Exported 1.3 Nov 17, 2005  5:55 PM
Class:  OdeGen 111
System: Bi-multipl-fold-diagram (imported Mar 23, 2005  5:52 PM) (imported Nov 17, 200
&= Phase
V,mK2,hNa
&
&= Par
GK2,EK,ENa,GNa,Gl,El,Pol,K2shft,shftNam,shftNah,tauK2,tauhNa,ParShft
&
&= Time
t
&
&= Rhs
V'=-2.*(







GK2*mK2*mK2*(V-EK)







+GNa*inf(-150.,0.027+shftNam,V)*inf(-150.,0.027+shftNam,V)*inf(-150.,0.027+shftNam,V)*hNa*(V-ENa)







+Gl*(V-El)+Pol);







mK2'=(inf(-83.,0.018+K2shft,V)-mK2)/tauK2;







hNa'=(inf(500.,0.026+shftNah,V)-hNa)/tauhNa;
&
&= Func
double inf(double A, double B, double V){







double x;







x=1./(1.+exp(A*(V+B)));







return x;}







double tau(double A,double B,double C,double D,double V){







double x;







x=C+D/(1.+exp(A*(V+B)));







return x;}







double htauNa(double V){







double x;







x=0.004+0.006/(1.+exp(500.*(V+0.028)))+0.01/cosh(300.*(V+0.027));







return x;}
&
&u Udfunc
8
  AvC 0
  Avmk2 0
  nucmk2 0
  nucavc 0
  nucmk2c 0
  minMK2 0
  minhNa 0
  minV 0
 11
  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=V;



SeekPoint(i+1);



T2=t;



XI2=V;



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



}



 *Value=AvC;



  return 0;






































































& 0
  Avmk2 1
int i,N;



double Avmk2,T1,T2,XI1,XI2;



N=SeekPoint(-1);



for (i=0,Avmk2=0;i<N-1;i++)



{SeekPoint(i);



T1=t;



XI1=mK2;



SeekPoint(i+1);



T2=t;



XI2=mK2;



Avmk2+=0.5*(XI2+XI1)*(T2-T1);



}



 *Value=Avmk2;



  return 0;


















& 1
  nucmk2 3
int i,N;



double nucmk2,T1,T2,XI1,XI2;



N=SeekPoint(-1);



for (i=0,nucmk2=0;i<N-1;i++)



{SeekPoint(i);



T1=t;



XI1=1./(1.+exp(-83.0*(V+0.018+ParShft)))-mK2;



SeekPoint(i+1);



T2=t;



XI2=1./(1.+exp(-83.0*(V+0.018+ParShft)))-mK2;



nucmk2+=0.5*(XI2+XI1)*(T2-T1);



}



 *Value=nucmk2;



  return 0;






















& 2
  nucavc 4
int i,N;

double nucavc,Avmk2,T1,T2,XI1,XI2;

N=SeekPoint(-1);

for (i=0,Avmk2=0;i<N-1;i++)

{SeekPoint(i);

T1=t;

XI1=mK2;

SeekPoint(i+1);

T2=t;

XI2=mK2;

Avmk2+=0.5*(XI2+XI1)*(T2-T1);

}

nucavc=-log(1/Avmk2-1.)/83.-0.018-ParShft;

 *Value=nucavc;

  return 0;






& 3
  nucmk2c 7
int i,N;



double nucmk2c,T1,T2,XI1,XI2;



N=SeekPoint(-1);



for (i=0,nucmk2c=0;i<N-1;i++)



{SeekPoint(i);



T1=t;



XI1=1./(1.+exp(-83.0*(V+0.018+ParShft)));



SeekPoint(i+1);



T2=t;



XI2=1./(1.+exp(-83.0*(V+0.018+ParShft)));



nucmk2c+=0.5*(XI2+XI1)*(T2-T1);



}



 *Value=nucmk2c;



  return 0;






















& 4
  minMK2 8
int i,N;

double minMK2,X1,minV;

minV=10000000.0;

N=SeekPoint(-1);

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

{SeekPoint(i);

X1=V;

if (X1<minV) {

minV=X1;

minMK2=mK2;

}

}

 *Value=minMK2;

  return 0;




& 5
  minhNa 9
int i,N;

double minhNa,X1,minV;

minV=10000000.0;

N=SeekPoint(-1);

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

{SeekPoint(i);

X1=V;

if (X1<minV) {

minV=X1;

minhNa=hNa;

}

}

 *Value=minhNa;

  return 0;




& 6
  minV 10
int i,N;

double X1,minV;

minV=+10000000.0;

N=SeekPoint(-1);

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

{SeekPoint(i);

X1=V;

if (X1<minV) {

minV=X1;

}

}

 *Value=minV;

  return 0;




