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|
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
72ff6c8813ea4177919c00d1e54e6cf7b2af09ee
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/181/CH6/EX6.13/example6_13.sce
|
1565dd6bdf61e659e17bcb05c988bc519aec6180
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 605 |
sce
|
example6_13.sce
|
// Find Vgs,operating region,Id,Rd
// Basic Electronics
// By Debashis De
// First Edition, 2010
// Dorling Kindersley Pvt. Ltd. India
// Example 6-13 in page 288
clear; clc; close;
// Given data
Vdd=10; // Drain voltage in in V
Vds=6; // Drain-source voltage in V
K=0.2*10^-3; // Constant in mA/V^2
Vt=1; // Voltage given
// Calculation
Vgs=Vds;
printf("(a)Vgs = %0.0f V\n",Vgs);
printf("Vds=6V>Vgs-Vt=5V\n");
Id=K*(Vgs-Vt)^2;
Rd=(Vdd-Vds)/Id;
printf("(b)Id = %0.0e A\n",Id);
printf("(c)Rd = %0.0f ohms",Rd);
// Result
// (a) Vgs = 6 V
// (b) Id = 5 mA
// (c) Rd = 800 ohms
|
6428f1e43c6bad73507e15af20ddc5465c7f988e
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2138/CH9/EX9.7.b/ex_9_7_b.sce
|
1da4b54482c1682d4a3149a88967b4eaf1462a84
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 382 |
sce
|
ex_9_7_b.sce
|
//Example 9.7.b //find watt-hour efficiency
clc;
clear;
close;
I=30;// in amperes
t=6;// in hours
Vt=2;// terminal voltage
Ic=40;// in amperes
tc=5;// in hours
Vc=2.5;// in volts
Who=I*t*Vt;// watt hour output of the battery
Whi=Ic*tc*Vc;// watt hour input of the battery
nWh=(Who/Whi)*100;// ampere hour efficiency
disp(nWh,"watt hour efficiency of the battery in percentage is")
|
371ce95b643f8d7a31e32642b266d0f8cd713547
|
7b040f1a7bbc570e36aab9b2ccf77a9e59d3e5c2
|
/Scilab/virtual/2dof_controller/dc/specs/scilab/nyquist_ex1.sce
|
92c040ffc227ec559b64cf8e9fc81e230d56a21d
|
[] |
no_license
|
advait23/sbhs-manual
|
e2c380051117e3a36398bb5ad046781f7b379cb9
|
d65043acd98334c44a0f0dbf480473c4c4451834
|
refs/heads/master
| 2021-01-16T19:50:40.218314 | 2012-11-16T04:11:12 | 2012-11-16T04:11:12 | null | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 258 |
sce
|
nyquist_ex1.sce
|
// Updated(24-7-07)
// 7.2
H = trfu(1,[1 -1 0],-1);
w = -5:0.4:5;
fre = w/(2*%pi);
nyquist(H,fre);
xset('window',1)
nyquist(H)
xset('window',2)
w = -1.3:0.3:3.3;
fre = w/(2*%pi);
fre = -0.557:0.02:0.557;
fre = 0.01:0.01:1;
nyquist(H,fre);
|
dba8f02a90ed966cea10b126e36a39c2ade4625e
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2183/CH6/EX6.6/Ex_6_6.sce
|
8c8cb741aab4a821296de8f68c718217473994c1
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 378 |
sce
|
Ex_6_6.sce
|
// Example 6.6 //overall power conversion efficiency
clc;
clear;
close;
Pc=200*10^-6;//Optical power in Watt
If=25;//forward current in milli Ampere
Vf=1.5;//forward voltage in Volts
P=If*10^-3*Vf;//power in Watt
npc=((Pc/P));//overall power conversion efficiency
disp(npc*100,"overall power conversion efficiency in percentage")
//answer is wrong in the textbook
|
3545480def826d753cd7522c3fde8e8eeba4a9b6
|
8217f7986187902617ad1bf89cb789618a90dd0a
|
/source/2.5/macros/m2sci/sci_home.sci
|
809322f26862c39f283b40408e57cd31ebeadd40
|
[
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] |
permissive
|
clg55/Scilab-Workbench
|
4ebc01d2daea5026ad07fbfc53e16d4b29179502
|
9f8fd29c7f2a98100fa9aed8b58f6768d24a1875
|
refs/heads/master
| 2023-05-31T04:06:22.931111 | 2022-09-13T14:41:51 | 2022-09-13T14:41:51 | 258,270,193 | 0 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 140 |
sci
|
sci_home.sci
|
function [stk,txt,top]=sci_home()
// Copyright INRIA
txt=[]
set_infos('home ignored',1)
txt=[txt; '// home']
stk=list(' ','-2','0','0','1')
|
78b8833a2ae290f83d4f3a7be89bed5d679fd059
|
d9111ba53f15c146e1ba9ef4c76ae213b4af2db0
|
/Ньютон/scilab/N.sce
|
47a0bb0faa32d8f5e6e59cac1299e555ccc94cb0
|
[] |
no_license
|
Andruka/ChislMethod-5-semestr-
|
c404b946e093d2e7ac2bbdd914ffb4b243310f0b
|
a28547b347d62bb5594131900bd8a33653aef259
|
refs/heads/master
| 2021-09-02T05:04:10.915470 | 2017-12-30T16:05:16 | 2017-12-30T16:05:16 | 115,805,317 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 3,528 |
sce
|
N.sce
|
function [f1]=function1(x,f1)
f1=(x(1,1)*x(1,1)-x(2,1)*x(2,1)-1);
endfunction
function [f2]=function2(x,f2)
f2=(x(1,1)*x(2,1)*x(2,1)*x(2,1)-x(2,1)-3);
endfunction
function [der11]=derivative11(x,der11)
der11=(2*x(1,1));
endfunction
function [der12]=derivative12(x,der12)
der12=(2*x(2,1));
endfunction
function [der21]=derivative21(x,der21)
der21=(x(2,1)*x(2,1)*x(2,1));
endfunction
function [der22]=derivative22(x,der22)
der22=(3*x(1,1)*x(2,1)*x(2,1)-1);
endfunction
function [ma]=findmax(no,ar,ma,cu)
ma=cu;
for i=cu:no
if abs(ar(ma,cu))<abs(ar(i,cu)) then
ma=i;
end
end
endfunction
function [ar,Y]=swap(cu,ma,ar,Y,no)
if(ma ~= cu) then
for i=cu:no
te=ar(ma,i);
ar(ma,i)=ar(cu,i);
ar(cu,i)=te;
end
te=Y(ma);
Y(ma)=Y(cu);
Y(cu)=te;
end
te=ar(cu,cu);
for i=cu:no
for j=cu:no
ar(i,j)=ar(i,j)/te;
end
Y(i)=Y(i)/te;
end
endfunction
function [ar,Y]=func1(ar,Y,cu,no)
for i=cu+1:no
temp=ar(i,cu);
for j=cu:no
ar(i,j)=ar(i,j)-ar(cu,j)*temp;
end
Y(i,1)=Y(i,1)-Y(cu,1)*temp;
end
endfunction
function [ar,Y]=gauss1(ar,Y,cu,no)
Max=0;
for cu=1:no-1
[Max]=findmax(no,ar,Max,cu);
[ar,Y]=swap(cu,Max,ar,Y,no);
[ar,Y]=func1(ar,Y,cu,no);
end
endfunction
function [ar,Y,temp_X]=func2(ar,Y,cu,no,temp_X)
Y1=Y(cu,1);
if no~=cu then
for i=no:-1:cu+1
disp(i);
Y1=Y1-ar(cu,i)*temp_X(i,1);
end
end
temp_X(cu,1)=Y1/ar(cu,cu);
endfunction
function [ar,Y,temp_X]=gauss2(ar,Y,cu,no,temp_X)
for cu=no:-1:1
[ar,Y,temp_X]=func2(ar,Y,cu,no,temp_X);
end
endfunction
function [temp_X,X,X_k1]=calcSLAU(f1,f2,temp_X,X,X_k1)
no=2;
cu=1;
ar=zeros(2,2);
Y=zeros(2,1);
der11=0;
der12=0;
der21=0;
der22=0;
[der11]=derivative11(X,der11);
[der12]=derivative12(X,der12);
[der21]=derivative21(X,der21);
[der22]=derivative22(X,der22);
ar(1,1)=der11;
ar(1,2)=der12;
ar(2,1)=der21;
ar(2,2)=der22;
Y(1,1)=-f1;
Y(2,1)=-f2;
[ar,Y]=gauss1(ar,Y,cu,no);
[ar,Y,temp_X]=gauss2(ar,Y,cu,no,temp_X);
X_k1(1,1)=X(1,1)+temp_X(1,1);
X_k1(2,1)=X(2,1)+temp_X(2,1);
endfunction
function [check,d,k]=checkUsl(check,f1,f2,X,X_k1,e,k)
temp=0;
if(abs(f1)>abs(f2)) then
d(1,1)=abs(f1);
else
d(1,1)=abs(f2);
end
if (abs(X_k1(1,1)) < 1) then
d(2,1) = abs(X_k1(1,1) - X(1,1));
else
d(2,1) = abs((X_k1(1,1) - X(1,1))/X_k1(1,1));
end
if (abs(X_k1(2,1)) < 1) then
temp = abs(X_k1(2,1) - X(2,1));
else
temp = abs((X_k1(2,1) - X(2,1))/X_k1(2,1));
end
if (temp > d(2,1)) then
d(2,1) = temp;
end
z=zeros(1,3);
z(1,1)=k;
z(1,2)=d(1,1);
z(1,3)=d(2,1);
disp(z);
if d(1,1)>e(1,1) then
if d(2,1)>e(2,1) then
check=0;
end
else
check=1;
end
endfunction
e=zeros(2,1);
e(1,1)=0.000000001;
e(2,1)=0.000000001;
X=input('');
NIT=input('');
temp_X=zeros(2,1);
X_k1=zeros(2,1);
d=zeros(2,1);
f1=0;
f2=0;
check=0;
k=1;
while 1==1
[f1]=function1(X,f1);
[f2]=function2(X,f2);
[temp_X,X,X_k1]=calcSLAU(f1,f2,temp_X,X,X_k1);
[check,d,k]=checkUsl(check,f1,f2,X,X_k1,e,k);
if check==1 then
break;
end
if k>=NIT then
disp('IER=2');
break;
end
k=k+1;
X(1,1)=X_k1(1,1);
X(2,1)=X_k1(2,1);
end
|
91cb56d97f6902ec03ecf54905c30ca696b1bce9
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2282/CH7/EX7.7/ex7_7.sce
|
1d264bddb18556b87ae239e655d9cfd4f1567908
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 285 |
sce
|
ex7_7.sce
|
// Example 7.7, page no-272
clear
clc
Ta= 40 //Antenna Noise temperature
Ti=290 //Reference temperature in K
T=50 // Effecitve input noise temperatuire
Tf=Ti
L=(Ta-Tf)/(T-Tf)
L=ceil(L*10^4)/10^4
printf("Loss factor = %.4f = %.3f dB",L,10*log10(L))
|
4e22450320a87a31388a578929686f2437ee0db4
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2054/CH1/EX1.34/ex1_34.sce
|
0d4bef89adb195103b24d038a2caefd6750e114f
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 585 |
sce
|
ex1_34.sce
|
//Exa:1.34
clc;
clear;
close;
P_o=17.6*1000;//in watts
Eff=0.8;//Efficiency
V=220;//in volts
I_f=P_o/(V*Eff);//in amperes
I_af=I_f;//in amperes
R_a=0.1;//in ohms
N=1200;//in rpm
T_f=P_o/(2*%pi*N/60);//Full load torque (N-m)
E_bf=V-I_af*R_a;//Back emf (in volts)
V_a=V+E_bf;// Voltage across armature (in volts)
I_b=2*I_f;//braking current
R=(V_a/I_b)-R_a;//in ohms
disp(R,'Value of external resistance (in ohms)=');
E_b1=E_bf*400/N;//in volts
I_b1=(V+E_b1)/(R+R_a);//in amperes
T_b1=T_f*I_b1/I_f;
disp(T_b1,'Braking Torque when speed reduced to 400 rpm (in N-m)=');
|
71c3f0c84aa56c900a0dbf73ab6e3c18ed9c3cdf
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/494/CH10/EX10.5/10_5.sce
|
2fb24e4ebafc08359946f25414cbae78b30fd4ef
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 657 |
sce
|
10_5.sce
|
//All the quantities are expressed in SI units
p0 = 30*101000; //reservoir pressure
T0 = 3500; //reservoir temperature
R = 520; //specific gas constant
gam = 1.22; //ratio of specific heats
A_star = 0.4; //rocket nozzle throat area
//the mass flow rate using the closed form analytical expression
//from problem 10.5 can be given as
m_dot = p0*A_star*sqrt(gam/R/T0*((2/(gam+1))^((gam+1)/(gam-1))));
printf("\nRESULTS\n---------\nThe mass flow rate is:\n m_dot = %3.1f kg/s\n",m_dot)
|
e2ae9c503b8f307ca6d769d8b8fcbc9bdce72bc7
|
9715cbe7e8e57bb70f628b3bd021842f99fbad75
|
/ejemplos/03_optimization/scilab/02_export_files/01_golden_search/prueba.sce
|
021117b93a91af29eb9e8a22cf4a8e2c28769050
|
[] |
no_license
|
UNIVALLE-EISC/numerical-methods
|
a3e3f432a6dc54a5ba845789ace2bf39db7ac6fe
|
3ea9401e281523e15be0525bfe36e48560caf646
|
refs/heads/master
| 2021-01-10T15:22:36.080955 | 2018-10-02T21:37:42 | 2018-10-02T21:37:42 | 51,824,833 | 2 | 2 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 626 |
sce
|
prueba.sce
|
// ************** Ejecucion metodo golden **************
clear all; clc;
// Solucion del problema de optimizacion
function fx = funcion(x)
g=9.81, v0=55, m=80, c=15, z0=100;
fx = -(z0 + (m/c)*(v0+(m*g/c))*(1-exp(-(c/m)*x))-(m*g/c)*x)
endfunction
xlow = 0, xup = 4, niter = 20;
[xlow, x2, fx2, x1, fx1, xup, d, xopt, ea] = golden(funcion, xlow, xup, niter)
// Grafico de la solucion
t = 0:0.1:10;
z = -funcion(t)
plot(t,z)
plot(xopt,-funcion(xopt),'marker','d')
xlabel('$t(tiempo)$',"fontsize",5)
ylabel('$z(elevación)$',"fontsize",5)
title('$t\ vs\ z$',"fontsize",5)
set(gca(),"grid",[1 1])
|
d51004eaec5406392d2c417a09fa93d352cafade
|
a30abbc00448cb5a15a3ef1c07b1ac14e3142ce8
|
/src/library_apps/mpreduce/src/packages/redlog/ofsf/ofsf-big.tst
|
be70133a908697d3059f6615171c2b5677ce24be
|
[] |
no_license
|
geovas01/mathpiper
|
692178b2d9647a8a99fe43db44a85d38cc9f7075
|
a1fdacb1dc7155183974fa2ea5d92fba597f23fc
|
refs/heads/master
| 2016-09-05T15:28:49.409648 | 2015-07-17T10:06:45 | 2015-07-17T10:06:45 | 39,245,684 | 3 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 241,441 |
tst
|
ofsf-big.tst
|
% ----------------------------------------------------------------------
% $Id: ofsf.tst 469 2009-11-28 13:58:18Z arthurcnorman $
% ----------------------------------------------------------------------
% Copyright (c) 2006-2009 Andreas Dolzmann and Thomas Sturm
% ----------------------------------------------------------------------
% Redistribution and use in source and binary forms, with or without
% modification, are permitted provided that the following conditions
% are met:
%
% * Redistributions of source code must retain the relevant
% copyright notice, this list of conditions and the following
% disclaimer.
