982820836
     2.65914431761596e-05 0.00556816363961113 0.962495836529161 8.85157395480227e-06 0.699543491854373
     0.00660516811841733 0.999970438578901 0.272310576214174 4.59802084095582 2.65296700615842e-05
     -75.11948228415 0.000147651514884516 0.0055753322010198 0.962427982820836 2.65914431761596e-05
     0.00556816363961113 0.962495836529161 8.85157395480227e-06 0.699543491854373 0.00660516811841733
     0.999970438578901 0.272310576214174 4.59802084095582 2.65296700615842e-05
   -
   a=21
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   1
    c=1, u=5
    2:
    (-1000,2,-1) (-1000,2,-1) (-1000,2,1)
    (0,2,-1) (-1000,2,-1) (0,2,1)
   t=1
    2535 0
    62: -75.11948228415 0.000147651514884516 0.0055753322010198 0.962427982820836 2.65914431761596e-05
     0.00556816363961113 0.962495836529161 8.85157395480227e-06 0.699543491854373 0.00660516811841733
     0.999970438578901 0.272310576214174 4.59802084095582 2.65296700615842e-05 -4.59778084094532
     -1.46498537182447e-05 -2.40076243168648e-10 -9.01608603186318e-09 8.53608994451848e-08 -7.77341781922875e-11
     -9.01317468868601e-09 8.52942866247254e-08 -3.90576272648112e-11 1.60049340937854e-07 -1.06806221400697e-08
     9.09193855398406e-06 4.14711253323751e-07 0.707106781081367 -7.76280480118784e-11 -0.707106781081368
     -31.4735880978586 0.0295349935094002 0.536061282963354 0.0110803301458251 0.0190234368680127
     0.416887813336254 0.0219975183052857 0.601353200710599 0.221762359624641 0.459158197710514
     0.233614293218837 0.000732687117760707 0.0138027625158606 0.0178283107809413 -0.00130903090016222
     -0.997779303151845 -0.00136827664424779 -0.0118722284499393 0.000759314539471227 -7.98157729859917e-05
     -0.0269502811096168 0.00346223423345142 -0.0515805845476631 0.00739838012653652 -0.0275311641346437
     0.00879624658304909 0.000104360629092406 0.000339067841451261 -0.000386315703763333 -0.00196106712667137
     0.02 2500
    0:
   b=0
   m=-1,-1
   slvpar=0
  e -
&

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