& 7
&
&m Misc
 der5= 2 2 1 1 1 show=2 sm=0
&
&w Win
num=6 mask=511
 flag=0 title=2D graphic
  pos=(73,514)-(802,649) scr=(1600,1200) col=(-1000,-1001)
  class=1 unique=2
   func=5 cur=2
   0.000644689
   0.480892
   0
   Avmk2
   mK2
   Avmk2
   nucmk2c
   minMK2
   1 0 1 1 1 1 
   -0.0549663
   0.0414267
   0
   AvC
   V
   nucavc
   AvC
   minV
   1 0 1 1 1 1 
   point=(32639,2,-1) trace=(-1000,2,-1) path=(32639,2,1)
   point=(12632256,2,-1) trace=(-1000,2,-1) path=(12566463,2,0)
   point=(16744512,2,-1) trace=(-1000,2,-1) path=(16744448,2,1)
   point=(65280,2,-1) trace=(-1000,2,-1) path=(127,2,1)
   point=(-1000,2,-1) trace=(-1000,2,-1) path=(-1000,2,1)
   options=(-1000,2,-1,129,0)
   undo=8
     -0.0119618 0.404009 -0.0430374 0.0321136
     -0.0119618 0.404009 -0.0430374 0.0321136
     -0.0119618 0.404009 -0.0430374 0.0321136
     -0.0119618 0.404009 -0.0430374 0.0321136
     -0.0119618 0.404009 -0.0430374 0.0321136
     0.000644689 0.480892 -0.0549663 0.0414267
     0.000644689 0.480892 -0.0549663 0.0414267
     0.000644689 0.480892 -0.0549663 0.0414267
 flag=1 title=2D graphic
  pos=(4,91)-(1595,1091) scr=(1600,1200) col=(-1000,-1001)
  class=1 unique=3
   func=1 cur=0
   0.0266385
   0.475053
   0
   mK2
   1 0 1 1 1 1 
   -1
   0.0221591
   0
   -hNa
   1 0 1 1 1 1 
   point=(16776960,2,-1) trace=(-1000,2,-1) path=(16776960,2,1)
   options=(-1000,2,-1,129,0)
   undo=3
     0 1.05 -0.07 0.05
     0.0266385 0.475053 -1 0.0221591
     0.0266385 0.475053 -1 0.0221591
 flag=0 title=Numeric window
  pos=(997,55)-(219,46) scr=(1600,1200) col=(-1000,-1001)
  class=2 unique=4
   classnum=8
    selection
     0
     0
     1 [7,-1]
     0
     0
     0
     0
     0
    realids=1 2 3 11 12 9 5 13 
   prec=6, just=t
 flag=136 title=2D graphic
  pos=(248,127)-(529,317) scr=(1600,1200) col=(-1000,-1001)
  class=1 unique=5
   func=2 cur=1
   -0.03
   0.0
   0
   K2shft
   K2shft
   1 0 1 1 1 1 
   -0.054
   -0.01
   0
   minV
   minV
   1 0 1 1 1 1 
   point=(65280,0,-1) trace=(-1000,2,-1) path=(65280,0,1)
   point=(32639,2,-1) trace=(-1000,2,-1) path=(-1000,2,1)
   options=(-1000,2,-1,129,0)
   undo=9
     -0.0501772 0.00201508 -0.0533268 -0.00513192
     -0.0501772 0.00201508 -0.0533268 -0.00513192
     -0.0501772 0.00201508 -0.0533268 -0.00513192
     -0.0501772 0.00201508 -0.0533268 -0.00513192
     -0.0501772 0.00201508 -0.0533268 -0.00513192
     -0.0501772 0 -0.0533268 0.00513192
     -0.03 0 -0.0533268 0.00513192
     -0.03 0 -0.0533268 -0.01
     -0.03 0 -0.05 -0.01
 flag=128 title=2D graphic
  pos=(806,54)-(584,408) scr=(1600,1200) col=(-1000,-1001)
  class=1 unique=8
   func=1 cur=0
   0
   0.5
   0
   nucmk2c
   1 0 1 1 1 1 
   -0.05
   0.04
   0
   nucmk2
   1 0 1 1 1 1 
   point=(32960,2,-1) trace=(-1000,2,-1) path=(255,2,1)
   options=(-1000,2,-1,129,0)
   undo=9
     0.000644689 0.480892 -0.0549663 0.0414267
     0.000644689 0.480892 -0.0549663 0.0414267
     0.000644689 0.480892 -0.0549663 0.0414267
     0.000644689 0.480892 -0.0549663 0.044
     0.000644689 0.480892 -0.0549663 0.02
     0 0.480892 -0.0549663 0.02
     0 0.5 -0.0549663 0.02
     0 0.5 -0.05 0.02
     0 0.5 -0.05 0.025
 flag=4 title=Numeric window
  pos=(1304,827)-(219,271) scr=(1600,1200) col=(-1000,-1001)
  class=2 unique=1
   classnum=8
    selection
     0
     0
     1 [0,-13]
     1 [0,-1]
     0
     0
     0
     0
    realids=1 2 3 11 12 9 5 13 
   prec=6, just=t
&
&d diagrams
 outlevel=2
 D diagram
  u unt
   unt=6
  l untlst
   untcurves=6
  m markers
   0.5
   1 0 -1000 1
   2 0 -1000 1
   7 -1 -1000 0
   8 0 -1000 1
   6 0 -1000 1
   15 0 -1000 1
   12 0 -1000 1
   13 0 -1000 1
   14 0 -1000 1
   11 0 -1000 1
   22 0 -1000 1
   23 0 -1000 1
   24 0 -1000 1
   25 0 -1000 1
   26 0 -1000 1
   27 0 -1000 1
   28 0 -1000 1
   16 0 -1000 0
   17 -1 -1000 0
   18 -1 -1000 0
   19 -1 -1000 0
   20 -1 -1000 0
   21 0 -1000 1
   -1
  t defstagen
   defstagen=16,16
  U .unique
   unique=16128: 99 0 cc d3 46 0 8a 8 67 a2 11 a8 1 0 e0 3f 99 0 cc d3 46 0 4b d 4d 2e 9a 3f 80 90 b3 27 4e b5 dd 3f 4b 4b e de 98 e5 85 bf 51 f8 5e 2 64 db c5 3f f2 de e 71 ee c7 95 3f f 44 bf 4 97 b1 df 3f cb f7 25 45 cc e1 89 bf 1a 2c 7c 55 3 de c5 3f 7c 19 d7 d1 31 10 93 3f cf 7b e5 f0 ef d6 e0 3f 7 4a 2d 8c 49 f7 8d bf de ab 7c b5 b dc c5 3f 2b 6d fe e5 f5 b0 90 3f 96 55 6b 5f 14 d5 e1 3f cb ad 7f af d6 e 91 bf 58 ce ab 78 ea d5 c5 3f 30 51 91 e2 e2 44 8d 3f 5e 2f f1 cd 38 d3 e2 3f 25 42 b 6f 29 26 93 bf 3 f8 56 14 14 cc c5 3f 6d 9f 73 7c 26 c6 89 3f db b4 11 95 ed a2 e3 3f ad c6 76 f8 1e db 94 bf 4e 25 28 a8 9b c1 c5 3f 56 b5 cc 6d 7f 73 87 3f 58 3a 32 5c a2 72 e4 3f 5e 5c 7a 7f 6b 8b 96 bf fd 14 f5 94 38 b5 c5 3f 55 15 94 fc 99 c9 85 3f d6 bf 52 23 57 42 e5 3f 73 70 86 5a c1 31 98 bf 1d aa 2c a3 29 a7 c5 3f 7 4d 49 27 fc 40 85 3f 53 45 73 ea b 12 e6 3f 58 d8 1a 65 c4 c6 99 bf ab fa b5 c ac 97 c5 3f 7a d6 38 18 65 d1 86 3f a1 65 c9 46 1d f7 e6 3f 7d 22 91 a6 6b 66 9b bf 25 7b e8 cf 34 85 c5 3f 85 d8 2e 74 58 2 8d 3f f0 85 1f a3 2e dc e7 3f f6 63 97 52 c8 d7 9c bf a6 ba 39 c0 94 71 c5 3f a c9 6b 93 9b cf 95 3f 3e a6 75 ff 3f c1 e8 3f 72 da 46 50 b9 c 9e bf bc c6 7a 8c 14 5d c5 3f c7 e2 ee 37 c9 99 a1 3f 8c c6 cb 5b 51 a6 e9 3f ba 16 b4 dd 75 fb 9e bf 24 93 c2 c0 f6 47 c5 3f 50 61 84 44 62 c0 ab 3f 24 b1 6f 10 f7 49 ea 3f 33 af a6 de 81 77 9f bf 25 81 62 8e a1 38 c5 3f 86 bf ba 47 67 6d b2 3f bc 9b 13 c5 9c ed ea 3f d8 3b 65 7f 5b cb 9f bf 8 72 4e 3a 2e 29 c5 3f b2 98 49 1f 60 75 b7 3f 54 86 b7 79 42 91 eb 3f 62 44 f3 5d 88 f5 9f bf 36 fd 82 61 af 19 c5 3f ad d6 54 e0 96 a0 bc 3f ec 70 5b 2e e8 34 ec 3f 85 e2 6b 7 64 f3 9f bf d0 db d 5f 37 a c5 3f 4d 15 3d a2 92 c6 c0 3f cc 6b 68 63 84 c2 ec 3f 22 44 f5 bb 48 ca 9f bf 32 9f f8 fc e8 fc c4 3f d0 4d b5 23 6d a7 c2 3f ad 66 75 98 20 50 ed 3f a5 25 6a aa c2 77 9f bf c0 4f 44 7d bc ef c4 3f 12 f5 85 f3 66 29 c4 3f 8e 61 82 cd bc dd ed 3f ab f4 45 f0 93 f4 9e bf 6a 34 b1 4f c3 e2 c4 3f 64 6c 40 67 34 2e c5 3f 6e 5c 8f 2 59 6b ee 3f 77 ee b4 de 28 36 9e bf 6a 2f b3 ec 13 d6 c4 3f fd 3a 20 7 9b 9e c5 3f c6 d4 e be 82 d0 ee 3f 6b d5 60 7 d9 81 9d bf 1a 60 1 ab 41 cd c4 3f 53 cb d2 81 a1 8e c5 3f 1d 4d 8e 79 ac 35 ef 3f b9 8f 13 42 87 a0 9c bf 6e 91 a3 97 b3 c4 c4 3f e9 25 85 86 4f 33 c5 3f 74 c5 d 35 d6 9a ef 3f 5d 12 59 2f 11 89 9b bf ba be 5d 3e 7e bc c4 3f ca 30 e9 29 9a 98 c4 3f cc 3d 8d f0 ff ff ef 3f 5f c2 89 2e b6 30 9a bf 36 d0 13 a9 bd b4 c4 3f 96 de 2c ce 2a d0 c3 3f 0 0 29 0 0 0 0 2 0 0 0 0 99 dd af 69 ed 2f 9a bf a0 1b 67 62 2d b9 c4 3f f0 36 ef 9c 7b d3 c3 3f 0 0 0 0 0 0 3e 40 ec 51 b8 1e 85 eb b1 bf a d7 a3 70 3d a a7 3f 0 0 0 0 0 0 64 40 0 0 0 0 0 0 20 40 5a 64 3b df 4f 8d a7 bf fa 7e 6a bc 74 93 78 3f 2b 5 20 33 42 dd 98 bf 79 e9 26 31 8 ac 6c 3f 39 b4 c8 76 be 9f 7a 3f cd cc cc cc cc cc ec 3f 23 db f9 7e 6a bc a4 3f ff 2d 4d f6 6b 4f c6 3f c6 21 69 44 f0 58 8a 3f 29 8f f 94 b8 77 98 bf 69 35 11 6c bd b1 c4 3f 2d 1a db 76 13 e7 c2 3f c6 21 29 44 f0 58 9a 3f 48 49 7c 2 b0 65 96 bf c6 5d f0 ef 33 ab c4 3f 5e ce cf db 6e f1 c1 3f 54 d9 1e 33 b4 c2 a3 3f 68 d4 3b 69 b7 0 94 bf 6d 75 d5 d e1 a5 c4 3f 34 39 d2 98 21 ff c0 3f c6 21 29 44 f0 58 aa 3f 19 9c fa 28 41 64 91 bf 6 a8 a8 2a 23 a2 c4 3f f fb 92 62 54 16 c0 3f 63 44 fc d6 c8 e4 b2 3f 63 a9 41 9b 