% * Redistributions in binary form must reproduce the above
% copyright notice, this list of conditions and the following
% disclaimer in the documentation and/or other materials provided
% with the distribution.
%
% THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
% "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
% LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
% A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
% OWNERS OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
% SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
% LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
% DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
% THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
% (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
% OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
%
load_package redlog;
rlset ofsf$
off rlverbose;
%%% Testing rlqe (xopt-qe)
mtp3 :=
ex(x111,ex(x112,ex(x113,ex(x121,ex(x122,ex(x123,ex(x131,ex(x132,ex(x133,
ex(x211,ex(x212,ex(x213,ex(x221,ex(x222,ex(x223,ex(x231,ex(x232,ex(x233,
ex(x311,ex(x312,ex(x313,ex(x321,ex(x322,ex(x323,ex(x331,ex(x332,ex(x333,
x111+x211+x311=a11 and x112+x212+x312=a12 and x113+x213+x313=a13 and
x121+x221+x321=a21 and x122+x222+x322=a22 and x123+x223+x323=a23 and
x131+x231+x331=a31 and x132+x232+x332=a32 and x133+x233+x333=a33 and
x111+x121+x131=b11 and x112+x122+x132=b12 and x113+x123+x133=b13 and
x211+x221+x231=b21 and x212+x222+x232=b22 and x213+x223+x233=b23 and
x311+x321+x331=b31 and x312+x322+x332=b32 and x313+x323+x333=b33 and
x111+x112+x113=c11 and x121+x122+x123=c12 and x131+x132+x133=c13 and
x211+x212+x213=c21 and x221+x222+x223=c22 and x231+x232+x233=c23 and
x311+x312+x313=c31 and x321+x322+x323=c32 and x331+x332+x333=c33 and
0 leq x111 and 0 leq x112 and 0 leq x113 and
0 leq x121 and 0 leq x122 and 0 leq x123 and
0 leq x131 and 0 leq x132 and 0 leq x133 and
0 leq x211 and 0 leq x212 and 0 leq x213 and
0 leq x221 and 0 leq x222 and 0 leq x223 and
0 leq x231 and 0 leq x232 and 0 leq x233 and
0 leq x311 and 0 leq x312 and 0 leq x313 and
0 leq x321 and 0 leq x322 and 0 leq x323 and
0 leq x331 and 0 leq x332 and 0 leq x333)))))))))))))))))))))))))))$
rlqe mtp3$
rlatnum ws;
%%% Test rlqe (linear)
% Rectangle Problem. rp3 with b normalized to 1.
rp3 := ex(x1,ex(x2,ex(x3,ex(y1,ex(y2,ex(y3,ex(d2,ex(d3,all(u,all(v,a -
d1 - x1 >= 0 and a - d2 - x2 >= 0 and a - d3 - x3 >= 0 and a > 0 and d1
- d2 < 0 and d1 + y1 - 1 <= 0 and d1 > 0 and d2 - d3 < 0 and d2 + y2 - 1
<= 0 and d3 + y3 - 1 <= 0 and x1 >= 0 and x2 >= 0 and x3 >= 0 and y1 >=
0 and y2 >= 0 and y3 >= 0 and not(d2 - x1 + x2 > 0 and d2 - y1 + y2 > 0
and x1 - x2 >= 0 and y1 - y2 >= 0 or d1 - d2 + x1 - x2 < 0 and d1 + x1
- x2 >= 0 and d2 - y1 + y2 > 0 and y1 - y2 >= 0 or d1 - d2 + y1 - y2 < 0
and d1 + y1 - y2 >= 0 and d2 - x1 + x2 > 0 and x1 - x2 >= 0 or d1 - d2
+ x1 - x2 < 0 and d1 - d2 + y1 - y2 < 0 and d1 + x1 - x2 >= 0 and d1 +
y1 - y2 >= 0 or d3 - x1 + x3 > 0 and d3 - y1 + y3 > 0 and x1 - x3 >= 0
and y1 - y3 >= 0 or d1 - d3 + x1 - x3 < 0 and d1 + x1 - x3 >= 0 and d3 -
y1 + y3 > 0 and y1 - y3 >= 0 or d1 - d3 + y1 - y3 < 0 and d1 + y1 - y3
>= 0 and d3 - x1 + x3 > 0 and x1 - x3 >= 0 or d1 - d3 + x1 - x3 < 0 and
d1 - d3 + y1 - y3 < 0 and d1 + x1 - x3 >= 0 and d1 + y1 - y3 >= 0 or d1
+ x1 - x2 > 0 and d1 + y1 - y2 > 0 and x1 - x2 <= 0 and y1 - y2 <= 0 or
d1 - d2 + x1 - x2 > 0 and d1 + y1 - y2 > 0 and d2 - x1 + x2 >= 0 and y1
- y2 <= 0 or d1 - d2 + y1 - y2 > 0 and d1 + x1 - x2 > 0 and d2 - y1 + y2
>= 0 and x1 - x2 <= 0 or d1 - d2 + x1 - x2 > 0 and d1 - d2 + y1 - y2 >
0 and d2 - x1 + x2 >= 0 and d2 - y1 + y2 >= 0 or d3 - x2 + x3 > 0 and d3
- y2 + y3 > 0 and x2 - x3 >= 0 and y2 - y3 >= 0 or d2 - d3 + x2 - x3 <
0 and d2 + x2 - x3 >= 0 and d3 - y2 + y3 > 0 and y2 - y3 >= 0 or d2 - d3
+ y2 - y3 < 0 and d2 + y2 - y3 >= 0 and d3 - x2 + x3 > 0 and x2 - x3 >=
0 or d2 - d3 + x2 - x3 < 0 and d2 - d3 + y2 - y3 < 0 and d2 + x2 - x3
>= 0 and d2 + y2 - y3 >= 0 or d1 + x1 - x3 > 0 and d1 + y1 - y3 > 0 and
x1 - x3 <= 0 and y1 - y3 <= 0 or d1 - d3 + x1 - x3 > 0 and d1 + y1 - y3
> 0 and d3 - x1 + x3 >= 0 and y1 - y3 <= 0 or d1 - d3 + y1 - y3 > 0 and
d1 + x1 - x3 > 0 and d3 - y1 + y3 >= 0 and x1 - x3 <= 0 or d1 - d3 + x1
- x3 > 0 and d1 - d3 + y1 - y3 > 0 and d3 - x1 + x3 >= 0 and d3 - y1 +
y3 >= 0 or d2 + x2 - x3 > 0 and d2 + y2 - y3 > 0 and x2 - x3 <= 0 and y2
- y3 <= 0 or d2 - d3 + x2 - x3 > 0 and d2 + y2 - y3 > 0 and d3 - x2 +
x3 >= 0 and y2 - y3 <= 0 or d2 - d3 + y2 - y3 > 0 and d2 + x2 - x3 > 0
and d3 - y2 + y3 >= 0 and x2 - x3 <= 0 or d2 - d3 + x2 - x3 > 0 and d2 -
d3 + y2 - y3 > 0 and d3 - x2 + x3 >= 0 and d3 - y2 + y3 >= 0) and (a -
u > 0 and u >= 0 and v - 1 < 0 and v >= 0 impl d1 - u + x1 > 0 and d1 -
v + y1 > 0 and u - x1 >= 0 and v - y1 >= 0 or d2 - u + x2 > 0 and d2 - v
+ y2 > 0 and u - x2 >= 0 and v - y2 >= 0 or d3 - u + x3 > 0 and d3 - v
+ y3 > 0 and u - x3 >= 0 and v - y3 >= 0)))))))))))$
rp3sol := rlqe rp3;
%%% Testing rlqe (DFS)
% Prolog III. Communications of the ACM. 33(7), 70-90, July 1990
% Description of the problem on p.79: Consider the infinite sequence
% of real numbers defined by x_{i+2}:=|x_{i+1}|-x_i where $x_1$ and
% $x_2$ are arbitrary numbers. Our aim is to show that this sequence
% is always periodic and that the period is 9, in other words that the
% sequences $x_1, x_2, \dots$ and $x_{1+9}, x_{2+9}, \dots$ are always
% identical.
p9 := rlall((for i:=1:9 mkand
mkid(x,i+1)>=0 and mkid(x,i+2)=mkid(x,i+1)-mkid(x,i) or
mkid(x,i+1)<0 and mkid(x,i+2)=-mkid(x,i+1)-mkid(x,i))
impl x1=x10 and x2=x11)$
rlqe p9;
%%% Testing rlcad
% Wilkinson's polynomial. Tests how fast root isolation is.
wilk := ex(x,8388608*x**20 + 1761607681*x**19 + 172931153920*x**18 +
10543221964800*x**17 + 447347234439168*x**16 +
14028108264898560*x**15 + 336985244869591040*x**14 +
6342720331186176000*x**13 + 94877480085669019648*x**12 +
1137370949952460554240 *x**11 + 10968398649699241820160*x**10 +
85079777790228273561600*x**9 + 528740774622641958944768 *x**8 +
2611655889692786813829120*x**7 + 10122095419974470210682880*x**6 +
30198816984091441338777600 *x**5 + 67426052557934862488567808*x**4 +
107969196810523545855590400*x**3 + 115794329499468438700032000 *x**2 +
73425049924762651852800000*x + 20408661249006627717120000 = 0
and -20<=x<=-10)$
rlcad wilk;
% Convexity of unit square
as5v := all({x1,y1,x2,y2},(0<x1<1 and 0<y1<1 and 0<x2<1 and 0<y2<1) impl
all(l, (0<l and l<1) impl (0<x1+l*(-x1+x2)<1 and 0<y1+l*(-y1+y2)<1)))$
rlcad as5v;
% Consistency
con := ex({z,x,y},x**2+y**2+z**2<1 and x**2+(y+z-2)**2<1)$
rlcad con;
% Condition on quartic polynomial being positive semidefinite.
quartic := all(x,x**4+p*x**2+q*x+r>=0)$
quarticneg := not quartic$
rlcad quartic;
on rlcadfulldimonly;
rlcad quarticneg;
off rlcadfulldimonly;
% Solotareff's problem (cubic) [Ho92] (in [CJ98], p. 211)
solo2 := ex({x,y},1<=4*a<=7 and -3<=4*b<=3 and -1<=x<=0 and 0<=y<=1 and
3*x**2-2*x-a=0 and x**3-x**2-a*x=2*b-a+2 and 3*y**2-2*y-a=0 and
y**3-y**2-a*y=a-2)$
rlcad solo2;
% An arithmetic component in an expert system
% Cut without undercutting
aci :=
ex({x,y},0<x and y<0 and x*r-x*tt+tt=x*q-x*s+s and x*b-x*d+d=y*a-y*c+c)$
aciqf := rlcad aci;
% QE special issue - Geometric Intersections
% Geometric Intersections by Scott McCallum
% THE Computer Journal 36(5), 432--438, 1993.
% The examples are given on page 436 and 437.
% Open unit ball with center at the origin in $R^3$.
b1 := x**2+y**2+z**2<1$
% Open unit ball with center at the point $(1,1,1)$ in $R^3$.
b2 := (x-1)**2+(y-1)**2+(z-1)**2<1$
% Open unit ball with center at the point $(3/2,2,0)$ in $R^3$.
b4 := (x-3/2)**2+(y-2)**2+z**2<1$
mc4 := rlex(b1 and b2 and b4)$
rlcad mc4;
%%% Testing rlgcad
% x-axis ellipse problem
ell := all({x,y},b**2*(x-c)**2+a**2*y**2-a**2*b**2=0 impl x**2+y**2-1 <=0);
ellgqf := rlgcad ell;
% x-axis ellipse problem variant (refined formula) [Ho92]
cc := x**2+y**2-1$
ee := b**2*(x-c)**2+a**2*y**2-a**2*b**2$
ellv := all({x,y},0<a<=1 and 0<b<=1 and 0<=c<=1-a and
((c-a<x<c+a and ee=0) impl cc <= 0))$
ellvgqf := rlgcad ellv;
% Steiner--Lehmus Theorem
h1 := u2>=0 and x1>=0$
h2 := r^2=1+x1^2=u1^2+(u2-x1)^2$
h3 := x2<=0 and r^2=(x2-x1)^2$
h4 := u1*x2+u2*x3-x2*x3=0$
h5 := x4<=1 and (x4-1)^2=(u1-1)^2+u2^2$
h6 := (x4-x5)^2+x6^2=(u1-x5)^2+(u2-x6)^2 and u1*x6-u2*x5-u2+x6=0$
h7 := (-1-u1)^2+u2^2<2^2$
h := h1 and h2 and h3 and h4 and h5 and h6 and h7$
g := (u1-x3)^2+u2^2<(x5-1)^2+x6^2$
sl9 := all({x6,x5,x4,x3,x2,x1,r},h impl g)$
sol := rlgqe sl9$
%%% Testing rlgsn
% Result of the rectangle problem from testing rlqe above.
rlgsn rp3sol;
% Some benchmarks.
% There is a list of formulas containing 3232 lines starting here.
% Forward-search for $ to get to the end of this list.
testseries := {q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 =
0 and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0
and 9*td - 20050 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*
z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td +
750*z - 4647 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 +
2*q - 1457 <= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td +
50000*z - 669797 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*
p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q
- 50000*td - 10000000*z - 402109359 = 0) or q >= 0 and q - 40 <= 0 and n
>= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2
*q - 1377 = 0 and 20*n - 2*td - 300*z - 8331 = 0 and (400*q + 9*td -
20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and 2*
p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 100*n - 10*td - 2500
*z - 36519 = 0 and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td
- 20050 > 0 and 9*td - 20050 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*n
- 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0
and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377
<= 0 and 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or
80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0
and 10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td -
10000000*z - 402109359 = 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q >=
0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 20*n - 50*q - 2*td - 300*z
- 8331 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q >= 0 and n - td
= 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7 >= 0 and 80*i2
+ 250*p1 + 2*q - 1457 = 0 and 100*n - 250*q - 10*td - 2500*z - 36519 =
0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0
and 180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9
*td - 20050 >= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or
2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td
+ 12000*z + 25898 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q +
175*td + 100000*z - 838344 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80
*i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 21875*td - 10000000*z - 464765609 = 0) or q >= 0 and q - 40
<= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td - 380950
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and 2*p1 -
7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 160*n - 7*td - 2400*z -
86698 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td -
450 >= 0 and 180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and
400*q + 9*td - 20050 >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q -
1457 = 0 and 800*n - 35*td - 20000*z - 392402 = 0 and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990
< 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q -
40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050
<= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (2*
p1 - 7 < 0 and 20*n - 2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*
i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (20*n - 2*
td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <= 0 or 20*n - 2*td
- 300*z - 8331 > 0 and 20*n - 2*td - 300*z - 8923 <= 0 and 4420*n - 442
*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 300*z - 8923 > 0 and 20*n -
2*td - 300*z - 10699 < 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
= 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q >= 0 and n - td = 0 and
i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 - 7 < 0 and 20*n - 50*q -
2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 +
162*q + 5*td + 750*z - 4647 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (20*n - 50*q - 2*td - 300*z -
5963 > 0 and 20*n - 50*q - 2*td - 300*z - 8331 <= 0 or 20*n - 50*q - 2*
td - 300*z - 8331 > 0 and 20*n - 50*q - 2*td - 300*z - 8923 <= 0 and
4420*n - 11050*q - 442*td + 81700*z - 3170191 = 0 or 20*n - 50*q - 2*td
- 300*z - 8923 > 0 and 20*n - 50*q - 2*td - 300*z - 10699 < 0 and
31937500*n - 79843750*q - 3193750*td - 571562500*z - 13629165033 = 0) or
q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*
n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td -
20050 >= 0 and (2*p1 - 7 < 0 and 160*n - 7*td - 2400*z - 39338 = 0 or 2*
p1 - 7 >= 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*z +
25898 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (160*n - 7*td - 2400*z - 67754 > 0 and 160*n - 7*td -
2400*z - 86698 <= 0 or 160*n - 7*td - 2400*z - 86698 > 0 and 160*n - 7*
td - 2400*z - 91434 <= 0 and 35360*n - 1547*td + 653600*z - 29792578 = 0
or 160*n - 7*td - 2400*z - 91434 > 0 and 160*n - 7*td - 2400*z - 105642
< 0 and 255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) or
q >= 0 and q - 40 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750
*z - 4647 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z + 353
>= 0 and 112480*i2 - 3575*n + 351500*p1 + 2812*q + 380*td + 57000*z -
353172 >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and
1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or 400*q + 9
*td - 20050 > 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*
z + 25898 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2
*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z - 8331
>= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 715*n - 76*td - 11400*z -
316578 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1377 = 0 and (400*q + 9*td - 20050 <= 0 and 20*n - 50*q - 2*
td - 300*z - 8331 = 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7*td -
2400*z - 86698 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z
- 8923 >= 0 and 20*n - 2*td - 300*z - 10923 <= 0 and 715*n - 76*td -
11400*z - 339074 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80
*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z - 1012 = 0 and (400*q + 9*td -
20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8923 = 0 or 400*q + 9*td -
20050 > 0 and 160*n - 7*td - 2400*z - 91434 = 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40
<= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <=
0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (2*p1
- 7 < 0 and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2
- 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0) and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
100*n - 10*td - 2500*z - 17299 > 0 and 20*n - 2*td - 500*z - 6535 <= 0
and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 500*z -
6535 > 0 and 100*n - 10*td - 2500*z - 36519 <= 0 or 100*n - 10*td - 2500
*z - 36519 > 0 and 100*n - 10*td - 2500*z - 48051 < 0 and 187312500*n -
18731250*td - 4082187500*z - 74105780531 = 0) or q >= 0 and q - 40 <= 0
and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050
<= 0 and (2*p1 - 7 < 0 and 20*n - 50*q - 2*td - 500*z + 1153 = 0 or 2*p1
- 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z
- 669797 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (100*n - 250*q - 10*td - 2500*z - 17299 > 0 and
20*n - 50*q - 2*td - 500*z - 6535 <= 0 and 4420*n - 11050*q - 442*td +
81700*z - 3170191 = 0 or 20*n - 50*q - 2*td - 500*z - 6535 > 0 and 100*n
- 250*q - 10*td - 2500*z - 36519 <= 0 or 100*n - 250*q - 10*td - 2500*z
- 36519 > 0 and 100*n - 250*q - 10*td - 2500*z - 48051 < 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and
180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td
- 20050 >= 0 and (2*p1 - 7 < 0 and 160*n - 7*td - 4000*z - 10826 = 0 or
2*p1 - 7 >= 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q + 175*td +
100000*z - 838344 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (800*n - 35*td - 20000*z - 238642 > 0
and 160*n - 7*td - 4000*z - 72330 <= 0 and 35360*n - 1547*td + 653600*z
- 29792578 = 0 or 160*n - 7*td - 4000*z - 72330 > 0 and 800*n - 35*td -
20000*z - 392402 <= 0 or 800*n - 35*td - 20000*z - 392402 > 0 and 800*n
- 35*td - 20000*z - 484658 < 0 and 1498500000*n - 65559375*td - 32657500000
*z - 780627025498 = 0) or q >= 0 and q - 40 <= 0 and 76880*i2 - 2000*n +
240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0 and 76880*i2 - 2000
*n + 240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and 1460720*i2
- 35750*n + 4564750*p1 + 36518*q + 3800*td + 950000*z - 12726143 >= 0
and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 76880*i2 -
2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 = 0 or 400*q + 9
*td - 20050 > 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q + 175*td +
100000*z - 838344 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577
= 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400
*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015
= 0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2
+ 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q -
1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 500*z - 6535
>= 0 and 20*n - 2*td - 500*z - 8535 <= 0 and 715*n - 76*td - 19000*z -
248330 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1377 = 0 and 50*z - 449 = 0 and (400*q + 9*td - 20050 <= 0
and 20*n - 50*q - 2*td - 500*z - 6535 = 0 or 400*q + 9*td - 20050 > 0
and 160*n - 7*td - 4000*z - 72330 = 0) and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*
td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and
4420*n - 442*td + 81700*z - 3170191 >= 0 and 4420*n - 442*td + 81700*z
- 3612191 <= 0 and 158015*n - 16796*td + 3104600*z - 120467258 <= 0 and
n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 4420*n - 11050*
q - 442*td + 81700*z - 3170191 = 0 or 400*q + 9*td - 20050 > 0 and 35360
*n - 1547*td + 653600*z - 29792578 = 0) and (2*p1 - 7 < 0 and 50*z - 891
= 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (250*z - 3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0
and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z - 1361 > 0 and
108437500*z - 865858649 = 0) or q >= 0 and q - 40 <= 0 and 100*n - 10*td
- 2500*z - 36519 >= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 3575*
n - 380*td - 95000*z - 1387722 <= 0 and n - td = 0 and i2 = 0 and 2*p1 -
7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (400*q + 9*td - 20050 <=
0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or 400*q + 9*td -
20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q
- 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td -
20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0)
and (2*p1 - 7 < 0 and 62500*n - 6250*td - 1250000*z - 40571873 = 0 or 2*
p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*
td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (62500*n - 6250*td - 1250000*z
- 32509373 < 0 and 62500*n - 6250*td - 1250000*z - 27134373 >= 0 and
31937500*n - 3193750*td - 571562500*z - 13629165033 = 0 or 62500*n -
6250*td - 1250000*z - 27134373 < 0 and 62500*n - 6250*td - 1250000*z -
25790623 >= 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531
= 0 or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*
td - 1250000*z - 21759373 > 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1
- 7 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 40571873 = 0 or 2
*p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000
*td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (62500*n - 156250*q - 6250*td
- 1250000*z - 32509373 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z
- 27134373 >= 0 and 31937500*n - 79843750*q - 3193750*td - 571562500*z
- 13629165033 = 0 or 62500*n - 156250*q - 6250*td - 1250000*z - 27134373
< 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 >= 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
or 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 < 0 and 62500*n
- 156250*q - 6250*td - 1250000*z - 21759373 > 0) or q >= 0 and q - 40 <=
0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td - 380950
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and (2*p1 -
7 < 0 and 500000*n - 21875*td - 10000000*z - 387231234 = 0 or 2*p1 - 7
>= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 21875*td -
10000000*z - 464765609 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (500000*n - 21875*td - 10000000*z -
322731234 < 0 and 500000*n - 21875*td - 10000000*z - 279731234 >= 0 and
255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0 or 500000*n
- 21875*td - 10000000*z - 279731234 < 0 and 500000*n - 21875*td -
10000000*z - 268981234 >= 0 and 1498500000*n - 65559375*td - 32657500000
*z - 780627025498 = 0 or 500000*n - 21875*td - 10000000*z - 268981234 <
0 and 500000*n - 21875*td - 10000000*z - 236731234 > 0) or q >= 0 and q
- 40 <= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td
- 10000000*z - 402109359 >= 0 and 10750000*i2 + 500000*n + 33593750*p1
+ 268750*q - 50000*td - 10000000*z - 452109359 <= 0 and 204250000*i2 +
8937500*n + 638281250*p1 + 5106250*q - 950000*td - 190000000*z - 7640077821
<= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 = 0 or 400*q + 9*td - 20050 > 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 = 0) and (2*
p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0) or q
>= 0 and q - 40 <= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
>= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and 1141765625
*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and n - td = 0 and
i2 = 0 and (400*q + 9*td - 20050 <= 0 and 31937500*n - 79843750*q -
3193750*td - 571562500*z - 13629165033 = 0 or 400*q + 9*td - 20050 > 0
and 255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) and (2*
p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and 25550000*i2
+ 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (156250*z +
6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z + 549999 > 0 and
78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or 78125*z -
523438 > 0 and 156250*z - 5837501 < 0) or q >= 0 and q - 40 <= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and
187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0 and 6696421875
*n - 711787500*td - 155123125000*z - 2816019660178 <= 0 and n - td = 0
and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 187312500*n - 468281250*q
- 18731250*td - 4082187500*z - 74105780531 = 0 or 400*q + 9*td - 20050 >
0 and 1498500000*n - 65559375*td - 32657500000*z - 780627025498 = 0)
and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0 and 108437500*z
- 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z - 741562 >= 0 or
78125*z - 741562 < 0 and 156250*z + 4136251 > 0),
td = 0 and i2 = 0 and 715*n - 76*td - 11400*z - 316578 <= 0 and 20*n - 2
*td - 300*z - 10331 <= 0 and 20*n - 2*td - 300*z - 8331 >= 0 and q - 40
<= 0 and q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (400*q + 9*td - 20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8331
= 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7*td - 2400*z - 86698 = 0)
or td = 0 and i2 = 0 and 715*n - 76*td - 11400*z - 339074 <= 0 and 20*n
- 2*td - 300*z - 10923 <= 0 and 20*n - 2*td - 300*z - 8923 >= 0 and q -
40 <= 0 and q >= 0 and 125*z - 1012 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0 and 20*n -
50*q - 2*td - 300*z - 8923 = 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7
*td - 2400*z - 91434 = 0) or td = 0 and i2 = 0 and 112480*i2 - 3575*n +
351500*p1 + 2812*q + 380*td + 57000*z - 353172 >= 0 and 1480*i2 - 50*n +
4625*p1 + 37*q + 5*td + 750*z + 353 >= 0 and 1480*i2 - 50*n + 4625*p1 +
37*q + 5*td + 750*z - 4647 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2 +
250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 or 80*i2 +
250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 17680*
i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q -
1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 25550000*i2 + 79843750*
p1 + 638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td -
20050 <= 0 and 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 =
0 or 400*q + 9*td - 20050 > 0 and 23680*i2 - 800*n + 74000*p1 + 592*q +
35*td + 12000*z + 25898 = 0) or td = 0 and i2 = 0 and 715*n - 76*td -
19000*z - 248330 <= 0 and 20*n - 2*td - 500*z - 8535 <= 0 and 20*n - 2*
td - 500*z - 6535 >= 0 and q - 40 <= 0 and q >= 0 and 50*z - 449 = 0 and
2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*
td - 20050 <= 0 and 20*n - 50*q - 2*td - 500*z - 6535 = 0 or 400*q + 9*