29 ae 89 bf d c6 58 59 75 a0 c4 3f 85 95 53 b 8a 3a bd 3f 64 f7 e3 8b 19 9d b8 3f 88 11 1b c9 23 bc 81 bf cf 3c 26 90 ca a5 c4 3f 33 f1 d2 9f 9f 8c ba 3f a4 aa cb 40 6a 55 be 3f 7c 58 ec cd bd 18 77 bf 43 40 b0 f6 1a b2 c4 3f 26 c0 d9 60 7f 1d b8 3f f2 ae d9 7a dd 6 c2 3f 1a a8 72 83 fb 5c 6c bf 76 90 5a e7 54 c4 c4 3f 3b 2b 84 3a 86 e7 b5 3f bc db 3b bc 2f e6 c6 3f f4 61 17 13 ae 90 55 bf d1 6c aa 1d c2 ec c4 3f 41 0 7 99 30 98 b2 3f 85 8 9e fd 81 c5 cb 3f 43 46 cf 6c 57 93 44 bf 92 2f 8c 7f c 1b c5 3f 8d 3b 90 1e d1 91 af 3f a7 1a 80 1f 6a 52 d0 3f 37 2c b7 fd d0 bd 4e bf 6e ef a7 2 b7 49 c5 3f 98 c7 1f 53 a0 cc aa 3f c 31 31 40 13 c2 d2 3f 88 b4 36 7 af bb 5f bf 30 8a a6 d0 f4 74 c5 3f 1a 63 c7 ec ef bf a6 3f e9 c8 11 fa e1 7e d5 3f 29 c3 df 2e e8 b6 6d bf 3c 3c c1 4d 70 9e c5 3f f1 e0 33 1c b9 ec a2 3f c6 60 f2 b3 b0 3b d8 3f b7 fe 9a 66 c3 78 77 bf 45 44 98 b0 89 be c5 3f e7 fc 25 7b 61 7c 9f 3f a3 f8 d2 6d 7f f8 da 3f ba 28 ad 93 79 9d 80 bf 5a 97 e8 73 74 d4 c5 3f b2 f3 86 a3 4d 31 9a 3f 80 90 b3 27 4e b5 dd 3f 63 60 de 90 7b e1 85 bf 5 d b0 26 44 e0 c5 3f 16 28 3a ba 58 ca 95 3f f 44 bf 4 97 b1 df 3f c4 8a 94 c1 3d de 89 bf ac eb ae 46 e1 e2 c5 3f e2 cc b3 c 3c 12 93 3f cf 7b e5 f0 ef d6 e0 3f d8 53 d 72 3e f4 8d bf 67 23 65 36 e6 e0 c5 3f 80 67 b e2 b1 b2 90 3f 96 55 6b 5f 14 d5 e1 3f 43 e4 e3 11 91 d 91 bf 51 2 f0 8f c0 da c5 3f 20 1 83 cb c3 47 8d 3f 5e 2f f1 cd 38 d3 e2 3f 8a 3d 51 d 20 25 93 bf 7 67 97 e6 e4 d0 c5 3f 7a 10 58 ee c7 c8 89 3f db b4 11 95 ed a2 e3 3f c3 81 fd 25 4b da 94 bf 81 8e 6 a8 67 c6 e5 bf 25 e0 f8 aa 59 75 87 3f 58 3a 32 5c a2 72 e4 3f e 53 d6 f3 c6 8a 96 bf 45 5d 3a 5f ff b9 c5 3f 6a 71 39 c1 23 cb 85 3f d6 bf 52 23 57 42 e5 3f 42 f6 88 b3 4e 31 98 bf f3 b9 4 e7 ea ab c5 3f 2 b7 86 3 b5 41 85 3f 53 45 73 ea b 12 e6 3f 82 a9 7b 5e 89 c6 99 bf 71 7f 2b 85 67 9c c5 3f 9d 19 e3 71 92 cf 86 3f a1 65 c9 46 1d f7 e6 3f 9c 7e 2a 38 5e 66 bb bf 21 f6 3b ae e9 89 c5 3f 77 bc e2 2f d6 2 8d 3f f0 85 1f a3 2e dc e7 3f 6d 14 1 71 ec d7 9c bf 16 d0 d8 d2 42 76 c5 3f 69 23 b7 97 98 cf 95 3f 3e a6 75 ff 3f c1 e8 3f 4b 7f 46 14 8 d 9e bf 3b 8d 93 b4 bb 61 c5 3f c7 9b 82 7a ce 9a a1 3f 8c c6 cb 5b 51 a6 e9 3f 65 80 e3 70 e4 fb 9e bf 97 5b d3 eb 96 4c cd 3f 70 de c3 e8 4c c3 ab 3f 24 b1 6f 10 f7 49 ea 3f f6 e 93 51 2 78 9f bf b4 8c a4 b5 3c 3d c5 3f 3 bf 37 5 ca 6f b2 3f bc 9b 13 c5 9c ed ea 3f 65 a2 13 87 e9 cb 9f bf 31 2 31 5c c4 2d c5 3f 9f a4 2d 67 d8 78 b7 3f 54 86 b7 79 42 91 eb 3f cb f8 73 4e 20 f6 9f bf 48 f5 18 7e 40 1e c5 3f bc d2 ad d4 34 a5 bc 3f ec 70 5b 2e e8 34 ec 3f fd f 85 2a 1 f4 9f bf 51 ed 6d 79 c3 e c5 3f 20 4f 85 8c 74 c9 c0 3f cc 6b 68 63 84 c2 ec 3f fb 68 ff 8e e6 ca 9f bf 8d 51 5d c3 70 1 c5 3f de a7 20 c c1 aa c2 3f ad 66 75 98 20 50 ed 3f 5d 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1b 64 87 3f f9 32 78 56 32 7e e4 3f ce 13 71 5 30 9e 96 bf a3 7b 97 72 a6 da c5 3f d1 4f 58 15 50 c4 85 3f 2c 3 71 a2 26 4d e5 3f 6f 8 61 76 d4 43 98 bf 9a 66 b4 13 63 cc c5 3f ae f8 e8 46 f3 4b 85 3f 60 d3 69 ee 1a 1c e6 3f 4e b0 f7 21 dc d7 99 bf ce 62 79 cc b4 bc c5 3f 8c 67 57 a0 24 f8 86 3f 41 9a 88 77 ea fe e6 3f 99 d4 e4 45 84 73 9b bf 82 40 fb ba 2a aa c5 3f 1a 59 c8 d0 5a 57 8d 3f 22 61 a7 0 ba e1 e7 3f d 15 56 55 32 e1 9c bf 39 71 89 c2 7e 96 c5 3f 9 7 55 a4 67 10 96 3f 2 28 c6 89 89 c4 e8 3f bc 37 b7 9d 20 13 9e bf 16 11 0 c5 f7 81 c5 3f 51 4 df c8 41 c1 a1 3f e3 ee e4 12 59 a7 e9 3f 9a a5 98 d8 d2 ff 9e bf fc 82 9a 9e d6 6c c5 3f 9c 4e 57 38 5a e5 ab 3f af cf b6 7c 38 4b ea 3f 53 3b 3c 26 52 7c 9f bf d7 b1 2f 8b 53 5d c5 3f 21 ae 3a db 16 8a b2 3f 7c b0 88 e6 17 ef ea 3f d 92 d7 9b 5f d0 9f bf 13 ba 9b 58 b2 4d c5 3f 45 98 8a 8a 31 9d b7 3f 48 91 5a 50 f7 92 eb 3f 48 2b 88 c7 7f fa 9f bf d0 b ee c5 5 3e c5 3f df 18 bf 62 54 d3 bc 3f 14 72 2c ba d6 36 ec 3f c4 8a 5 92 3 f8 9f bf 70 94 2b 52 60 2e c5 3f 18 58 b9 e7 bd e4 c0 3f be a9 43 e9 f0 c3 ec 3f c3 4 4a e5 9c ce 9f bf 84 bc ad f6 fb 20 c5 3f a7 13 37 db 8e c6 c2 3f 67 e1 5a 18 b 51 ed 3f 16 aa c7 1f d7 7b 9f bf b 5b 80 8d b9 13 c5 3f fd 9e c1 f0 42 49 c4 3f 10 19 72 47 25 de ed 3f e8 c7 be 8f 66 f8 9e bf 6c 1 80 74 aa 6 c5 3f d7 31 17 d1 89 4e c5 3f ba 50 89 76 3f 6b ee 3f 5f b0 e7 2b 9e 39 9e bf e6 fe 15 18 e5 f9 c4 3f 9d ac f5 a2 f bf c5 3f fe 4b a 95 6f d0 ee 3f 2e 63 f4 7c 1c 84 9d bf 66 fa dc 78 fa f0 c4 3f 94 1f 86 83 a8 ae c5 3f 43 47 8b b3 9f 35 ef 3f a 91 b1 80 f8 a0 9c bf d2 fd 53 9c 54 e8 c4 3f 60 af f de 12 52 c5 3f 88 42 c d2 cf 9a ef 3f 81 f4 ec b2 c9 86 9b bf d2 36 98 67 8 e0 c4 3f a1 df 8a f1 76 b5 c4 3f cc 3d 8d f0 ff ff ef 3f 37 11 d6 13 74 2a 9a bf ad 1c 5b 78 32 d8 c4 3f ee 8b de d0 d2 ea c3 3f 0 0 29 0 0 0 0 0 0 0 0 0 4a b 9e 20 ac 29 9a bf 17 8d a4 87 9f dc c4 3f e1 4f 2a 55 2d ee c3 3f 0 0 0 0 0 0 3e 40 ec 51 b8 1e 85 eb b1 bf a d7 a3 70 3d a a7 3f 0 0 0 0 0 0 64 40 0 0 0 0 0 0 20 40 5a 64 3b df 4f 8d a7 bf fa 7e 6a bc 74 93 78 3f fc e0 db 74 5b db 98 bf 79 e9 26 31 8 ac 6c 3f 39 b4 c8 76 be 9f 7a 3f cd cc cc cc cc cc ec 3f 23 db f9 7e 6a bc a4 3f 70 81 d4 6f 75 53 c6 3f 9d da b 35 ff 7b 8a 3f da d1 13 45 22 69 98 bf 1a 95 3a ee 12 d5 c4 3f 6c 77 dc d0 4d fe c2 3f 9d da b 35 ff 7b 9a 3f b b1 d 71 f1 4b 96 bf 8c dd d6 ea 73 ce c4 3f d8 5e d3 b6 73 5 c2 3f f6 e3 c8 67 ff dc a3 3f 96 74 b3 b0 d2 d9 93 bf a8 33 79 51 16 c9 c4 3f 98 e9 94 25 60 10 c1 3f 9d da b 35 ff 7b aa 3f 20 d7 e8 88 3e 30 91 bf ec 83 87 ad 5c c5 c4 3f ed 7f 83 f5 2d 25 c0 3f 58 91 5a 22 63 17 b3 3f b2 bc 27 b0 15 ff 88 bf f2 30 c8 38 ec c3 c4 3f d6 81 a0 cd 9b 44 bd 3f 62 35 2f aa c6 f0 b8 3f ce a1 50 27 e9 e8 80 bf db 18 63 86 f5 c9 c4 3f a 8b 66 b7 83 86 ba 3f 6b d9 3 32 2a ca be 3f d3 22 65 dd e 6a 75 bf 77 f3 63 b3 58 d7 c4 3f 8e 6 9a d3 23 a b8 3f ba 3e ec dc c6 51 c2 3f fa f9 6 44 9f 3e 69 bf de 1a 40 8b d7 ea c4 3f 3 b8 66 ab 6c c9 b5 3f fc 37 76 2 2d 35 c7 3f be 88 5 46 5a 45 51 bf b1 df f4 89 98 14 c5 3f 2 d2 21 28 8d 7b b2 3f 3d 31 0 28 93 18 cc 3f 32 ba e3 6b b6 43 3e bf 20 51 fb d7 c9 43 c5 3f e9 45 3f 89 f6 5b af 3f 3f 15 c5 a6 fc 7d d0 3f 19 6e 8f 48 fd cc 4b bf 66 13 e4 f7 f4 72 c5 3f 6f 69 a1 c5 77 9a aa 3f e0 11 8a b9 af ef d2 3f f 5e 6f 25 87 46 5f bf 1d ae ce c7 5c 9e c5 3f 9b 88 d1 3b 98 91 a6 3f 34 fe 35 a7 92 ab d5 3f 6f 9 e0 ea 50 df 6d bf d4 24 d7 39 87 c7 c5 3f 46 c d 3d b5 c6 a2 3f 87 ea e1 94 75 67 d8 3f 83 fe 7c ef a3 b0 77 bf 8d 38 d5 1b 22 e7 c5 3f 85 33 71 7d 8 3e 9f 3f da d6 8d 82 58 23 db 3f 6b 18 62 a9 62 c6 80 bf 77 40 a3 37 74 fc c5 3f a6 38 62 60 2f fe 99 3f 2e c3 39 70 3b df dd 3f b7 fb 57 e0 4 14 86 bf 55 a4 4 6d a0 7 c6 3f 86 f 76 c9 73 a0 95 3f 23 b7 ef c6 e9 da df 3f f4 50 d7 9c 50 16 8a bf 2e e4 83 d3 c5 9 c6 3f 22 b4 3c ea f5 ed 92 3f 8c d5 d2 e 4c eb e0 3f 2 11 aa 9d db 30 8e bf bf 23 ae 2 55 7 c6 3f e3 3d cc 81 5e 93 90 3f 86 cf 2d 3a 23 e9 e1 3f ed f8 63 70 b4 2d 91 bf f6 5c f0 59 bd 0 c6 3f f2 c4 a 20 5e 12 8d 3f 81 c9 88 65 fa e6 e2 3f f9 8 f9 b6 ac 46 93 bf 1b d4 ba b2 74 f6 c5 3f dd 2c 8b 97 e1 9c 89 3f e6 68 31 ee 88 b5 e3 3f 7a 64 d2 44 b7 fa 94 bf ea 9c b9 c5 af eb c5 3f f3 f7 29 86 8f 56 87 3f 4b 8 da 76 17 84 e4 3f f9 54 e0 a2 bd a9 96 bf 4a c4 94 dd 7 df c5 3f d2 1f 31 ec 50 bd 85 3f b0 a7 82 ff a5 52 e5 3f 4f 64 81 ab 64 4e 98 bf 2 c9 e 30 bb d0 c5 3f 5c b9 14 a a1 4f 85 3f 15 47 2b 88 34 21 e6 3f d c 9d f3 41 e1 99 