td - 20050 > 0 and 160*n - 7*td - 4000*z - 72330 = 0) or td = 0 and i2 =
0 and 158015*n - 16796*td + 3104600*z - 120467258 <= 0 and 4420*n - 442
*td + 81700*z - 3612191 <= 0 and 4420*n - 442*td + 81700*z - 3170191 >=
0 and q - 40 <= 0 and q >= 0 and (250*z - 3129 < 0 and 50*z - 449 >= 0
or 50*z - 449 < 0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z -
1361 > 0 and 108437500*z - 865858649 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
50*z - 891 = 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*
z - 483917 = 0) and (400*q + 9*td - 20050 <= 0 and 4420*n - 11050*q -
442*td + 81700*z - 3170191 = 0 or 400*q + 9*td - 20050 > 0 and 35360*n -
1547*td + 653600*z - 29792578 = 0) or td = 0 and i2 = 0 and 3575*n -
380*td - 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500*z - 46519 <= 0
and 100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0 and q >= 0 and 2
*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or 400*q + 9*
td - 20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) or td = 0 and
i2 = 0 and 1460720*i2 - 35750*n + 4564750*p1 + 36518*q + 3800*td +
950000*z - 12726143 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q +
200*td + 50000*z - 469797 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*
q + 200*td + 50000*z - 669797 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2
+ 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2
*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2
*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 29970000*i2 +
93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 <
0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*
td - 20050 <= 0 and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td +
50000*z - 669797 = 0 or 400*q + 9*td - 20050 > 0 and 153760*i2 - 4000*n
+ 480500*p1 + 3844*q + 175*td + 100000*z - 838344 = 0) or td = 0 and i2
= 0 and 1141765625*n - 121362500*td - 21719375000*z - 517908271254 <= 0
and 31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and
31937500*n - 3193750*td - 571562500*z - 13629165033 >= 0 and q - 40 <= 0
and q >= 0 and (156250*z + 6937499 > 0 and 156250*z + 549999 <= 0 or
156250*z + 549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z -
865858649 = 0 or 78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (
400*q + 9*td - 20050 <= 0 and 31937500*n - 79843750*q - 3193750*td -
571562500*z - 13629165033 = 0 or 400*q + 9*td - 20050 > 0 and 255500000*
n - 11178125*td - 4572500000*z - 141050664014 = 0) or td = 0 and i2 = 0
and 6696421875*n - 711787500*td - 155123125000*z - 2816019660178 <= 0
and 187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and q - 40
<= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0
and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z -
741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251 > 0) and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >=
0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and
(2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and 29970000*
i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (400*q + 9*
td - 20050 <= 0 and 187312500*n - 468281250*q - 18731250*td - 4082187500
*z - 74105780531 = 0 or 400*q + 9*td - 20050 > 0 and 1498500000*n -
65559375*td - 32657500000*z - 780627025498 = 0) or td = 0 and i2 = 0 and
204250000*i2 + 8937500*n + 638281250*p1 + 5106250*q - 950000*td -
190000000*z - 7640077821 <= 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 50000*td - 10000000*z - 452109359 <= 0 and 10750000*i2 +
500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359 >=
0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and
80*i2 + 250*p1 + 2*q - 1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750*
q - 2500000*z - 448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*
i2 + 250*p1 + 2*q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q +
2500000*z - 569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2
+ 250*p1 + 2*q - 1697 < 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q
- 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td - 20050 <= 0 and 10750000
*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z -
402109359 = 0 or 400*q + 9*td - 20050 > 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 = 0) or td =
0 and 400*q + 9*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q -
40 <= 0 and q >= 0 and 20*n - 50*q - 2*td - 300*z - 8331 = 0 and 2*p1 -
7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or td = 0 and 400*q + 9
*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q
>= 0 and (20*n - 50*q - 2*td - 300*z - 5963 > 0 and 20*n - 50*q - 2*td -
300*z - 8331 <= 0 or 20*n - 50*q - 2*td - 300*z - 8331 > 0 and 20*n -
50*q - 2*td - 300*z - 8923 <= 0 and 4420*n - 11050*q - 442*td + 81700*z
- 3170191 = 0 or 20*n - 50*q - 2*td - 300*z - 8923 > 0 and 20*n - 50*q -
2*td - 300*z - 10699 < 0 and 31937500*n - 79843750*q - 3193750*td -
571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3
*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*
z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 20*n - 50*q - 2*
td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 +
162*q + 5*td + 750*z - 4647 = 0) or td = 0 and 400*q + 9*td - 20050 <= 0
and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 100*n -
250*q - 10*td - 2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1
+ 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) or td = 0 and 400*q + 9*td - 20050 <= 0 and i2 = 0
and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and (100*n - 250*q - 10*
td - 2500*z - 17299 > 0 and 20*n - 50*q - 2*td - 500*z - 6535 <= 0 and
4420*n - 11050*q - 442*td + 81700*z - 3170191 = 0 or 20*n - 50*q - 2*td
- 500*z - 6535 > 0 and 100*n - 250*q - 10*td - 2500*z - 36519 <= 0 or
100*n - 250*q - 10*td - 2500*z - 36519 > 0 and 100*n - 250*q - 10*td -
2500*z - 48051 < 0 and 187312500*n - 468281250*q - 18731250*td - 4082187500
*z - 74105780531 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400
*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015
= 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 20*n - 50*q - 2*td - 500*
z + 1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 6922*q
+ 200*td + 50000*z - 669797 = 0) or td = 0 and 400*q + 9*td - 20050 <=
0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and (62500*
n - 156250*q - 6250*td - 1250000*z - 32509373 < 0 and 62500*n - 156250*q
- 6250*td - 1250000*z - 27134373 >= 0 and 31937500*n - 79843750*q -
3193750*td - 571562500*z - 13629165033 = 0 or 62500*n - 156250*q - 6250*
td - 1250000*z - 27134373 < 0 and 62500*n - 156250*q - 6250*td - 1250000
*z - 25790623 >= 0 and 187312500*n - 468281250*q - 18731250*td - 4082187500
*z - 74105780531 = 0 or 62500*n - 156250*q - 6250*td - 1250000*z -
25790623 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 21759373 > 0
) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) and (2*p1 - 7 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z -
40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*p1 -
981250*q - 50000*td - 10000000*z - 402109359 = 0) or td = 0 and 400*q +
9*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q
>= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q -
1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0
or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0
and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797
= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 <
0 and 10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td -
10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*
q - 577 = 0 or 2*p1 - 7 >= 0) or td = 0 and 400*q + 9*td - 20050 >= 0
and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td -
20050 <= 0 and q - 40 <= 0 and q >= 0 and 160*n - 7*td - 2400*z - 86698
= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or td = 0
and 400*q + 9*td - 20050 >= 0 and i2 = 0 and 180*n + 171*td - 380950 >=
0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and
(160*n - 7*td - 2400*z - 67754 > 0 and 160*n - 7*td - 2400*z - 86698 <=
0 or 160*n - 7*td - 2400*z - 86698 > 0 and 160*n - 7*td - 2400*z -
91434 <= 0 and 35360*n - 1547*td + 653600*z - 29792578 = 0 or 160*n - 7*
td - 2400*z - 91434 > 0 and 160*n - 7*td - 2400*z - 105642 < 0 and
255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 160*n - 7*td - 2400*z - 39338 = 0 or 2*p1 - 7 >= 0 and
23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*z + 25898 = 0) or td
= 0 and 400*q + 9*td - 20050 >= 0 and i2 = 0 and 180*n + 171*td -
380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and
q >= 0 and 800*n - 35*td - 20000*z - 392402 = 0 and 2*p1 - 7 >= 0 and 80
*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) or td = 0 and 400*q + 9*td - 20050 >= 0
and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td
- 20050 <= 0 and q - 40 <= 0 and q >= 0 and (800*n - 35*td - 20000*z -
238642 > 0 and 160*n - 7*td - 4000*z - 72330 <= 0 and 35360*n - 1547*td
+ 653600*z - 29792578 = 0 or 160*n - 7*td - 4000*z - 72330 > 0 and 800*n
- 35*td - 20000*z - 392402 <= 0 or 800*n - 35*td - 20000*z - 392402 > 0
and 800*n - 35*td - 20000*z - 484658 < 0 and 1498500000*n - 65559375*td
- 32657500000*z - 780627025498 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td
- 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 160*n - 7*
td - 4000*z - 10826 = 0 or 2*p1 - 7 >= 0 and 153760*i2 - 4000*n + 480500
*p1 + 3844*q + 175*td + 100000*z - 838344 = 0) or td = 0 and 400*q + 9*
td - 20050 >= 0 and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450
>= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and (500000*n -
21875*td - 10000000*z - 322731234 < 0 and 500000*n - 21875*td - 10000000
*z - 279731234 >= 0 and 255500000*n - 11178125*td - 4572500000*z - 141050664014
= 0 or 500000*n - 21875*td - 10000000*z - 279731234 < 0 and 500000*n -
21875*td - 10000000*z - 268981234 >= 0 and 1498500000*n - 65559375*td - 32657500000
*z - 780627025498 = 0 or 500000*n - 21875*td - 10000000*z - 268981234 <
0 and 500000*n - 21875*td - 10000000*z - 236731234 > 0) and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td
- 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7
< 0 and 500000*n - 21875*td - 10000000*z - 387231234 = 0 or 2*p1 - 7 >=
0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 21875*td -
10000000*z - 464765609 = 0) or td = 0 and 400*q + 9*td - 20050 >= 0 and
i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td -
20050 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 >
0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 23680*i2 - 800*n + 74000*p1
+ 592*q + 35*td + 12000*z + 25898 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0
and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 153760*i2 - 4000*n + 480500*p1
+ 3844*q + 175*td + 100000*z - 838344 = 0 or 80*i2 + 250*p1 + 2*q -
1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n
+ 33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0)
or td = 0 and i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 20*n - 2*
td - 300*z - 8331 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377
= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and
z = 0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050
> 0 and 9*td - 20050 = 0) or td = 0 and i2 = 0 and n >= 0 and q - 40 <=
0 and q >= 0 and (20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td - 300*
z - 8331 <= 0 or 20*n - 2*td - 300*z - 8331 > 0 and 20*n - 2*td - 300*z
- 8923 <= 0 and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td -
300*z - 8923 > 0 and 20*n - 2*td - 300*z - 10699 < 0 and 31937500*n -
3193750*td - 571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
20*n - 2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n +
4625*p1 + 37*q + 5*td + 750*z - 4647 = 0) and (400*q + 9*td - 20050 <= 0
and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) or td = 0
and i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 100*n - 10*td -
2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0
and 9*td - 20050 = 0) or td = 0 and i2 = 0 and n >= 0 and q - 40 <= 0
and q >= 0 and (100*n - 10*td - 2500*z - 17299 > 0 and 20*n - 2*td - 500
*z - 6535 <= 0 and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*
td - 500*z - 6535 > 0 and 100*n - 10*td - 2500*z - 36519 <= 0 or 100*n -
10*td - 2500*z - 36519 > 0 and 100*n - 10*td - 2500*z - 48051 < 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 = 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1 - 7 >= 0 and
76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0)
and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and
9*td - 20050 = 0) or td = 0 and i2 = 0 and n >= 0 and q - 40 <= 0 and q
>= 0 and (62500*n - 6250*td - 1250000*z - 32509373 < 0 and 62500*n -
6250*td - 1250000*z - 27134373 >= 0 and 31937500*n - 3193750*td -
571562500*z - 13629165033 = 0 or 62500*n - 6250*td - 1250000*z -
27134373 < 0 and 62500*n - 6250*td - 1250000*z - 25790623 >= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 = 0 or 62500*n -
6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*td - 1250000*z -
21759373 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 62500*n - 6250*td - 1250000*z
- 40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*
p1 + 268750*q - 50000*td - 10000000*z - 402109359 = 0) and (400*q + 9*td
- 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0
) or td = 0 and i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (80*i2
+ 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 1480*
i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0 or 80*i2 + 250*p1 +
2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 76880*i2 - 2000
*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0 or 80*i2 + 250*
p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2
+ 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and
z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7
>= 0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050
> 0 and 9*td - 20050 = 0) or 6*n - 5*td < 0 and i2 = 0 and 715*n - 76*td
- 11400*z - 316578 <= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 20*n -
2*td - 300*z - 8331 >= 0 and q - 40 <= 0 and q >= 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0
and 20*n - 50*q - 2*td - 300*z - 8331 = 0 or 400*q + 9*td - 20050 > 0
and 160*n - 7*td - 2400*z - 86698 = 0) or 6*n - 5*td < 0 and i2 = 0 and
715*n - 76*td - 11400*z - 339074 <= 0 and 20*n - 2*td - 300*z - 10923 <=
0 and 20*n - 2*td - 300*z - 8923 >= 0 and q - 40 <= 0 and q >= 0 and
125*z - 1012 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (400*q + 9*td - 20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8923
= 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7*td - 2400*z - 91434 = 0)
or 6*n - 5*td < 0 and i2 = 0 and 112480*i2 - 3575*n + 351500*p1 + 2812*q
+ 380*td + 57000*z - 353172 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q +
5*td + 750*z + 353 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750
*z - 4647 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q -
1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 + 2*q -
1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250*p1 +
442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*
i2 + 250*p1 + 2*q - 1697 < 0 and 25550000*i2 + 79843750*p1 + 638750*q -
2500000*z - 448579359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q
- 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td - 20050 <= 0 and 1480*i2
- 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or 400*q + 9*td -
20050 > 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*z +
25898 = 0) or 6*n - 5*td < 0 and i2 = 0 and 715*n - 76*td - 19000*z -
248330 <= 0 and 20*n - 2*td - 500*z - 8535 <= 0 and 20*n - 2*td - 500*z
- 6535 >= 0 and q - 40 <= 0 and q >= 0 and 50*z - 449 = 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700
< 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2
*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <=
0 and 20*n - 50*q - 2*td - 500*z - 6535 = 0 or 400*q + 9*td - 20050 > 0
and 160*n - 7*td - 4000*z - 72330 = 0) or 6*n - 5*td < 0 and i2 = 0 and
158015*n - 16796*td + 3104600*z - 120467258 <= 0 and 4420*n - 442*td +
81700*z - 3612191 <= 0 and 4420*n - 442*td + 81700*z - 3170191 >= 0 and
q - 40 <= 0 and q >= 0 and (250*z - 3129 < 0 and 50*z - 449 >= 0 or 50*z
- 449 < 0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z - 1361 >
0 and 108437500*z - 865858649 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 50*z - 891
= 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917
= 0) and (400*q + 9*td - 20050 <= 0 and 4420*n - 11050*q - 442*td +
81700*z - 3170191 = 0 or 400*q + 9*td - 20050 > 0 and 35360*n - 1547*td
+ 653600*z - 29792578 = 0) or 6*n - 5*td < 0 and i2 = 0 and 3575*n - 380
*td - 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and
100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0 and q >= 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or 400*q + 9*
td - 20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) or 6*n - 5*td <
0 and i2 = 0 and 1460720*i2 - 35750*n + 4564750*p1 + 36518*q + 3800*td
+ 950000*z - 12726143 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q +
200*td + 50000*z - 469797 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*
q + 200*td + 50000*z - 669797 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2
+ 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2
*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2
*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 29970000*i2 +
93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 <
0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*
td - 20050 <= 0 and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td +
50000*z - 669797 = 0 or 400*q + 9*td - 20050 > 0 and 153760*i2 - 4000*n
+ 480500*p1 + 3844*q + 175*td + 100000*z - 838344 = 0) or 6*n - 5*td < 0
and i2 = 0 and 1141765625*n - 121362500*td - 21719375000*z - 517908271254
<= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and
31937500*n - 3193750*td - 571562500*z - 13629165033 >= 0 and q - 40 <= 0
and q >= 0 and (156250*z + 6937499 > 0 and 156250*z + 549999 <= 0 or
156250*z + 549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z -
865858649 = 0 or 78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (
400*q + 9*td - 20050 <= 0 and 31937500*n - 79843750*q - 3193750*td -
571562500*z - 13629165033 = 0 or 400*q + 9*td - 20050 > 0 and 255500000*
n - 11178125*td - 4572500000*z - 141050664014 = 0) or 6*n - 5*td < 0 and
i2 = 0 and 6696421875*n - 711787500*td - 155123125000*z - 2816019660178
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0
and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and q -
40 <= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z - 3356249
>= 0 and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0 and 78125
*z - 741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251 > 0) and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
400*q + 9*td - 20050 <= 0 and 187312500*n - 468281250*q - 18731250*td - 4082187500
*z - 74105780531 = 0 or 400*q + 9*td - 20050 > 0 and 1498500000*n -
65559375*td - 32657500000*z - 780627025498 = 0) or 6*n - 5*td < 0 and i2
= 0 and 204250000*i2 + 8937500*n + 638281250*p1 + 5106250*q - 950000*td
- 190000000*z - 7640077821 <= 0 and 10750000*i2 + 500000*n + 33593750*
p1 + 268750*q - 50000*td - 10000000*z - 452109359 <= 0 and 10750000*i2 +
500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359
>= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and
80*i2 + 250*p1 + 2*q - 1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750
*q - 2500000*z - 448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80
*i2 + 250*p1 + 2*q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q
+ 2500000*z - 569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2
+ 250*p1 + 2*q - 1697 < 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*
q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td - 20050 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 = 0 or 400*q + 9*td - 20050 > 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 = 0) or 6*n
- 5*td < 0 and 400*q + 9*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0
and q - 40 <= 0 and q >= 0 and 20*n - 50*q - 2*td - 300*z - 8331 = 0
and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 6*n - 5*td <
0 and 400*q + 9*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q -
40 <= 0 and q >= 0 and (20*n - 50*q - 2*td - 300*z - 5963 > 0 and 20*n
- 50*q - 2*td - 300*z - 8331 <= 0 or 20*n - 50*q - 2*td - 300*z - 8331 >
0 and 20*n - 50*q - 2*td - 300*z - 8923 <= 0 and 4420*n - 11050*q - 442
*td + 81700*z - 3170191 = 0 or 20*n - 50*q - 2*td - 300*z - 8923 > 0 and
20*n - 50*q - 2*td - 300*z - 10699 < 0 and 31937500*n - 79843750*q -
3193750*td - 571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
20*n - 50*q - 2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*
n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0) or 6*n - 5*td < 0 and 400
*q + 9*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0
and q >= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700
< 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2
*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 6*n - 5*td < 0 and 400*q
+ 9*td - 20050 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and
q >= 0 and (100*n - 250*q - 10*td - 2500*z - 17299 > 0 and 20*n - 50*q -
2*td - 500*z - 6535 <= 0 and 4420*n - 11050*q - 442*td + 81700*z -
3170191 = 0 or 20*n - 50*q - 2*td - 500*z - 6535 > 0 and 100*n - 250*q -
10*td - 2500*z - 36519 <= 0 or 100*n - 250*q - 10*td - 2500*z - 36519 >
0 and 100*n - 250*q - 10*td - 2500*z - 48051 < 0 and 187312500*n -
468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 20*n - 50*q - 2*td - 500*z + 1153 = 0 or 2*p1 - 7 >= 0
and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 =
0) or 6*n - 5*td < 0 and 400*q + 9*td - 20050 <= 0 and i2 = 0 and 9*n -
380*q >= 0 and q - 40 <= 0 and q >= 0 and (62500*n - 156250*q - 6250*td
- 1250000*z - 32509373 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z
- 27134373 >= 0 and 31937500*n - 79843750*q - 3193750*td - 571562500*z
- 13629165033 = 0 or 62500*n - 156250*q - 6250*td - 1250000*z - 27134373
< 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 >= 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
or 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 < 0 and 62500*n
- 156250*q - 6250*td - 1250000*z - 21759373 > 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0
and 62500*n - 156250*q - 6250*td - 1250000*z - 40571873 = 0 or 2*p1 - 7
>= 0 and 10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td -
10000000*z - 402109359 = 0) or 6*n - 5*td < 0 and 400*q + 9*td - 20050
<= 0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and (80*
i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or 80*i2 +
250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 76880*
i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) or 6*n - 5*td < 0 and 400*q + 9*td - 20050 >= 0 and
i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td -
20050 <= 0 and q - 40 <= 0 and q >= 0 and 160*n - 7*td - 2400*z - 86698
= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 6*n - 5
*td < 0 and 400*q + 9*td - 20050 >= 0 and i2 = 0 and 180*n + 171*td -
380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and
q >= 0 and (160*n - 7*td - 2400*z - 67754 > 0 and 160*n - 7*td - 2400*z
- 86698 <= 0 or 160*n - 7*td - 2400*z - 86698 > 0 and 160*n - 7*td -
2400*z - 91434 <= 0 and 35360*n - 1547*td + 653600*z - 29792578 = 0 or
160*n - 7*td - 2400*z - 91434 > 0 and 160*n - 7*td - 2400*z - 105642 < 0
and 255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 160*n - 7*td - 2400*z - 39338 = 0 or 2*p1 - 7 >= 0
and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*z + 25898 = 0)
or 6*n - 5*td < 0 and 400*q + 9*td - 20050 >= 0 and i2 = 0 and 180*n +
171*td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40
<= 0 and q >= 0 and 800*n - 35*td - 20000*z - 392402 = 0 and 2*p1 - 7 >=
0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*
td - 300*z + 1015 = 0 or td = 0 and z = 0) or 6*n - 5*td < 0 and 400*q +
9*td - 20050 >= 0 and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td -
450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and (800*n -
35*td - 20000*z - 238642 > 0 and 160*n - 7*td - 4000*z - 72330 <= 0 and
35360*n - 1547*td + 653600*z - 29792578 = 0 or 160*n - 7*td - 4000*z -
72330 > 0 and 800*n - 35*td - 20000*z - 392402 <= 0 or 800*n - 35*td -
20000*z - 392402 > 0 and 800*n - 35*td - 20000*z - 484658 < 0 and 1498500000
*n - 65559375*td - 32657500000*z - 780627025498 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 <
0 and 160*n - 7*td - 4000*z - 10826 = 0 or 2*p1 - 7 >= 0 and 153760*i2
- 4000*n + 480500*p1 + 3844*q + 175*td + 100000*z - 838344 = 0) or 6*n -
5*td < 0 and 400*q + 9*td - 20050 >= 0 and i2 = 0 and 180*n + 171*td -
380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and
q >= 0 and (500000*n - 21875*td - 10000000*z - 322731234 < 0 and 500000*
n - 21875*td - 10000000*z - 279731234 >= 0 and 255500000*n - 11178125*td
- 4572500000*z - 141050664014 = 0 or 500000*n - 21875*td - 10000000*z -
279731234 < 0 and 500000*n - 21875*td - 10000000*z - 268981234 >= 0 and
1498500000*n - 65559375*td - 32657500000*z - 780627025498 = 0 or 500000
*n - 21875*td - 10000000*z - 268981234 < 0 and 500000*n - 21875*td -
10000000*z - 236731234 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 500000*n - 21875*td
- 10000000*z - 387231234 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*
n + 33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 = 0) or 6
*n - 5*td < 0 and 400*q + 9*td - 20050 >= 0 and i2 = 0 and 180*n + 171*
td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0
and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*
q - 1377 <= 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*z
+ 25898 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q
- 1457 <= 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q + 175*td +
100000*z - 838344 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250
*p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q
- 21875*td - 10000000*z - 464765609 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 6*n - 5*td < 0 and
i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 20*n - 2*td - 300*z -
8331 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td
- 20050 = 0) or 6*n - 5*td < 0 and i2 = 0 and n >= 0 and q - 40 <= 0
and q >= 0 and (20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z -
8331 <= 0 or 20*n - 2*td - 300*z - 8331 > 0 and 20*n - 2*td - 300*z -
8923 <= 0 and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td -
300*z - 8923 > 0 and 20*n - 2*td - 300*z - 10699 < 0 and 31937500*n -
3193750*td - 571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
20*n - 2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n +
4625*p1 + 37*q + 5*td + 750*z - 4647 = 0) and (400*q + 9*td - 20050 <= 0
and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) or 6*n - 5*
td < 0 and i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 100*n - 10*
td - 2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q -
1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td -
20050 > 0 and 9*td - 20050 = 0) or 6*n - 5*td < 0 and i2 = 0 and n >= 0
and q - 40 <= 0 and q >= 0 and (100*n - 10*td - 2500*z - 17299 > 0 and
20*n - 2*td - 500*z - 6535 <= 0 and 4420*n - 442*td + 81700*z - 3170191
= 0 or 20*n - 2*td - 500*z - 6535 > 0 and 100*n - 10*td - 2500*z - 36519
<= 0 or 100*n - 10*td - 2500*z - 36519 > 0 and 100*n - 10*td - 2500*z -
48051 < 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 =
0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1 - 7
>= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z -
669797 = 0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td -
20050 > 0 and 9*td - 20050 = 0) or 6*n - 5*td < 0 and i2 = 0 and n >= 0
and q - 40 <= 0 and q >= 0 and (62500*n - 6250*td - 1250000*z - 32509373
< 0 and 62500*n - 6250*td - 1250000*z - 27134373 >= 0 and 31937500*n -
3193750*td - 571562500*z - 13629165033 = 0 or 62500*n - 6250*td -
1250000*z - 27134373 < 0 and 62500*n - 6250*td - 1250000*z - 25790623 >=
0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 = 0 or
62500*n - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*td -
1250000*z - 21759373 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 62500*n - 6250*td -
1250000*z - 40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359 = 0) and (400
*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td -
20050 = 0) or 6*n - 5*td < 0 and i2 = 0 and n >= 0 and q - 40 <= 0 and q
>= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q -
1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0
or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0
and 76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 =
0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 <
0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td -
10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*
q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td - 20050 <= 0 and q = 0
or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0),
2*p1 - 7 >= 0 and 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0
and q >= 0 and q - 40 <= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 2*p1 - 7 >= 0 and 400*q + 9*td - 20050
>= 0 and i2 = 0 and n - td = 0 and td - 450 >= 0 and 9*td - 20050 <= 0
and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 2*p1 - 7 >= 0 and i2 = 0 and n - td = 0
and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0 and q - 40
= 0 or 400*q + 9*td - 20050 > 0 and td - 450 = 0) or 2*p1 - 7 < 0 and
400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and q >= 0 and q -
40 <= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or 2*p1 - 7 < 0 and 400*q + 9*td - 20050 >= 0 and i2 = 0 and
n - td = 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q
>= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or 2*p1 - 7 < 0 and i2 = 0 and n - td = 0 and q - 40 <= 0 and
q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td
- 20050 > 0 and td - 450 = 0),
80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (
400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td
- 20050 = 0) or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*
q - 1697 < 0 and i2 = 0 and n - td = 0 and 9*n - 380*q >= 0 and q - 40
<= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0 and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 80*i2 + 250*p1 + 2*q
- 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and i2 = 0 and n - td =
0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <=
0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and i2 = 0 and n - td = 0
and n >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td
- 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0
and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) or 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and i2 = 0 and n - td = 0 and 9
*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and i2 = 0 and
n - td = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td -
20050 <= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0
and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (
400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td
- 20050 = 0) or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*
q - 1457 <= 0 and i2 = 0 and n - td = 0 and 9*n - 380*q >= 0 and q - 40
<= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0 and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 80*i2 + 250*p1 + 2*q
- 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and i2 = 0 and n - td =
0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050
<= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and i2 = 0 and n - td = 0
and n >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td
- 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0
and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) or 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and i2 = 0 and n - td = 0 and 9
*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and i2 = 0 and
n - td = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td -
20050 <= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or 80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0
and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (
400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td
- 20050 = 0) or 80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*
q - 1377 <= 0 and i2 = 0 and n - td = 0 and 9*n - 380*q >= 0 and q - 40
<= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0 and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 80*i2 + 250*p1 + 2*q
- 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and i2 = 0 and n - td =