bf 7a fd d6 58 6 c1 c5 3f 6d 48 19 5b 13 f 87 3f 2e f3 29 5b e5 2 e7 3f 2a 9f ac d5 56 7a 9b bf f4 e1 9a a2 86 ae c5 3f 3c 4a c4 30 63 83 8d 3f 48 9f 28 2e 96 e4 e7 3f 52 13 3f a6 99 e5 9c bf 53 cc 66 fe e8 9a c5 3f 5f 8f 4c aa c9 31 96 3f 62 4b 27 1 47 c6 e8 3f 6f 61 37 20 86 15 9e bf fa ab 2c 3a 73 86 c5 3f e4 a8 f3 26 e4 d2 a1 3f 7b f7 25 d4 f7 a7 e9 3f 24 88 a0 83 cd 0 9f bf 31 b2 9f 39 65 71 c5 3f 98 3d 53 b6 82 f0 ab 3f 8e 52 b7 5c f0 4b ea 3f 37 e5 12 d5 47 7d 9f bf 8d 64 16 94 da 61 c5 3f 65 f6 fc 89 fa 91 b2 3f a2 ad 48 e5 e8 ef ea 3f 59 a6 9c d4 3e d1 9f bf c1 47 ab d9 31 52 c5 3f 2d 97 11 4c 53 a7 b7 3f b5 8 da 6d e1 93 eb 3f 68 22 2f 25 35 fb 9f bf 8a 5b c2 d3 7d 42 c5 3f c5 1c 3c dd 58 df bc 3f c8 63 6b f6 d9 37 ec 3f 70 8c 22 91 78 f8 9f bf 71 1a da a d1 32 c5 3f ab a6 37 f4 5a eb c0 3f c4 67 2e fb b0 c4 ec 3f 6a f 7d 3d e8 ce 9f bf 8d 10 fe ea 6e 25 c5 3f 67 5f ab e8 3f cc c2 3f bf 6b f1 ff 87 51 ed 3f 62 63 99 c1 12 7c 9f bf c4 1e 7b b5 2e 18 c5 3f cd f6 58 f2 20 4e c4 3f ba 6f b4 4 5f de ed 3f b9 d 53 74 af f8 9e bf 33 71 f9 b7 21 b c5 3f d3 3f 6a 4a d5 52 c5 3f b6 73 77 9 36 6b ee 3f 79 df 71 c 18 3a 9e bf 86 9c 74 47 5e fe c4 3f 16 a9 17 16 22 c3 c5 3f 3c e6 3c 83 68 d0 ee 3f 92 27 85 ad 6f 84 9d bf df 89 a2 74 70 f5 c4 3f bd 80 cc 9c b1 b2 c5 3f c1 58 2 fd 9a 35 ef 3f 85 36 9c cd f a1 9c bf e1 92 52 78 c7 ec c4 3f c2 af 88 f8 f4 55 c5 3f 46 cb c7 76 cd 9a ef 3f cf 9f 42 a6 86 86 9b bf 6 55 7e 43 78 e4 c4 3f fd ad b1 10 1b b9 c4 3f cc 3d 8d f0 ff ff ef 3f 4a b 9e 20 ac 29 9a bf 17 8d a4 87 9f dc c4 3f e1 4f 2a 55 2d ee c3 3f 0 0 29 0 0 0 0 0 0 0 0 0 35 34 68 93 e4 28 9a bf d7 1e 43 a c e1 c4 3f 2 63 c3 f4 89 f1 c3 3f 0 0 0 0 0 0 3e 40 ec 51 b8 1e 85 eb b1 bf a d7 a3 70 3d a a7 3f 0 0 0 0 0 0 64 40 0 0 0 0 0 0 20 40 5a 64 3b df 4f 8d a7 bf fa 7e 6a bc 74 93 78 3f 22 85 f3 c4 23 db 98 bf 79 e9 26 31 8 ac 6c 3f 39 b4 c8 76 be 9f 7a 3f cd cc cc cc cc cc ec 3f 23 db f9 7e 6a bc a4 3f ef f1 7 94 f6 53 c6 3f 9d da b 35 ff 7b 8a 3f ef 71 ec e 9f 67 98 bf 5b 4d 7d 6 7d d9 c4 3f d1 fb 0 e2 63 1 c3 3f 9d da b 35 ff 7b 9a 3f 77 a9 5 ce 75 49 96 bf 4e 61 13 24 dc d2 c4 3f 38 e2 9b 7 4c 8 c2 3f f6 e3 c8 67 ff dc a3 3f b7 69 bb 12 34 d6 93 bf 90 e9 14 84 7d cd c4 3f 28 ba 9c 41 4 13 c1 3f 9d da b 35 ff 7b aa 3f a6 cb 72 5f 88 2b 91 bf b2 e7 47 c c4 c9 c4 3f f1 c5 da 1b a6 27 c0 3f 58 91 5a 22 63 17 b3 3f 94 95 d6 e4 bb f2 88 bf d6 95 e 71 57 c8 c4 3f 44 45 7c b5 1 49 bd 3f 62 35 2f aa c6 f0 b8 3f fc 9e c2 cd 84 db 80 bf 6d f5 e7 b8 68 ce c4 3f 97 c7 c 58 71 8a ba 3f 6b d9 3 32 2a ca be 3f 39 a6 ed 71 4b 4e 75 bf fa 2 9c 57 d6 db c4 3f 46 5e 5a e5 a4 d b8 3f ba 3e ec dc c6 51 c2 3f 1d 12 d 5a e3 9 69 bf f4 bf 1f f0 61 ef c4 3f cc 6c 3 1a 8d cc b5 3f fc 37 76 2 2d 35 c7 3f bb 84 ca 4a 90 e6 50 bf 6b 49 ef 93 37 19 c5 3f ff a3 92 2 23 7e b2 3f 3d 31 0 28 93 18 cc 3f b6 4e 3c d8 1c f3 3c bf b3 80 9e 56 7b 48 c5 3f 62 31 3d 24 3b 60 af 3f 3f 15 c5 a6 fc 7d d0 3f ae 85 bd 3 b6 3a 4b bf 69 31 96 21 b6 77 c5 3f 5f 91 a3 eb fd 9d aa 3f e0 11 8a b9 af ef d2 3f e8 78 93 93 37 6 5f bf f5 21 f1 8b 29 a3 c5 3f e7 c5 e9 28 7f 94 a6 3f 34 fe 35 a7 92 ab d5 3f d0 1e d4 fd 4 c4 6d bf 48 f7 f2 d5 5d cc c5 3f 73 28 50 12 c c9 a2 3f 87 ea e1 94 75 67 d8 3f db 63 41 aa 2 a5 77 bf a2 ff 6e 29 fe eb c5 3f a7 b0 e5 be ca 41 9f 3f da d6 8d 82 58 23 db 3f 85 8c 1f e2 80 c1 80 bf 38 e7 6 88 52 1 c6 3f 55 dc f8 ca 34 1 9a 3f 2e c3 39 70 3b df dd 3f ad ac f1 fa f0 f 86 bf 10 ad 1c a4 7d c c6 3f aa a2 53 cf e2 a2 95 3f 23 b7 ef c6 e9 da df 3f 57 ce 11 81 ca 12 8a bf 82 31 8d b3 a0 e c6 3f 57 0 dc f9 3 f0 92 3f 8c d5 d2 e 4c eb e0 3f 7c 47 c6 dc d7 2d 8e bf a1 35 3b 53 2c c c6 3f c1 b5 15 38 1e 95 90 3f 86 cf 2d 3a 23 e9 e1 3f dc f1 f3 31 72 2c 91 bf f2 60 c4 26 90 5 c6 3f ef 2b 7c 64 44 15 8d 3f 81 c9 88 65 fa e6 e2 3f e5 40 52 6e a6 45 93 bf a2 40 e8 24 42 fb c5 3f e2 1e 2a db 8b 9f 89 3f e6 68 31 ee 88 b5 e3 3f b a4 3b 53 e4 f9 94 bf 8 d6 68 5c 78 f0 c5 3f f7 75 fc e8 6a 58 87 3f 4b 8 da 76 17 84 e4 3f f5 17 9a be 1b a9 96 bf 7e 8b b9 38 cb e3 c5 3f 40 27 e4 c5 dc be 85 3f b0 a7 82 ff a5 52 e5 3f a 5b 9b 71 f4 4d 98 bf 8a d4 92 1 79 d5 c5 3f cc f5 6e ae 56 50 85 3f 15 47 2b 88 34 21 e6 3f 9c 66 af 1 9 e1 99 bf 83 54 3e 5e be c5 c5 3f 1c 18 36 97 3f d 87 3f 2e f3 29 5b e5 2 e7 3f 1a e8 9b fb 4a 7a 9b bf 60 d6 f2 1e 38 b3 c5 3f e9 39 5b ff df 83 8d 3f 48 9f 28 2e 96 e4 e7 3f 22 d5 de a9 be e5 9c bf ee 5b ba c2 93 9f c5 3f 7 3e ae cb cc 31 96 3f 62 4b 27 1 47 c6 e8 3f 94 f3 ea 2d d5 15 9e bf 91 3 75 29 17 8b c5 3f b2 18 da 2e f0 d3 a1 3f 7b f7 25 d4 f7 a7 e9 3f 80 91 5a 6 3c 1 9f bf cf 42 7e 42 2 76 c5 3f 56 e9 d 8e 70 f3 ab 3f 8e 52 b7 5c f0 4b ea 3f ca ac 54 86 c8 7d 9f bf f8 3a f0 93 72 66 c5 3f 1d b1 7e 5a 60 94 b2 3f a2 ad 48 e5 e8 ef ea 3f c0 92 bc 52 cd d1 9f bf 1c 4c 13 cf c4 56 c5 3f 6b 90 f2 8e d1 aa b7 3f b5 8 da 6d e1 93 eb 3f 49 33 94 d7 cd fb 9f bf 4f 3f bd be b 47 c5 3f 90 7f 39 b2 ff e3 bc 3f c8 63 6b f6 d9 37 ec 3f d3 20 f bd 16 f9 9f bf d4 30 8b ee 59 37 c5 3f 8a 7e 7c 1e 43 ee c0 3f c4 67 2e fb b0 c4 ec 3f a 1b bb 73 87 cf 9f bf 3e be 41 7e f3 29 c5 3f 62 cf 74 aa 9a cf c2 3f bf 6b f1 ff 87 51 ed 3f 51 cf 84 59 ac 7c 9f bf bc 74 1 fe ae 1c c5 3f 0 48 81 e8 dd 51 c4 3f ba 6f b4 4 5f de ed 3f c6 da b0 ec 39 f9 9e bf 5a 60 d2 bc 9d f c5 3f 29 2c 1f 91 d4 56 c5 3f b6 73 77 9 36 6b ee 3f 14 f9 f8 81 83 3a 9e bf 14 63 54 15 d6 2 c5 3f eb a6 a2 70 38 c7 c5 3f 3c e6 3c 83 68 d0 ee 3f 7 93 c6 53 b5 84 9d bf a5 17 73 48 e5 f9 c4 3f cd a1 cd d2 b8 b6 c5 3f c1 58 2 fd 9a 35 ef 3f e4 77 50 f5 1b a1 9c bf 4d 58 c4 63 39 f1 c4 3f 2c af b9 4c d3 59 c5 3f 46 cb c7 76 cd 9a ef 3f 7b ce 6c e1 3c 86 9b bf db b5 2e 63 e7 e8 c4 3f 5e 7b 2e 13 bd bc c4 3f cc 3d 8d f0 ff ff ef 3f 35 34 68 93 e4 28 9a bf d7 1e 43 a c e1 c4 3f 2 63 c3 f4 89 f1 c3 3f 0 0 29 0 0 0 0 0 0 0 0 0 8b 2 c2 6f 1d 28 9a bf ce 99 46 62 78 e5 c4 3f 7d f9 da 6a e7 f4 c3 3f 0 0 0 0 0 0 3e 40 ec 51 b8 1e 85 eb b1 bf a d7 a3 70 3d a a7 3f 0 0 0 0 0 0 64 40 0 0 0 0 0 0 20 40 5a 64 3b df 4f 8d a7 bf fa 7e 6a bc 74 93 78 3f 21 29 c1 3c ec da 98 bf 79 e9 26 31 8 ac 6c 3f 39 b4 c8 76 be 9f 7a 3f cd cc cc cc cc cc ec 3f 23 db f9 7e 6a bc a4 3f ac 62 e1 86 77 54 c6 3f 9d da b 35 ff 7b 8a 3f c 55 c9 50 1c 66 98 bf 81 14 35 f4 e6 dd c4 3f be e5 52 bc 7a 4 c3 3f 9d da b 35 ff 7b 9a 3f 97 ed ee e fa 46 96 bf 2a 11 de 32 44 d7 c4 3f 6 e cd 22 25 b c2 3f f6 e3 c8 67 ff dc a3 3f 48 49 60 cd 94 d2 93 bf 11 3d f8 8a e4 d1 c4 3f 2a 51 40 7d a9 15 c1 3f 9d da b 35 ff 7b aa 3f 19 17 d8 3c c8 26 91 bf 62 12 d9 36 2b ce c4 3f 90 91 47 c9 1e 2a c0 3f 58 91 5a 22 63 17 b3 3f b9 92 63 6e 5d e6 88 bf e1 fc b5 66 c2 cc c4 3f 30 d2 f4 77 69 4d bd 3f 62 35 2f aa c6 f0 b8 3f 8e 0 ce fa f6 cd 80 bf 3c 9c 5 b4 db d2 c4 3f 50 f8 dd e 60 8e ba 3f 6b d9 3 32 2a ca be 3f 3b 8f b8 4d d 33 75 bf 2e 6d 3 4b 54 e0 c4 3f 93 71 e1 92 27 11 b8 3f ba 3e ec dc c6 51 c2 3f 1a 5f 59 5b 65 d5 68 bf c7 64 db 3b ec f3 c4 3f 1b 2d 46 1b af cf b5 3f fc 37 76 2 2d 35 c7 3f 4e 6a 50 f0 bb 87 50 bf 67 d4 e8 84 d6 1d c5 3f c2 3 b3 c9 b9 80 b2 3f 3d 31 0 28 93 18 cc 3f f0 c 1d 93 f8 a3 3b bf b5 b9 eb cf 2c 4d c5 3f 98 e6 5c d3 81 64 af 3f 3f 15 c5 a6 fc 7d d0 3f a2 52 5a 9a f4 a7 4a bf 48 a e7 fd 76 7c c5 3f 12 26 e6 45 85 a1 aa 3f e0 11 8a b9 af ef d2 3f f0 8d 24 6f 3a c6 5e bf 9f 