0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050
<= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2
*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0),
80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (2*p1 - 7 < 0 and 80*i2
+ 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td - 20050 <=
0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) or 80*i2
+ 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and i2 = 0
and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td -
20050 <= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1
- 7 >= 0) or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0
and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td -
20050 >= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1
- 7 >= 0) or 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and i2 =
0 and n >= 0 and q - 40 <= 0 and q >= 0 and (400*q + 9*td - 20050 <= 0
and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) or 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and i2 = 0 and 9*n - 380*q >= 0
and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0 or 2*p1 - 7 >=
0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and i2 = 0 and 180*n + 171*td -
380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and
q >= 0 and 400*q + 9*td - 20050 >= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0
and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and i2 = 0 and n >= 0 and q - 40 <=
0 and q >= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*
p1 - 7 >= 0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td -
20050 > 0 and 9*td - 20050 = 0) or 80*i2 + 250*p1 + 2*q - 1377 > 0 and
80*i2 + 250*p1 + 2*q - 1457 <= 0 and i2 = 0 and 9*n - 380*q >= 0 and q -
40 <= 0 and q >= 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 80*i2 + 250*p1 + 2*q
- 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and i2 = 0 and 180*n +
171*td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40
<= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and (2*p1 - 7 < 0 and 80*
i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 2*p1 - 7 >= 0 and 80*i2
+ 250*p1 + 2*q - 1377 = 0 and i2 = 0 and n >= 0 and q - 40 <= 0 and q
>= 0 and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 >
0 and 9*td - 20050 = 0) or 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377
= 0 and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*
q + 9*td - 20050 <= 0 or 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 =
0 and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*
td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0
or 80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0
and i2 = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (400*q + 9*td -
20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0)
or 80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0
and i2 = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9
*td - 20050 <= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or
2*p1 - 7 >= 0) or 80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 +
2*q - 1377 <= 0 and i2 = 0 and 180*n + 171*td - 380950 >= 0 and td - 450
>= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td
- 20050 >= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*
p1 - 7 >= 0),
q >= 0 and q - 40 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*
z + 353 > 0 and 9*n - 15200 >= 0 and n - td = 0 and i2 = 0 and (400*q +
9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td - 20050 > 0 and td -
450 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 -
7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q
- 1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q
- 1457 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or
80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) or q
>= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z - 10331 < 0 and 9*n - 15200
>= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2
*q - 1377 = 0 and (400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9
*td - 20050 > 0 and td - 450 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 20*
n - 2*td - 300*z - 10923 < 0 and 9*n - 15200 >= 0 and n - td = 0 and i2
= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z -
1012 = 0 and (400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td -
20050 > 0 and td - 450 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and n >= 0
and 9*n - 15200 <= 0 and 112480*i2 - 3575*n + 351500*p1 + 2812*q + 380*
td + 57000*z - 353172 > 0 and n - td = 0 and i2 = 0 and (400*q + 9*td -
20050 <= 0 and 9*n - 380*q = 0 or 400*q + 9*td - 20050 > 0 and 180*n +
171*td - 380950 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0) or q >= 0 and q - 40 <= 0 and n >= 0 and 9*n - 15200 <= 0
and 715*n - 76*td - 11400*z - 316578 < 0 and n - td = 0 and i2 = 0 and
2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (400*q + 9*td -
20050 <= 0 and 9*n - 380*q = 0 or 400*q + 9*td - 20050 > 0 and 180*n +
171*td - 380950 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*
z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and n >= 0 and 9*n -
15200 <= 0 and 715*n - 76*td - 11400*z - 339074 < 0 and n - td = 0 and
i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z -
1012 = 0 and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q = 0 or 400*q +
9*td - 20050 > 0 and 180*n + 171*td - 380950 = 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990
< 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q -
40 <= 0 and 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 > 0
and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050
<= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >=
0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and
z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q -
1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q -
1457 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) or q
>= 0 and q - 40 <= 0 and 20*n - 50*q - 2*td - 300*z - 8331 < 0 and 9*n -
380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and
2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990
< 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q -
40 <= 0 and 20*n - 50*q - 2*td - 300*z - 8923 < 0 and 9*n - 380*q >= 0
and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7 >=
0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z - 1012 = 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0
and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 23680*i2 -
800*n + 74000*p1 + 592*q + 35*td + 12000*z + 25898 > 0 and 180*n + 171*
td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0
and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377
<= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457
<= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 +
250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 25550000
*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) or q >= 0 and
q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 160*n - 7*td -
2400*z - 86698 < 0 and 180*n + 171*td - 380950 >= 0 and n - td = 0 and
i2 = 0 and 400*q + 9*td - 20050 >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0
and td - 450 >= 0 and 160*n - 7*td - 2400*z - 91434 < 0 and 180*n + 171*
td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0
and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z - 1012
= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and
z = 0) or q >= 0 and q - 40 <= 0 and 76880*i2 - 2000*n + 240250*p1 +
1922*q + 200*td + 50000*z - 469797 > 0 and 9*n - 15200 >= 0 and n - td =
0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9
*td - 20050 > 0 and td - 450 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 +
2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 >
0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q
+ 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 +
250*p1 + 2*q - 1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q +
2500000*z - 569558609 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td -
500*z - 8535 < 0 and 9*n - 15200 >= 0 and n - td = 0 and i2 = 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 50*z - 449 = 0 and (
400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td - 20050 > 0 and
td - 450 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 4420*n - 442*td +
81700*z - 3612191 < 0 and 9*n - 15200 >= 0 and n - td = 0 and i2 = 0 and
(400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td - 20050 > 0
and td - 450 = 0) and (2*p1 - 7 < 0 and 50*z - 891 = 0 or 2*p1 - 7 >= 0
and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0) and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td
- 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (250*z -
3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0 and 125*z - 1012 >= 0 or
125*z - 1012 < 0 and 250*z - 1361 > 0 and 108437500*z - 865858649 = 0)
or q >= 0 and q - 40 <= 0 and 100*n - 10*td - 2500*z - 46519 < 0 and 9*n
- 15200 >= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1457 = 0 and (400*q + 9*td - 20050 <= 0 and q - 40 = 0 or
400*q + 9*td - 20050 > 0 and td - 450 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <=
0 and n >= 0 and 9*n - 15200 <= 0 and 1460720*i2 - 35750*n + 4564750*p1
+ 36518*q + 3800*td + 950000*z - 12726143 > 0 and n - td = 0 and i2 = 0
and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q = 0 or 400*q + 9*td -
20050 > 0 and 180*n + 171*td - 380950 = 0) and (2*p1 - 7 < 0 and 80*i2 +
250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2
*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*
p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and
80*i2 + 250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and
80*i2 + 250*p1 + 2*q - 1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*
q + 2500000*z - 569558609 = 0) or q >= 0 and q - 40 <= 0 and n >= 0 and
9*n - 15200 <= 0 and 715*n - 76*td - 19000*z - 248330 < 0 and n - td = 0
and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 50
*z - 449 = 0 and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q = 0 or 400*q
+ 9*td - 20050 > 0 and 180*n + 171*td - 380950 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q
- 40 <= 0 and n >= 0 and 9*n - 15200 <= 0 and 158015*n - 16796*td +
3104600*z - 120467258 < 0 and n - td = 0 and i2 = 0 and (400*q + 9*td -
20050 <= 0 and 9*n - 380*q = 0 or 400*q + 9*td - 20050 > 0 and 180*n +
171*td - 380950 = 0) and (2*p1 - 7 < 0 and 50*z - 891 = 0 or 2*p1 - 7 >=
0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0) and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (250*z
- 3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0 and 125*z - 1012 >= 0
or 125*z - 1012 < 0 and 250*z - 1361 > 0 and 108437500*z - 865858649 = 0
) or q >= 0 and q - 40 <= 0 and n >= 0 and 9*n - 15200 <= 0 and 3575*n -
380*td - 95000*z - 1387722 < 0 and n - td = 0 and i2 = 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (400*q + 9*td - 20050 <= 0
and 9*n - 380*q = 0 or 400*q + 9*td - 20050 > 0 and 180*n + 171*td -
380950 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320
= 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td
= 0 and z = 0) or q >= 0 and q - 40 <= 0 and 76880*i2 - 2000*n + 240250*
p1 + 6922*q + 200*td + 50000*z - 669797 > 0 and 9*n - 380*q >= 0 and n -
td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (80*i2 + 250*p1
+ 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*i2 +
55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 >
0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 >
0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 29970000*i2 + 93656250*p1 +
749250*q + 2500000*z - 569558609 = 0) or q >= 0 and q - 40 <= 0 and 20*n
- 50*q - 2*td - 500*z - 6535 < 0 and 9*n - 380*q >= 0 and n - td = 0
and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1377 = 0 and 50*z - 449 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <=
0 and 4420*n - 11050*q - 442*td + 81700*z - 3170191 < 0 and 9*n - 380*q
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1
- 7 < 0 and 50*z - 891 = 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 +
442*q + 20000*z - 483917 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (250*z - 3129 < 0 and 50*z - 449 >=
0 or 50*z - 449 < 0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z
- 1361 > 0 and 108437500*z - 865858649 = 0) or q >= 0 and q - 40 <= 0
and 100*n - 250*q - 10*td - 2500*z - 36519 < 0 and 9*n - 380*q >= 0 and
n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*
td - 20050 <= 0 and td - 450 >= 0 and 153760*i2 - 4000*n + 480500*p1 +
3844*q + 175*td + 100000*z - 838344 > 0 and 180*n + 171*td - 380950 >= 0
and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and (2*p1 - 7 <
0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td
- 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (80*i2 +
250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*
i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q -
1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2*q -
1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 29970000*i2 + 93656250*
p1 + 749250*q + 2500000*z - 569558609 = 0) or q >= 0 and q - 40 <= 0 and
9*td - 20050 <= 0 and td - 450 >= 0 and 160*n - 7*td - 4000*z - 72330 <
0 and 180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q
+ 9*td - 20050 >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 =
0 and 50*z - 449 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*
z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0
and td - 450 >= 0 and 35360*n - 1547*td + 653600*z - 29792578 < 0 and
180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td
- 20050 >= 0 and (2*p1 - 7 < 0 and 50*z - 891 = 0 or 2*p1 - 7 >= 0 and
17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (250*z -
3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0 and 125*z - 1012 >= 0 or
125*z - 1012 < 0 and 250*z - 1361 > 0 and 108437500*z - 865858649 = 0)
or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and
800*n - 35*td - 20000*z - 392402 < 0 and 180*n + 171*td - 380950 >= 0
and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and 2*p1 - 7 >=
0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td
- 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z
- 452109359 < 0 and 9*n - 15200 >= 0 and n - td = 0 and i2 = 0 and (400*
q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td - 20050 > 0 and td
- 450 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1
- 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2
*q - 1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*
q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*
q - 1697 < 0) or q >= 0 and q - 40 <= 0 and 31937500*n - 3193750*td -
571562500*z - 16822915033 < 0 and 9*n - 15200 >= 0 and n - td = 0 and i2
= 0 and (400*q + 9*td - 20050 <= 0 and q - 40 = 0 or 400*q + 9*td -
20050 > 0 and td - 450 = 0) and (2*p1 - 7 < 0 and 156250*z + 16518749 =
0 or 2*p1 - 7 >= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z
- 448579359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (156250*z + 6937499 > 0 and 156250*z + 549999
<= 0 or 156250*z + 549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z
- 865858649 = 0 or 78125*z - 523438 > 0 and 156250*z - 5837501 < 0) or q
>= 0 and q - 40 <= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531
< 0 and 9*n - 15200 >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td -
20050 <= 0 and q - 40 = 0 or 400*q + 9*td - 20050 > 0 and td - 450 = 0)
and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0 and 108437500*z
- 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z - 741562 >= 0 or
78125*z - 741562 < 0 and 156250*z + 4136251 > 0) or q >= 0 and q - 40 <=
0 and n >= 0 and 9*n - 15200 <= 0 and 204250000*i2 + 8937500*n +
638281250*p1 + 5106250*q - 950000*td - 190000000*z - 7640077821 < 0 and
n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q = 0
or 400*q + 9*td - 20050 > 0 and 180*n + 171*td - 380950 = 0) and (2*p1
- 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0) or q
>= 0 and q - 40 <= 0 and n >= 0 and 9*n - 15200 <= 0 and 1141765625*n -
121362500*td - 21719375000*z - 517908271254 < 0 and n - td = 0 and i2 =
0 and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q = 0 or 400*q + 9*td -
20050 > 0 and 180*n + 171*td - 380950 = 0) and (2*p1 - 7 < 0 and 156250*
z + 16518749 = 0 or 2*p1 - 7 >= 0 and 25550000*i2 + 79843750*p1 + 638750