11 f9 69 f6 a7 c5 3f ff 30 5b 7 68 97 a6 3f 34 fe 35 a7 92 ab d5 3f 52 f2 35 30 b3 a8 6d bf 41 ca bb 38 34 d1 c5 3f b6 f0 94 c5 63 cb a2 3f 87 ea e1 94 75 67 d8 3f 39 d2 55 7a 69 99 77 bf 25 1f f5 29 da f0 c5 3f 44 30 6e 4c 8f 45 9f 3f da d6 8d 82 58 23 db 3f 95 c3 b0 24 9e bc 80 bf 19 48 c8 9c 30 6 c6 3f 72 f2 19 71 3b 4 9a 3f 2e c3 39 70 3b df dd 3f ab fd 18 7a df b 86 bf 3f a7 b6 b7 5a 11 c6 3f 5b 41 bc c4 4f a5 95 3f 23 b7 ef c6 e9 da df 3f 98 19 30 72 44 f 8a bf 8b a 49 67 7b 13 c6 3f 31 66 e6 c6 13 f2 92 3f 8c d5 d2 e 4c eb e0 3f 7b 10 e3 58 d5 2a 8e bf df 7f d8 7b 3 11 c6 3f 7d 92 f9 1b dd 96 90 3f 86 cf 2d 3a 23 e9 e1 3f ad 2e 3e eb 2f 2b 91 bf de 72 67 c7 62 a c6 3f f0 52 c f2 31 18 8d 3f 81 c9 88 65 fa e6 e2 3f fd 6b 5c 8d a1 44 93 bf 81 56 59 6b f 0 c6 3f 54 9a 67 ef f0 a1 89 3f e6 68 31 ee 88 b5 e3 3f b2 7b 5d 2 11 f9 94 bf c6 1d 5b c7 40 f5 c5 3f 7c 67 b1 d1 5c 5a 87 3f 4b 8 da 76 17 84 e4 3f b9 7b bc 17 7a a8 96 bf 55 52 c6 68 8e e8 c5 3f c 7d 4c 7c 4a c0 85 3f b0 a7 82 ff a5 52 e5 3f 9d 0 7a a8 84 4d 98 bf 94 1d df a7 36 da c5 3f 5d 48 6d 83 27 51 85 3f 15 47 2b 88 34 21 e6 3f fa f2 5 bd ca e0 99 bf 85 56 ed 3a 76 ca c5 3f 15 5 7c 20 68 d 87 3f 2e f3 29 5b e5 2 e7 3f 5e 94 fa f8 40 7a 9b bf 12 c9 d8 6f e9 b7 c5 3f 6 50 7a 67 98 83 8d 3f 48 9f 28 2e 96 e4 e7 3f a1 a3 59 86 e4 e5 9c bf 27 22 c 5c 3e a4 c5 3f c3 d8 df 8a 1e 32 96 3f 62 4b 27 1 47 c6 e8 3f 29 a6 a0 a7 23 16 9e bf d9 d3 dd ed ba 8f c5 3f c2 67 a8 fb 4 d5 a1 3f 7b f7 25 d4 f7 a7 e9 3f 99 aa b8 95 aa 1 9f bf 38 3c a6 20 9f 7a c5 3f 5c b0 d4 a7 5c f6 ab 3f 8e 52 b7 5c f0 4b ea 3f 29 2 1e f 49 7e 9f bf ab cc 4c 69 a 6b c5 3f 88 85 8d c8 c6 96 b2 3f a2 ad 48 e5 e8 ef ea 3f 28 65 1b ca 5b d2 9f bf 63 87 f4 99 57 5b c5 3f d4 bd 41 5c 4f ae b7 3f
  F filt __lc O LC
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
  F filt __lc LC LC
   from=1,1 to=500,500 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 0
   relclass=5: 0
   relclass=6: 0
   relclass=7: 0
   spec= 1 3 13 1 12 4 8 7
  F filt __ep O EP
   from=1,1 to=500,500 step=1,1
   n=7
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 0
   relclass=4: 0
   relclass=5: 0
   relclass=6: 0
   spec= 1 3 13 6 3 8 7
  p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.1
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   win=980 724 20 1601 1201 0
  p __lc.h p
   fields=28
    field0 dim=201 0 0.005 0.01 0.015 0.02
      0.025 0.03 0.035 0.04 0.045
      0.05 0.055 0.06 0.065 0.07
      0.075 0.08 0.085 0.09 0.095
      0.1 0.105 0.11 0.115 0.12
      0.125 0.13 0.135 0.14 0.145
      0.15 0.155 0.16 0.165 0.17
      0.175 0.18 0.185 0.19 0.195
      0.2 0.205 0.21 0.215 0.22
      0.225 0.23 0.235 0.24 0.245
      0.25 0.255 0.26 0.265 0.27
      0.275 0.28 0.285 0.29 0.295
      0.3 0.305 0.31 0.315 0.32
      0.325 0.33 0.335 0.34 0.345
      0.35 0.355 0.36 0.365 0.37
      0.375 0.38 0.385 0.39 0.395
      0.4 0.405 0.41 0.415 0.42
      0.425 0.43 0.435 0.44 0.445
      0.45 0.455 0.46 0.465 0.47
      0.475 0.48 0.485 0.49 0.495
      0.5 0.505 0.51 0.515 0.52
      0.525 0.53 0.535 0.54 0.545
      0.55 0.555 0.56 0.565 0.57
      0.575 0.58 0.585 0.59 0.595
      0.6 0.605 0.61 0.615 0.62
      0.625 0.63 0.635 0.64 0.645
      0.65 0.655 0.66 0.665 0.67
      0.675 0.68 0.685 0.69 0.695
      0.7 0.705 0.71 0.715 0.72
      0.725 0.73 0.735 0.74 0.745
      0.75 0.755 0.76 0.765 0.77
      0.775 0.78 0.785 0.79 0.795
      0.8 0.805 0.81 0.815 0.82
      0.825 0.83 0.835 0.84 0.845
      0.85 0.855 0.86 0.865 0.87
      0.875 0.88 0.885 0.89 0.895
      0.9 0.905 0.91 0.915 0.92
      0.925 0.93 0.935 0.94 0.945
      0.95 0.955 0.96 0.965 0.97
      0.975 0.98 0.985 0.99 0.995
      1
    field1 dim=1 1608
    field2 dim=603 -0.0299645690567461 0.0127268707772234 0.0602700703381105 -0.0299461885821873 0.0127067920526693
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      -0.0298726666839521 0.0126264771544528 0.0691467338944608 -0.0298542862093933 0.0126063984298987
      0.0709220666057308 -0.0298049504414334 0.0125869071312896 0.0723381051080565 -0.0297436748587059
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      0.0774479233859831 -0.029498572527796 0.0124905835231571 0.0787253779554648 -0.0294170868030589
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      0.0814899162407763 -0.0289896243550433 0.0123999997636449 0.082086257120754 -0.0288827587430394
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      0.0829407371544386 -0.0283031573558841 0.0123160108272772 0.0828299570488446 -0.0281482218503908
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      -0.0280485651893965 0.0132292760357783 0.0182611139712987 -0.0281946261894076 0.0132110710077815
      0.0191726656176944 -0.0283183519058116 0.01319182704412 0.0204277113687025 -0.0284420776222157
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      -0.0286895290550238 0.0131340951531357 0.0241928486217267 -0.0288132547714279 0.0131148511894742
      0.0254478943727348 -0.028936980487832 0.0130956072258128 0.0267029401237429 -0.0290303717113752
      0.0130755871836421 0.0283447928370728 -0.0291214050314778 0.0130555068168043 0.0300167120977994
      -0.0292124383515803 0.0130354264499665 0.031688631358526 -0.0293034716716828 0.0130153460831286
      0.0333605506192526 -0.0293945049917853 0.0129952657162908 0.0350324698799792 -0.0294855383118879
      0.0129751853494529 0.0367043891407059 -0.0295531707889281 0.0129548497271253 0.0385576295497614
      -0.0296081765945068 0.0129343763735544 0.0405087075693197 -0.0296631824000855 0.0129139030199834
      0.0424597855888781 -0.0297181882056643 0.0128934296664125 0.0444108636084364 -0.029773194011243
      0.0128729563128416 0.0463619416279949 -0.0298281998168217 0.0128524829592707 0.0483130196475532
      -0.0298699682554492 0.0128320122905423 0.0502806655610021 -0.0298893109266568 0.0128115461702754
      0.0522763795741266 -0.0299086535978644 0.0127910800500084 0.054272093587251 -0.029927996269072
      0.0127706139297415 0.0562678076003755 -0.0299473389402796 0.0127501478094746 0.0582635216135
      -0.0299666816114871 0.0127296816892076 0.0602592356266244
    field3 dim=1 4824
    field4 dim=3 -0.0299645690567461 0.0127268707772234 0.0602700703381105
    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   win=1359 34 42 1601 1201 0
  p _integr1.h _slv
   fields=10
    field2 dim=1 0.159277540005921
    field3 dim=1 0.01
    field4 dim=1 0.00427754000592101
    field5 dim=1 1e-05
    field6 dim=1 1
    field7 dim=1 1e-05
    field8 dim=1 0.001
    field9 dim=1 20
   expr=0
   win=908 526 9 1601 1201 0
  p __o.h _slv
   fields=6
    field0 dim=0
    field1 dim=1 0
    field2 dim=3 -0.0299645690567461 0.0127268707772234 0.0602700703381105
    field3 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field4 dim=8 0 0 0 0 0
      0 0 0
    field5 unique=0 selected=0
   expr=0
   win=9 117 0 1601 1201 1
  p _integr1.h
   fields=10
    field2 dim=1 1000
    field3 dim=1 0.0001
    field4 dim=1 0.0008
    field5 dim=1 0
    field6 dim=1 0.02
    field7 dim=1 1e-08
    field8 dim=1 0
    field9 dim=1 0
   expr=0
   win=1193 159 10 1601 1201 0
  p __o.h
   fields=6
    field0 dim=0