*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300
*z + 1015 = 0 or td = 0 and z = 0) and (156250*z + 6937499 > 0 and
156250*z + 549999 <= 0 or 156250*z + 549999 > 0 and 78125*z - 523438 <=
0 and 108437500*z - 865858649 = 0 or 78125*z - 523438 > 0 and 156250*z -
5837501 < 0) or q >= 0 and q - 40 <= 0 and n >= 0 and 9*n - 15200 <= 0
and 6696421875*n - 711787500*td - 155123125000*z - 2816019660178 < 0 and
n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q =
0 or 400*q + 9*td - 20050 > 0 and 180*n + 171*td - 380950 = 0) and (2*p1
- 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and 29970000*i2 +
93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (156250*z -
10848749 < 0 and 156250*z - 3356249 >= 0 and 108437500*z - 865858649 =
0 or 156250*z - 3356249 < 0 and 78125*z - 741562 >= 0 or 78125*z -
741562 < 0 and 156250*z + 4136251 > 0) or q >= 0 and q - 40 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 < 0 and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q
+ 9*td - 20050 <= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750*q -
2500000*z - 448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q +
2500000*z - 569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 +
250*p1 + 2*q - 1697 < 0) or q >= 0 and q - 40 <= 0 and 31937500*n -
79843750*q - 3193750*td - 571562500*z - 13629165033 < 0 and 9*n - 380*q
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 -
7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and 25550000*i2 +
79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (156250*z +
6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z + 549999 > 0 and
78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or 78125*z -
523438 > 0 and 156250*z - 5837501 < 0) or q >= 0 and q - 40 <= 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 < 0
and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050
<= 0 and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0 and 108437500*z
- 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z - 741562 >= 0 or
78125*z - 741562 < 0 and 156250*z + 4136251 > 0) or q >= 0 and q - 40 <=
0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 < 0 and 180*n
+ 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td -
20050 >= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1
- 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2
*q - 1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*
q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*
q - 1697 < 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td -
450 >= 0 and 255500000*n - 11178125*td - 4572500000*z - 141050664014 < 0
and 180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q +
9*td - 20050 >= 0 and (2*p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1
- 7 >= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (156250*z + 6937499 > 0 and 156250*z + 549999
<= 0 or 156250*z + 549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z
- 865858649 = 0 or 78125*z - 523438 > 0 and 156250*z - 5837501 < 0) or q
>= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 1498500000
*n - 65559375*td - 32657500000*z - 780627025498 < 0 and 180*n + 171*td -
380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and
(2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and 29970000
*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0 and 108437500*z -
865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z - 741562 >= 0 or
78125*z - 741562 < 0 and 156250*z + 4136251 > 0),
62500*n - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*td -
1250000*z - 21759373 > 0 and q >= 0 and q - 40 <= 0 and n >= 0 and n -
td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and (400*q + 9*td - 20050 <= 0 and q
= 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 62500*n -
156250*q - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 156250*q -
6250*td - 1250000*z - 21759373 > 0 and q >= 0 and q - 40 <= 0 and 9*n -
380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2
*p1 - 7 >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320
= 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td
= 0 and z = 0) or 500000*n - 21875*td - 10000000*z - 268981234 < 0 and
500000*n - 21875*td - 10000000*z - 236731234 > 0 and q >= 0 and q - 40
<= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td - 380950
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and 2*p1 -
7 >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or q >= 0 and q - 40 <= 0 and 100*n - 10*td - 2500*z - 36519
>= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 3575*n - 380*td - 95000
*z - 1387722 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and (400*q
+ 9*td - 20050 <= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or
400*q + 9*td - 20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or q >= 0 and q - 40 <= 0 and 100*n - 10*td - 2500*z - 36519 >= 0 and
100*n - 10*td - 2500*z - 46519 <= 0 and 3575*n - 380*td - 95000*z -
1387722 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and (400*q + 9*
td - 20050 <= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or 400*q
+ 9*td - 20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 20*
n - 2*td - 500*z - 6535 > 0 and 100*n - 10*td - 2500*z - 36519 <= 0 and
q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7
>= 0 and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 >
0 and 9*td - 20050 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 20*n - 50*q - 2*td - 500*z - 6535 > 0
and 100*n - 250*q - 10*td - 2500*z - 36519 <= 0 and q >= 0 and q - 40 <=
0 and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td -
20050 <= 0 and 2*p1 - 7 >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) or 160*n - 7*td - 4000*z - 72330 > 0
and 800*n - 35*td - 20000*z - 392402 <= 0 and q >= 0 and q - 40 <= 0 and
9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td - 380950 >= 0
and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and 2*p1 - 7 >=
0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z - 8331 >= 0 and
20*n - 2*td - 300*z - 10331 <= 0 and 715*n - 76*td - 11400*z - 316578 <=
0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and (400*q + 9*td - 20050
<= 0 and 20*n - 50*q - 2*td - 300*z - 8331 = 0 or 400*q + 9*td - 20050
> 0 and 160*n - 7*td - 2400*z - 86698 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <=
0 and 20*n - 2*td - 300*z - 8331 >= 0 and 20*n - 2*td - 300*z - 10331
<= 0 and 715*n - 76*td - 11400*z - 316578 <= 0 and n - td = 0 and i2 = 0
and 2*p1 - 7 >= 0 and (400*q + 9*td - 20050 <= 0 and 20*n - 50*q - 2*td
- 300*z - 8331 = 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7*td - 2400*
z - 86698 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) or 20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td -
300*z - 8331 <= 0 and q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0
and i2 = 0 and 2*p1 - 7 >= 0 and (400*q + 9*td - 20050 <= 0 and q = 0 or
400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 20*n - 50*q - 2*
td - 300*z - 5963 > 0 and 20*n - 50*q - 2*td - 300*z - 8331 <= 0 and q
>= 0 and q - 40 <= 0 and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and
400*q + 9*td - 20050 <= 0 and 2*p1 - 7 >= 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 160*n - 7*td - 2400*
z - 67754 > 0 and 160*n - 7*td - 2400*z - 86698 <= 0 and q >= 0 and q -
40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td -
380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and
2*p1 - 7 >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0),
40*i2 + q - 251 <= 0 and i2 = 0 and n - td = 0 and 715*n - 76*td - 11400
*z - 316578 <= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 20*n - 2*td -
300*z - 8331 >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8331 = 0 or 400*q + 9*td -
20050 > 0 and 160*n - 7*td - 2400*z - 86698 = 0) or 2960*i2 - 100*n + 74
*q + 10*td + 1500*z + 23081 <= 0 and i2 = 0 and n - td = 0 and n >= 0
and q - 40 <= 0 and q >= 0 and (20*n - 2*td - 300*z - 5963 > 0 and 20*n
- 2*td - 300*z - 8331 <= 0 or 20*n - 2*td - 300*z - 8331 > 0 and 20*n -
2*td - 300*z - 8923 <= 0 and 4420*n - 442*td + 81700*z - 3170191 = 0 or
20*n - 2*td - 300*z - 8923 > 0 and 20*n - 2*td - 300*z - 10699 < 0 and
31937500*n - 3193750*td - 571562500*z - 13629165033 = 0) and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q
+ 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td -
20050 = 0) or 40*i2 + q - 251 <= 0 and i2 = 0 and n - td = 0 and 715*n -
76*td - 11400*z - 316578 <= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and
20*n - 2*td - 300*z - 8331 >= 0 and q - 40 <= 0 and q >= 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q
+ 9*td - 20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8331 = 0 or 400*q
+ 9*td - 20050 > 0 and 160*n - 7*td - 2400*z - 86698 = 0) or 2960*i2 -
100*n + 324*q + 10*td + 1500*z + 23081 <= 0 and i2 = 0 and n - td = 0
and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050
<= 0 and (20*n - 50*q - 2*td - 300*z - 5963 > 0 and 20*n - 50*q - 2*td
- 300*z - 8331 <= 0 or 20*n - 50*q - 2*td - 300*z - 8331 > 0 and 20*n -
50*q - 2*td - 300*z - 8923 <= 0 and 4420*n - 11050*q - 442*td + 81700*z
- 3170191 = 0 or 20*n - 50*q - 2*td - 300*z - 8923 > 0 and 20*n - 50*q -
2*td - 300*z - 10699 < 0 and 31937500*n - 79843750*q - 3193750*td -
571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3
*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*
z + 1015 = 0 or td = 0 and z = 0) or 23680*i2 - 800*n + 592*q + 35*td +
12000*z + 284898 <= 0 and i2 = 0 and n - td = 0 and 180*n + 171*td -
380950 >= 0 and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and
q >= 0 and 400*q + 9*td - 20050 >= 0 and (160*n - 7*td - 2400*z - 67754
> 0 and 160*n - 7*td - 2400*z - 86698 <= 0 or 160*n - 7*td - 2400*z -
86698 > 0 and 160*n - 7*td - 2400*z - 91434 <= 0 and 35360*n - 1547*td +
653600*z - 29792578 = 0 or 160*n - 7*td - 2400*z - 91434 > 0 and 160*n
- 7*td - 2400*z - 105642 < 0 and 255500000*n - 11178125*td - 4572500000*
z - 141050664014 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400
*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015
= 0 or td = 0 and z = 0) or 40*i2 + q - 291 <= 0 and i2 = 0 and n - td =
0 and 3575*n - 380*td - 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500
*z - 46519 <= 0 and 100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0
and q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (400*q + 9*td - 20050 <= 0 and 100*n - 250*q - 10*td -
2500*z - 36519 = 0 or 400*q + 9*td - 20050 > 0 and 800*n - 35*td -
20000*z - 392402 = 0) or 38440*i2 - 1000*n + 961*q + 100*td + 25000*z +
85539 <= 0 and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >=
0 and (100*n - 10*td - 2500*z - 17299 > 0 and 20*n - 2*td - 500*z -
6535 <= 0 and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td -
500*z - 6535 > 0 and 100*n - 10*td - 2500*z - 36519 <= 0 or 100*n - 10*
td - 2500*z - 36519 > 0 and 100*n - 10*td - 2500*z - 48051 < 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 = 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td
- 20050 = 0) or 40*i2 + q - 251 <= 0 and i2 = 0 and n - td = 0 and 715*
n - 76*td - 19000*z - 248330 <= 0 and 20*n - 2*td - 500*z - 8535 <= 0
and 20*n - 2*td - 500*z - 6535 >= 0 and q - 40 <= 0 and q >= 0 and 50*z
- 449 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (400*q + 9*td - 20050 <= 0 and 20*n - 50*q - 2*td - 500
*z - 6535 = 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7*td - 4000*z -
72330 = 0) or 8840*i2 + 221*q + 10000*z - 145271 <= 0 and i2 = 0 and n -
td = 0 and 158015*n - 16796*td + 3104600*z - 120467258 <= 0 and 4420*n
- 442*td + 81700*z - 3612191 <= 0 and 4420*n - 442*td + 81700*z -
3170191 >= 0 and q - 40 <= 0 and q >= 0 and (250*z - 3129 < 0 and 50*z -
449 >= 0 or 50*z - 449 < 0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0
and 250*z - 1361 > 0 and 108437500*z - 865858649 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*
td - 20050 <= 0 and 4420*n - 11050*q - 442*td + 81700*z - 3170191 = 0 or
400*q + 9*td - 20050 > 0 and 35360*n - 1547*td + 653600*z - 29792578 =
0) or 40*i2 + q - 291 <= 0 and i2 = 0 and n - td = 0 and 3575*n - 380*td
- 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and
100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0 and q >= 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
400*q + 9*td - 20050 <= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0
or 400*q + 9*td - 20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0)
or 38440*i2 - 1000*n + 3461*q + 100*td + 25000*z + 85539 <= 0 and i2 = 0
and n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*
q + 9*td - 20050 <= 0 and (100*n - 250*q - 10*td - 2500*z - 17299 > 0
and 20*n - 50*q - 2*td - 500*z - 6535 <= 0 and 4420*n - 11050*q - 442*td
+ 81700*z - 3170191 = 0 or 20*n - 50*q - 2*td - 500*z - 6535 > 0 and
100*n - 250*q - 10*td - 2500*z - 36519 <= 0 or 100*n - 250*q - 10*td -
2500*z - 36519 > 0 and 100*n - 250*q - 10*td - 2500*z - 48051 < 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) or 153760*i2 - 4000*n + 3844*q + 175*td + 100000*z + 843406 <= 0
and i2 = 0 and n - td = 0 and 180*n + 171*td - 380950 >= 0 and td - 450
>= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td -
20050 >= 0 and (800*n - 35*td - 20000*z - 238642 > 0 and 160*n - 7*td -
4000*z - 72330 <= 0 and 35360*n - 1547*td + 653600*z - 29792578 = 0 or
160*n - 7*td - 4000*z - 72330 > 0 and 800*n - 35*td - 20000*z - 392402
<= 0 or 800*n - 35*td - 20000*z - 392402 > 0 and 800*n - 35*td - 20000*z
- 484658 < 0 and 1498500000*n - 65559375*td - 32657500000*z - 780627025498
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or 102125000*i2 + 4468750*n + 2553125*q - 475000*td -
95000000*z - 2703046723 <= 0 and i2 = 0 and n - td = 0 and 9*n - 15200
<= 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (2234375*n - 237500*td -
47500000*z - 1235356174 < 0 and 2234375*n - 237500*td - 47500000*z -
1031106174 >= 0 and 1141765625*n - 121362500*td - 21719375000*z - 517908271254
= 0 or 2234375*n - 237500*td - 47500000*z - 1031106174 < 0 and 2234375*
n - 237500*td - 47500000*z - 980043674 >= 0 and 6696421875*n - 711787500
*td - 155123125000*z - 2816019660178 = 0 or 2234375*n - 237500*td -
47500000*z - 980043674 < 0 and 2234375*n - 237500*td - 47500000*z -
826856174 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0 and 9*n - 380*q = 0
or 400*q + 9*td - 20050 > 0 and 180*n + 171*td - 380950 = 0) or 5375000*
i2 + 250000*n + 134375*q - 25000*td - 5000000*z - 167265617 <= 0 and i2
= 0 and n - td = 0 and 9*n - 15200 >= 0 and q - 40 <= 0 and q >= 0 and (
62500*n - 6250*td - 1250000*z - 38759373 < 0 and 62500*n - 6250*td -
1250000*z - 33384373 >= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033
= 0 or 62500*n - 6250*td - 1250000*z - 33384373 < 0 and 62500*n - 6250*
td - 1250000*z - 32040623 >= 0 and 187312500*n - 18731250*td - 4082187500
*z - 92837030531 = 0 or 62500*n - 6250*td - 1250000*z - 32040623 < 0 and
62500*n - 6250*td - 1250000*z - 28009373 > 0) and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and q - 40 = 0 or 400*q + 9*td - 20050 > 0 and td - 450 = 0)
or 40*i2 + q - 251 <= 0 and i2 = 0 and n - td = 0 and 2234375*n - 237500
*td - 47500000*z - 1031106174 <= 0 and 62500*n - 6250*td - 1250000*z -
33384373 <= 0 and 62500*n - 6250*td - 1250000*z - 27134373 >= 0 and q -
40 <= 0 and q >= 0 and 156250*z + 549999 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 27134373 = 0
or 400*q + 9*td - 20050 > 0 and 500000*n - 21875*td - 10000000*z -
279731234 = 0) or 12775000*i2 + 319375*q - 1250000*z - 84563117 <= 0 and
i2 = 0 and n - td = 0 and 1141765625*n - 121362500*td - 21719375000*z -
517908271254 <= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033
<= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033 >= 0 and q
- 40 <= 0 and q >= 0 and (156250*z + 6937499 > 0 and 156250*z + 549999
<= 0 or 156250*z + 549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z
- 865858649 = 0 or 78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (400*q + 9*td - 20050 <= 0 and 31937500*n - 79843750*q - 3193750*td
- 571562500*z - 13629165033 = 0 or 400*q + 9*td - 20050 > 0 and
255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) or 40*i2 +
q - 291 <= 0 and i2 = 0 and n - td = 0 and 2234375*n - 237500*td -
47500000*z - 980043674 <= 0 and 62500*n - 6250*td - 1250000*z - 32040623