    field1 dim=1 35.0695000000161
    field2 dim=3 -0.0303429442007874 0.0809961930211392 0.0650514042947185
    field3 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0277062450476989 0.0035 0.0073
      0.25 0.0405 -0.0277057
    field4 dim=8 0 0 3 0 0
      0 0 0
    field5 unique=0 selected=0
   expr=0
   win=1274 10 35 1601 1201 0
  p __lc.h pd
   fields=28
    field0 dim=121 0 0.0163377183472387 0.0326754366944774 0.0490131550417161 0.0653508733889548
      0.0833625736962232 0.101374274003492 0.11938597431076 0.137397674618028 0.157287121942155
      0.177176569266282 0.197066016590409 0.216955463914535 0.231463674825312 0.245971885736089
      0.260480096646866 0.274988307557643 0.284972973021625 0.294957638485607 0.30494230394959
      0.314926969413572 0.324643913452839 0.334360857492107 0.344077801531374 0.353794745570642
      0.360719194992026 0.36764364441341 0.374568093834795 0.381492543256179 0.388247415452941
      0.395002287649703 0.401757159846465 0.408512032043226 0.414844002365398 0.421175972687569
      0.427507943009741 0.433839913331913 0.444434741807162 0.455029570282412 0.465624398757662
      0.476219227232912 0.486697297171731 0.497175367110551 0.507653437049371 0.518131506988191
      0.531889841431118 0.545648175874044 0.559406510316971 0.573164844759898 0.58672750991257
      0.600290175065241 0.613852840217913 0.627415505370585 0.637611561016206 0.647807616661828
      0.658003672307449 0.668199727953071 0.675422625917316 0.68264552388156 0.689868421845805
      0.69709131981005 0.702224040700172 0.707356761590295 0.712489482480418 0.71762220337054
      0.721297848859101 0.724973494347662 0.728649139836223 0.732324785324785 0.735034021421614
      0.737743257518443 0.740452493615273 0.743161729712102 0.745301312399652 0.747440895087202
      0.749580477774752 0.751720060462302 0.753201016349249 0.754681972236196 0.756162928123143
      0.75764388401009 0.758795776313428 0.759947668616767 0.761099560920105 0.762251453223444
      0.763363007288172 0.764474561352901 0.765586115417629 0.766697669482358 0.768009653031544
      0.769321636580729 0.770633620129915 0.771945603679101 0.773853265053441 0.775760926427781
      0.777668587802121 0.779576249176461 0.783204233942166 0.786832218707872 0.790460203473577
      0.794088188239282 0.798210503425986 0.80233281861269 0.806455133799394 0.810577448986098
      0.816607270030189 0.822637091074281 0.828666912118372 0.834696733162464 0.843948776349944
      0.853200819537425 0.862452862724906 0.871704905912387 0.88605388771503 0.900402869517672
      0.914751851320315 0.929100833122958 0.946825633852063 0.964550434581167 0.982275235310271
      1.00000003603938
    field1 dim=1 968
    field2 dim=363 0.0231317723610636 0.373439800326513 0.167519897984621 0.0212906036015617 0.380172240128628
      0.150752302202785 0.0193717205164686 0.386303934729209 0.135663091649247 0.0173825374132005
      0.391785667945124 0.122084204632661 0.0153314887094477 0.396569788120731 0.109864410998646
      0.013009694869472 0.400984106193669 0.0978051160540375 0.0106370680190172 0.40445205020393
      0.0870695779529168 0.0082267549289061 0.406944865762106 0.0775124236997225 0.00579131336293965
      0.408454969937084 0.0690042511285754 0.00308629825094379 0.408999841927832 0.0606898547297713
      0.000376685735612652 0.408418792213083 0.0533773355202707 -0.00232922275477076 0.40679251071974
      0.0469459124091909 -0.00502782590828798 0.404221841316694 0.041289393935764 -0.00699237701866637
      0.401815520543083 0.0375981465653424 -0.00895621535802721 0.399011402916575 0.0342370842939839
      -0.0109232303530414 0.395853598159792 0.0311770056549045 -0.0128985549411565 0.392384509180201
      0.0283918439811679 -0.0142658775863748 0.389837191666311 0.0266229919893361 -0.0156418553595891
      0.387173849115874 0.0249677683438835 -0.0170280853348426 0.384406225713062 0.023422463707425
      -0.0184254768580776 0.381545471553736 0.0219869934305218 -0.0197958874752551 0.378682108386275
      0.0207022480615411 -0.0211746997084782 0.375750007319666 0.019545487434194 -0.0225576009866435
      0.372758217497898 0.0185606909260706 -0.0239370415218068 0.369715497067184 0.0178384874001318
      -0.0249119846800623 0.367520814859431 0.0175757700483727 -0.0258743533504999 0.365307644209475
      0.0176397255740809 -0.0268180007302719 0.363078961708222 0.0181932824654957 -0.0277360261898243
      0.360837656618361 0.0194701640366061 -0.028599921284571 0.358641760015189 0.0217102790361509
      -0.029425846187752 0.356439070020371 0.0252978983441961 -0.0302077866379387 0.354231997947567
      0.0306242415619087 -0.0309410053339682 0.352022788486133 0.0380581275550785 -0.0315812450155714
      0.349951793002519 0.0471923154069204 -0.0321748739021884 0.34788233069568 0.0585308809047293
      -0.0327223002412412 0.345815814330937 0.0720455301887401 -0.033225143431234 0.34375347560242
      0.0875844739257442 -0.0339740383474355 0.340314986697167 0.117424387862903 -0.0346201916464254
      0.336895356673846 0.150859106366072 -0.0351790402647651 0.333497797616563 0.186545319973641
      -0.0356646478238233 0.330124725831337 0.223360138796449 -0.0360847221853497 0.326814672990326
      0.260032995328226 -0.0364544880711636 0.323531672674639 0.296369149677486 -0.0367816117086319
      0.320276728437776 0.331946899142235 -0.0370722095703321 0.317050577090684 0.366479830241989
      -0.0374062446411675 0.312859088831908 0.409935461970606 -0.0376937811034317 0.308719094254365
      0.451032621622005 -0.0379407609261768 0.304631200989537 0.489660767155972 -0.0381512821630061
      0.300595786408616 0.525797571711778 -0.0383255770781745 0.296669348507318 0.55901630659528
      -0.0384680464706785 0.292794290064118 0.589911752600759 -0.0385785956546435 0.28897071560858
      0.61856396481106 -0.0386558123827697 0.28519870679598 0.645059503140224 -0.0386901962814477
      0.282397012866341 0.663609878828056 -0.0387021574151063 0.279624614646794 0.681022705871076
      -0.038688900612605 0.276881636827992 0.697325422933585 -0.0386465186119119 0.274168248382547
      0.712537260775193 -0.0385959803342734 0.272264101422644 0.722657839333847 -0.0385255705396706
      0.270375067188203 0.732232477922544 -0.0384319217239965 0.268501321231867 0.741252049742148
      -0.0383105847196205 0.266643079931944 0.74969829457849 -0.0382043371292203 0.265332142286517
      0.755335361918502 -0.038078359641784 0.264029327354301 0.760650654194916 -0.0379290675563827
      0.262734813671378 0.765620043118712 -0.0377517898343687 0.261448811468391 0.770209349004329
      -0.037604280322118 0.260533240166926 0.773236043954546 -0.0374363665415039 0.259622309879035
      0.776019262840257 -0.0372443074320853 0.258716183542282 0.778526789764849 -0.0370232675106108
      0.257815047945042 0.780715366797709 -0.0368381604036512 0.257154156314065 0.782090800635646
      -0.0366306447157573 0.256496235287437 0.783230582185684 -0.0363965580381936 0.255841438400441
      0.784094387348021 -0.0361305286132485 0.255189939988658 0.784629320393027 -0.0358933102336708
      0.254677889112065 0.784774120356547 -0.0356273500655541 0.254168182755282 0.784625980401684
      -0.0353268372383787 0.253660999388475 0.784127487486007 -0.0349841386715923 0.253156547695305
      0.783204664634383 -0.0347170103226569 0.252809100924232 0.7822684826659 -0.0344204880918915
      0.252463213423034 0.78104502092084 -0.0340889891260037 0.252119030355679 0.779488021706776
      -0.0337153206235752 0.251776716551603 0.777543162143428 -0.0333896141599783 0.251511875011875
      0.7757227396541 -0.0330271028203071 0.251248428170829 0.773598047497111 -0.0326205125663559
      0.25098653937557 0.771135962238048 -0.032160432202138 0.250726398426745 0.768304198141348
      -0.0316542126258378 0.250477250243047 0.765194878969807 -0.0310720704393628 0.250230264435421
      0.761698342397746 -0.030394021197229 0.249985838804095 0.757811961773472 -0.0295926126667361
      0.249744498897928 0.75355225799622 -0.0284358078198591 0.249464658355497 0.748099007696026
      -0.0269628753017001 0.249191983789015 0.742289951724618 -0.0250456831930274 0.24892952676733
      0.736256721083373 -0.0225262563586846 0.248682342950061 0.730125408873713 -0.0175504582002863
      0.248367956557196 0.721212266798423 -0.0114165441303306 0.24814922479084 0.712386188316216
      -0.00510003999176658 0.248079428330452 0.703666741942668 0.000726120490307788 0.248201192414891
      0.695055007338035 0.00982637863914695 0.248993408379272 0.678966195305204 0.0166435134450804
      0.250388285440294 0.663249810433807 0.0217148301198636 0.252184351864032 0.647897241812381
      0.0254879959555079 0.254227221798219 0.632900043281397 0.028624378093261 0.256724890767307
      0.616280265981114 0.0308692936411111 0.259334366470509 0.600096929462495 0.0324729476276437
      0.262008643643192 0.584338581257467 0.033611693967693 0.264719874804601 0.568994038855752
      0.034689728685562 0.26871915532744 0.54727198957867 0.0352942126409201 0.27273090423364
      0.526379216798742 0.0355905939682599 0.27673652754396 0.506284066759038 0.0356822850884954
      0.2807248058985 0.48695606842249 0.0355661467367684 0.286795323329931 0.458724446936275
      0.0352544215262866 0.292793005477135 0.432129592622418 0.034822170371627 0.298707869905076
      0.407076604710664 0.0343089841754377 0.304533204043345 0.383476066338592 0.0333988910144573
      0.313378788965535 0.349551540332222 0.0323823866410995 0.321980232827714 0.318628256548284
      0.0312771497619471 0.330321474568477 0.290440627212664 0.0300907298217759 0.338385542573047
      0.26474656340523 0.0285180944456722 0.347935903282495 0.236123492147627 0.0268311877816429
      0.356993854587862 0.210595149921274 0.0250340957355817 0.365512744230421 0.187826792949764
      0.0231317723610636 0.373439800326513 0.167519897984621
    field3 dim=1 2904
    field4 dim=3 0 0 0
    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0255917223207401 0.0035 0.0073
      0.25 0.0405 -0.02559
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.261436527687608
    field8 dim=1 1
    field9 dim=1 30
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 1 1 1
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      0 0 0
    field22 dim=1 0
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   win=1360 10 38 1601 1201 0
  p _integr2.h
   fields=30
    field2 dim=1 0.185
    field3 dim=1 0.0001
    field4 dim=1 0.001
    field5 dim=1 0
    field6 dim=1 0
    field7 dim=1 0
    field8 dim=1 0
    field9 dim=1 0
    field10 dim=1 0
    field11 dim=1 1e-08
    field12 dim=1 1e-09
    field13 dim=1 7
    field14 dim=1 0
    field15 dim=1 0
    field16 dim=1 0
    field17 dim=1 0
    field18 dim=1 0
    field19 dim=1 4
    field20 dim=1 4
    field21 dim=1 4
    field22 dim=1 4
    field23 dim=1 0
    field24 dim=1 0
    field25 dim=1 0
    field26 dim=1 0
    field27 dim=1 0
    field28 dim=1 0
    field29 dim=1 0
   expr=0
   win=930 581 10 1281 1025 0
  p __lc.h lc
   fields=28
    field0 dim=201 0 0.0102384218546172 0.0204768437092343 0.0307152655638515 0.0409536874184687
      0.0490751850460509 0.0571966826736331 0.0653181803012154 0.0734396779287976 0.0797723282204368
      0.086104978512076 0.0924376288037153 0.0987702790953545 0.103726923802838 0.108683568510322
      0.113640213217805 0.118596857925289 0.122487553973729 0.126378250022169 0.130268946070609
      0.134159642119049 0.137280581496258 0.140401520873467 0.143522460250676 0.146643399627886
      0.149074735410013 0.151506071192141 0.153937406974268 0.156368742756396 0.15838316615984
      0.160397589563284 0.162412012966728 0.164426436370173 0.166046676365326 0.16766691636048
      0.169287156355634 0.170907396350788 0.172264311935036 0.173621227519283 0.174978143103531
      0.176335058687778 0.177542407664976 0.178749756642174 0.179957105619372 0.181164454596569
      0.182154880711534 0.183145306826499 0.184135732941464 0.185126159056429 0.185885123453342
      0.186644087850255 0.187403052247167 0.18816201664408 0.188859600518161 0.189557184392243
      0.190254768266324 0.190952352140406 0.191523032768757 0.192093713397109 0.19266439402546
      0.193235074653812 0.193817956799401 0.194400838944991 0.194983721090581 0.19556660323617
      0.196176408360972 0.196786213485775 0.197396018610577 0.198005823735379 0.19874064973139
      0.199475475727401 0.200210301723411 0.200945127719422 0.201759590469911 0.202574053220401
      0.20338851597089 0.20420297872138 0.205262306867661 0.206321635013943 0.207380963160224
      0.208440291306505 0.209828039006908 0.21121578670731 0.212603534407713 0.213991282108116
      0.215747647948646 0.217504013789176 0.219260379629706 0.221016745470236 0.223138159129681
      0.225259572789127 0.227380986448573 0.229502400108019 0.232346928899487 0.235191457690955
      0.238035986482423 0.240880515273891 0.244496545711762 0.248112576149632 0.251728606587503
      0.255344637025373 0.259966101579465 0.264587566133557 0.269209030687649 0.273830495241741
      0.279837439306277 0.285844383370813 0.291851327435349 0.297858271499885 0.305719925491426
      0.313581579482966 0.321443233474507 0.329304887466047 0.33920500948092 0.349105131495793
      0.359005253510666 0.36890537552554 0.379938248736542 0.390971121947545 0.402003995158547
      0.41303686836955 0.42380367386022 0.434570479350889 0.445337284841559 0.456104090332229
      0.466482276667562 0.476860463002896 0.487238649338229 0.497616835673562 0.508525262056845
      0.519433688440129 0.530342114823412 0.541250541206695 0.552300586523651 0.563350631840607
      0.574400677157562 0.585450722474518 0.596859003456383 0.608267284438248 0.619675565420113
      0.631083846401978 0.641863709001204 0.65264357160043 0.663423434199655 0.674203296798881
      0.682842564200256 0.691481831601631 0.700121099003006 0.708760366404382 0.715337443768168
      0.721914521131955 0.728491598495742 0.735068675859529 0.740693510761421 0.746318345663313
      0.751943180565205 0.757568015467098 0.762552246699861 0.767536477932625 0.772520709165388
      0.777504940398151 0.782083758605985 0.786662576813818 0.791241395021651 0.795820213229485
      0.799694445916576 0.803568678603668 0.80744291129076 0.811317143977851 0.815739197455771
      0.820161250933692 0.824583304411612 0.829005357889532 0.833115705337642 0.837226052785751
      0.841336400233861 0.845446747681971 0.849517869261647 0.853588990841323 0.857660112420999
      0.861731234000675 0.867319967917866 0.872908701835057 0.878497435752248 0.884086169669439
      0.889962477658201 0.895838785646964 0.901715093635727 0.907591401624489 0.91392251015895
      0.920253618693411 0.926584727227871 0.932915835762332 0.940303301240334 0.947690766718335
      0.955078232196337 0.962465697674338 0.971849278623176 0.981232859572013 0.99061644052085
      1.00000002146969
    field1 dim=1 1608
    field2 dim=603 -0.0384412948063447 0.296386243676948 0.566061742179855 -0.0385659101108304 0.293368598353944
      0.590115766584682 -0.0386740821752839 0.290381865955237 0.612824630517697 -0.0387658776067283
      0.287426043650463 0.634233641642549 -0.0388410097647133 0.284501107334235 0.65438943894998
      -0.0388883262292088 0.282202877783271 0.669517231638153 -0.0389242263844701 0.279924080328225
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      -0.0389461029587076 0.271970613315022 0.72945604244732 -0.0389247605418473 0.270261359085409
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      0.789511701647493 -0.0382521041027693 0.257709835923355 0.79227701258585 -0.0381582733082832
      0.256918210464884 0.794919740428637 -0.0380543224886777 0.25612984550264 0.797432378857206
      -0.0379655110115717 0.255517955874636 0.799293735808651 -0.0378690757951603 0.254908118388848
      0.801065233179147 -0.0377641928389318 0.254300374612202 0.802740486268257 -0.0376498982965904
      0.253694757140276 0.804311773880209 -0.0375472696309201 0.253194615361168 0.805528248141455
      -0.037436660153671 0.252696002362908 0.806660735829447 -0.037317201335582 0.252198958222293
      0.807701778445927 -0.0371878783197571 0.25170351378637 0.808642452600406 -0.0370759015599511
      0.251306191842072 0.809319025465891 -0.0369560606981378 0.250909966347628 0.809917313762431
      -0.0368275272363853 0.250514872477237 0.810429684309518 -0.036689338847141 0.250120935364535
      0.810847126294357 -0.0365653685086688 0.249791923322439 0.811115982087049 -0.0364330838892878
      0.249463780724692 0.811303615595484 -0.0362916075897363 0.249136541393787 0.811401598856092
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  p __ep.h o
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   win=9 30 33 1601 1201 0
  p _conti.h
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   win=1061 30 17 1601 1201 0
  S 0 ics O
  G 0 icg 1
  c0  ***  Point->Limit cycle (+)
   types=1,16
   p __lc.h p
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    field3 dim=1 4824
    field4 dim=3 -0.0299645690567461 0.0127268707772234 0.0602700703381105
    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.1
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   f __lc
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
   u=8 0 1 3 4 7 8 9 10
  c1  ***  Point->Limit cycle (+)
   types=1,16
   p __lc.h p
   fields=28
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      0.95 0.955 0.96 0.965 0.97
      0.975 0.98 0.985 0.99 0.995
      1
    field1 dim=1 1608
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    field3 dim=1 4824
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    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.1
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   f __lc
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
   u=8 0 1 3 4 7 8 9 10
  c2  ***  Point->Limit cycle (+)
   types=1,16
   p __lc.h p
   fields=28
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      0.95 0.955 0.96 0.965 0.97
      0.975 0.98 0.985 0.99 0.995
      1
    field1 dim=1 1608
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    field3 dim=1 4824
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    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.1
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   f __lc
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
   u=8 0 1 3 4 7 8 9 10
  c3  ***  Point->Limit cycle (+)
   types=1,16
   p __lc.h p
   fields=28
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      0.95 0.955 0.96 0.965 0.97
      0.975 0.98 0.985 0.99 0.995
      1
    field1 dim=1 1608
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    field3 dim=1 4824
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    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.1
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   f __lc
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
   u=8 0 1 3 4 7 8 9 10
  c4  ***  Point->Limit cycle (+)
   types=1,16
   p __lc.h p
   fields=28
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      0.95 0.955 0.96 0.965 0.97
      0.975 0.98 0.985 0.99 0.995
      1
    field1 dim=1 1608
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    field3 dim=1 4824
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    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.1
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   f __lc
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
   u=8 0 1 3 4 7 8 9 10
  C5  ***  Point->Limit cycle (+)
   types=1,16
   p __lc.h p
   fields=28
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      0.95 0.955 0.96 0.965 0.97
      0.975 0.98 0.985 0.99 0.995
      1
    field1 dim=1 1608
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      -0.0298699682554492 0.0128320122905423 0.0502806655610021 -0.0298893109266568 0.0128115461702754
      0.0522763795741266 -0.0299086535978644 0.0127910800500084 0.054272093587251 -0.029927996269072
      0.0127706139297415 0.0562678076003755 -0.0299473389402796 0.0127501478094746 0.0582635216135
      -0.0299666816114871 0.0127296816892076 0.0602592356266244
    field3 dim=1 4824
    field4 dim=3 -0.0299645690567461 0.0127268707772234 0.0602700703381105
    field5 dim=13 30 -0.07 0.045 200 8
      -0.046 0 -0.0489304027913034 0.0035 0.0073
      0.25 0.0405 -0.024
    field6 dim=14 0 0 0 0 0
      0 0 1 0 0
      0 0 0 1
    field7 dim=1 0.159277540005921
    field8 dim=1 1
    field9 dim=1 50
    field10 dim=1 4
    field11 dim=1 0.01
    field12 dim=1 10
    field13 dim=1 10
    field14 dim=1 1e-05
    field15 dim=1 0.0001
    field16 dim=1 1e-05
    field17 dim=1 1
    field18 dim=4 0 0 1 0
    field19 dim=4 0 1 0 0
    field20 dim=4 0 0 0 0
    field21 dim=8 1 1 1 2 1
      2 2 2
    field22 dim=1 1
    field23 dim=1 1
    field24 dim=1 1
    field25 unique=0 selected=0
   expr=0
   p _conti.h lc
   fields=20
    field6 dim=1 0.0001
    field7 dim=1 0.0705641001486682
    field8 dim=1 0
    field9 dim=1 0.1
    field10 dim=1 10
    field11 dim=1 5
    field12 dim=1 1e-05
    field13 dim=1 0.0001
    field14 dim=1 0.001
    field15 dim=1 20
    field16 dim=1 10000
    field17 dim=1 10
    field18 dim=1 3
    field19 dim=1 0
   expr=0
   f __lc
   from=1,1 to=32767,32767 step=1,1
   n=8
   relclass=0: 1 [0,-1]
   relclass=1: 1 [0,-3]
   relclass=2: 1 [0,-13]
   relclass=3: 1 [0,-1]
   relclass=4: 1 [0,-12]
   relclass=5: 0
   relclass=6: 1 [0,-8]
   relclass=7: 1 [0,-7]
   spec= 1 3 13 1 12 4 8 7
   u=8 0 1 3 4 7 8 9 10
  e -
&