<= 0 and 62500*n - 6250*td - 1250000*z - 25790623 >= 0 and q - 40 <= 0
and q >= 0 and 78125*z - 741562 = 0 and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0
and 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 = 0 or 400*q + 9
*td - 20050 > 0 and 500000*n - 21875*td - 10000000*z - 268981234 = 0) or
14985000*i2 + 374625*q + 1250000*z - 120880867 <= 0 and i2 = 0 and n -
td = 0 and 6696421875*n - 711787500*td - 155123125000*z - 2816019660178
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and q - 40
<= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0
and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z -
741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251 > 0) and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >=
0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and
(400*q + 9*td - 20050 <= 0 and 187312500*n - 468281250*q - 18731250*td -
4082187500*z - 74105780531 = 0 or 400*q + 9*td - 20050 > 0 and 1498500000
*n - 65559375*td - 32657500000*z - 780627025498 = 0) or 5375000*i2 +
250000*n - 490625*q - 25000*td - 5000000*z - 142265617 <= 0 and i2 = 0
and n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 400*q
+ 9*td - 20050 <= 0 and (62500*n - 156250*q - 6250*td - 1250000*z -
32509373 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 27134373 >=
0 and 31937500*n - 79843750*q - 3193750*td - 571562500*z - 13629165033 =
0 or 62500*n - 156250*q - 6250*td - 1250000*z - 27134373 < 0 and 62500*
n - 156250*q - 6250*td - 1250000*z - 25790623 >= 0 and 187312500*n -
468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0 or 62500*n -
156250*q - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 156250*q -
6250*td - 1250000*z - 21759373 > 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or 10750000*i2 + 500000*n +
268750*q - 21875*td - 10000000*z - 347187484 <= 0 and i2 = 0 and n - td
= 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0 and 9*td - 20050
<= 0 and q - 40 <= 0 and q >= 0 and 400*q + 9*td - 20050 >= 0 and (
500000*n - 21875*td - 10000000*z - 322731234 < 0 and 500000*n - 21875*td
- 10000000*z - 279731234 >= 0 and 255500000*n - 11178125*td - 4572500000
*z - 141050664014 = 0 or 500000*n - 21875*td - 10000000*z - 279731234 <
0 and 500000*n - 21875*td - 10000000*z - 268981234 >= 0 and 1498500000*n
- 65559375*td - 32657500000*z - 780627025498 = 0 or 500000*n - 21875*td
- 10000000*z - 268981234 < 0 and 500000*n - 21875*td - 10000000*z -
236731234 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0),
62500*n - 156250*q - 6250*td - 1250000*z - 25790623 < 0 and 62500*n -
156250*q - 6250*td - 1250000*z - 21759373 > 0 and 400*q + 9*td - 20050
<= 0 and i2 = 0 and n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and
q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or 500000*n - 21875*td - 10000000*z - 268981234 < 0 and
500000*n - 21875*td - 10000000*z - 236731234 > 0 and 400*q + 9*td -
20050 >= 0 and i2 = 0 and n - td = 0 and 180*n + 171*td - 380950 >= 0
and td - 450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*td -
1250000*z - 21759373 > 0 and i2 = 0 and n - td = 0 and n >= 0 and q - 40
<= 0 and q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q +
9*td - 20050 > 0 and 9*td - 20050 = 0) or i2 = 0 and n - td = 0 and
3575*n - 380*td - 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500*z -
46519 <= 0 and 100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0 and q
>= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (400*q + 9*td - 20050 <= 0 and 100*n - 250*q - 10*td -
2500*z - 36519 = 0 or 400*q + 9*td - 20050 > 0 and 800*n - 35*td - 20000
*z - 392402 = 0) or i2 = 0 and n - td = 0 and 3575*n - 380*td - 95000*z
- 1387722 <= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 100*n - 10*td
- 2500*z - 36519 >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990
< 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or 400*q + 9*
td - 20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) or 20*n - 50*q
- 2*td - 500*z - 6535 > 0 and 100*n - 250*q - 10*td - 2500*z - 36519 <=
0 and 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 9*n - 380*
q >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or 160*n - 7*td - 4000*z - 72330
> 0 and 800*n - 35*td - 20000*z - 392402 <= 0 and 400*q + 9*td - 20050
>= 0 and i2 = 0 and n - td = 0 and 180*n + 171*td - 380950 >= 0 and td -
450 >= 0 and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 20*n -
2*td - 500*z - 6535 > 0 and 100*n - 10*td - 2500*z - 36519 <= 0 and i2 =
0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td
- 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q +
9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050
= 0) or i2 = 0 and n - td = 0 and 715*n - 76*td - 11400*z - 316578 <= 0
and 20*n - 2*td - 300*z - 10331 <= 0 and 20*n - 2*td - 300*z - 8331 >=
0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td - 20050 <= 0 and 20*n
- 50*q - 2*td - 300*z - 8331 = 0 or 400*q + 9*td - 20050 > 0 and 160*n
- 7*td - 2400*z - 86698 = 0) or i2 = 0 and n - td = 0 and 715*n - 76*td
- 11400*z - 316578 <= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 20*n -
2*td - 300*z - 8331 >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*
td - 20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8331 = 0 or 400*q + 9*
td - 20050 > 0 and 160*n - 7*td - 2400*z - 86698 = 0) or 20*n - 50*q - 2
*td - 300*z - 5963 > 0 and 20*n - 50*q - 2*td - 300*z - 8331 <= 0 and
400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 9*n - 380*q >= 0
and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 160*n - 7*td - 2400*z - 67754 > 0 and
160*n - 7*td - 2400*z - 86698 <= 0 and 400*q + 9*td - 20050 >= 0 and i2
= 0 and n - td = 0 and 180*n + 171*td - 380950 >= 0 and td - 450 >= 0
and 9*td - 20050 <= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 20*n - 2*td - 300
*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <= 0 and i2 = 0 and n - td
= 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (400*q + 9*td -
20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0),
20*n - 50*q - 2*td - 300*z - 8331 < 0 and n - td = 0 and 715*n - 76*td -
11400*z - 316578 <= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 20*n - 2
*td - 300*z - 8331 >= 0 and q - 40 <= 0 and q >= 0 and 2*p1 - 7 >= 0 and
80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or 20*n - 50*q - 2*td - 300*z -
8923 < 0 and n - td = 0 and 715*n - 76*td - 11400*z - 339074 <= 0 and 20
*n - 2*td - 300*z - 10923 <= 0 and 20*n - 2*td - 300*z - 8923 >= 0 and q
- 40 <= 0 and q >= 0 and 125*z - 1012 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td
+ 750*z - 4647 > 0 and n - td = 0 and 112480*i2 - 3575*n + 351500*p1 +
2812*q + 380*td + 57000*z - 353172 >= 0 and 1480*i2 - 50*n + 4625*p1 +
37*q + 5*td + 750*z + 353 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*
td + 750*z - 4647 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 +
2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 +
2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250
*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0
and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 25550000*i2 + 79843750*p1 +
638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td
- 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 +
250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 20*n - 50*q - 2*td - 500*z -
6535 < 0 and n - td = 0 and 715*n - 76*td - 19000*z - 248330 <= 0 and
20*n - 2*td - 500*z - 8535 <= 0 and 20*n - 2*td - 500*z - 6535 >= 0 and
q - 40 <= 0 and q >= 0 and 50*z - 449 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 4420*n - 11050*q - 442*td + 81700*z -
3170191 < 0 and n - td = 0 and 158015*n - 16796*td + 3104600*z -
120467258 <= 0 and 4420*n - 442*td + 81700*z - 3612191 <= 0 and 4420*n -
442*td + 81700*z - 3170191 >= 0 and q - 40 <= 0 and q >= 0 and (250*z -
3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0 and 125*z - 1012 >= 0 or
125*z - 1012 < 0 and 250*z - 1361 > 0 and 108437500*z - 865858649 = 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (2*p1 - 7 < 0 and 50*z - 891 = 0 or 2*p1 - 7 >= 0 and 17680*i2 +
55250*p1 + 442*q + 20000*z - 483917 = 0) or 100*n - 250*q - 10*td - 2500
*z - 36519 < 0 and n - td = 0 and 3575*n - 380*td - 95000*z - 1387722 <=
0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 100*n - 10*td - 2500*z -
36519 >= 0 and q - 40 <= 0 and q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*
td + 50000*z - 669797 > 0 and n - td = 0 and 1460720*i2 - 35750*n +
4564750*p1 + 36518*q + 3800*td + 950000*z - 12726143 >= 0 and 76880*i2 -
2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and 76880*
i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0 and q
- 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q -
1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) or 31937500*n - 79843750*q - 3193750*td - 571562500*
z - 13629165033 < 0 and n - td = 0 and 1141765625*n - 121362500*td - 21719375000
*z - 517908271254 <= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033
<= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033 >= 0 and q
- 40 <= 0 and q >= 0 and (156250*z + 6937499 > 0 and 156250*z + 549999
<= 0 or 156250*z + 549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z
- 865858649 = 0 or 78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) or
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 < 0
and n - td = 0 and 6696421875*n - 711787500*td - 155123125000*z - 2816019660178
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0
and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and q -
40 <= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z - 3356249
>= 0 and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0 and 78125
*z - 741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251 > 0) and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) or
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 < 0 and n - td = 0 and 204250000*i2 + 8937500*n + 638281250*
p1 + 5106250*q - 950000*td - 190000000*z - 7640077821 <= 0 and 10750000*
i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z -
452109359 <= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q -
50000*td - 10000000*z - 402109359 >= 0 and q - 40 <= 0 and q >= 0 and (
80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0)
or n - td = 0 and n >= 0 and q - 40 <= 0 and q > 0 and 20*n - 2*td - 300
*z - 8331 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and
(td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or n - td = 0 and n >= 0 and q - 40 <= 0 and q > 0 and (20*n - 2*td -
300*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <= 0 or 20*n - 2*td -
300*z - 8331 > 0 and 20*n - 2*td - 300*z - 8923 <= 0 and 4420*n - 442*td
+ 81700*z - 3170191 = 0 or 20*n - 2*td - 300*z - 8923 > 0 and 20*n - 2*
td - 300*z - 10699 < 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 300*z - 2411 = 0 or 2*p1
- 7 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0)
or n - td = 0 and n >= 0 and q - 40 <= 0 and q > 0 and 100*n - 10*td -
2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or n - td = 0 and n >= 0 and q - 40 <= 0 and q > 0 and (100*n - 10*
td - 2500*z - 17299 > 0 and 20*n - 2*td - 500*z - 6535 <= 0 and 4420*n -
442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 500*z - 6535 > 0 and
100*n - 10*td - 2500*z - 36519 <= 0 or 100*n - 10*td - 2500*z - 36519 >
0 and 100*n - 10*td - 2500*z - 48051 < 0 and 187312500*n - 18731250*td -
4082187500*z - 74105780531 = 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 20*n - 2*td
- 500*z + 1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 +
1922*q + 200*td + 50000*z - 669797 = 0) or n - td = 0 and n >= 0 and q -
40 <= 0 and q > 0 and (62500*n - 6250*td - 1250000*z - 32509373 < 0 and
62500*n - 6250*td - 1250000*z - 27134373 >= 0 and 31937500*n - 3193750*
td - 571562500*z - 13629165033 = 0 or 62500*n - 6250*td - 1250000*z -
27134373 < 0 and 62500*n - 6250*td - 1250000*z - 25790623 >= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 = 0 or 62500*n -
6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*td - 1250000*z -
21759373 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 62500*n - 6250*td - 1250000*z
- 40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*
p1 + 268750*q - 50000*td - 10000000*z - 402109359 = 0) or n - td = 0 and
n >= 0 and q - 40 <= 0 and q > 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0
and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q
+ 5*td + 750*z - 4647 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2
+ 250*p1 + 2*q - 1457 <= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q +
200*td + 50000*z - 669797 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*
i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 50000*td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990
< 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0
and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or n - td = 0 and 9
*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and 20*n - 50*q - 2*td - 300*
z - 8331 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and (20*n
- 50*q - 2*td - 300*z - 5963 > 0 and 20*n - 50*q - 2*td - 300*z - 8331
<= 0 or 20*n - 50*q - 2*td - 300*z - 8331 > 0 and 20*n - 50*q - 2*td -
300*z - 8923 <= 0 and 4420*n - 11050*q - 442*td + 81700*z - 3170191 = 0
or 20*n - 50*q - 2*td - 300*z - 8923 > 0 and 20*n - 50*q - 2*td - 300*z
- 10699 < 0 and 31937500*n - 79843750*q - 3193750*td - 571562500*z - 13629165033
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (2*p1 - 7 < 0 and 20*n - 50*q - 2*td - 300*z - 2411 = 0
or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z -
4647 = 0) or n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0
and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*
i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) or n - td = 0 and 9*n - 380*q >= 0 and
q - 40 <= 0 and q >= 0 and (100*n - 250*q - 10*td - 2500*z - 17299 > 0
and 20*n - 50*q - 2*td - 500*z - 6535 <= 0 and 4420*n - 11050*q - 442*td
+ 81700*z - 3170191 = 0 or 20*n - 50*q - 2*td - 500*z - 6535 > 0 and
100*n - 250*q - 10*td - 2500*z - 36519 <= 0 or 100*n - 250*q - 10*td -
2500*z - 36519 > 0 and 100*n - 250*q - 10*td - 2500*z - 48051 < 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) and (2*p1 - 7 < 0 and 20*n - 50*q - 2*td - 500*z + 1153 = 0 or 2*p1
- 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z
- 669797 = 0) or n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q
>= 0 and (62500*n - 156250*q - 6250*td - 1250000*z - 32509373 < 0 and
62500*n - 156250*q - 6250*td - 1250000*z - 27134373 >= 0 and 31937500*n
- 79843750*q - 3193750*td - 571562500*z - 13629165033 = 0 or 62500*n -
156250*q - 6250*td - 1250000*z - 27134373 < 0 and 62500*n - 156250*q -
6250*td - 1250000*z - 25790623 >= 0 and 187312500*n - 468281250*q -
18731250*td - 4082187500*z - 74105780531 = 0 or 62500*n - 156250*q -
6250*td - 1250000*z - 25790623 < 0 and 62500*n - 156250*q - 6250*td -
1250000*z - 21759373 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 62500*n - 156250*q -
6250*td - 1250000*z - 40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 +
500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z - 402109359 =
0) or n - td = 0 and 9*n - 380*q >= 0 and q - 40 <= 0 and q >= 0 and (80
*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or 80*i2 +
250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 76880*
i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0),
80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
q >= 0 and q - 40 <= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td -
20050 > 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 -
7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or q >= 0 and q - 40 <= 0 and n - td = 0 and i2 = 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 400*q + 9*td - 20050 >
0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457
<= 0 and q >= 0 and q - 40 <= 0 and n - td = 0 and i2 = 0 and 400*q + 9
*td - 20050 > 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or
2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and n - td = 0 and i2 = 0
and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 400*q + 9*td
- 20050 > 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320
= 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td
= 0 and z = 0) or 80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2
*q - 1377 <= 0 and q >= 0 and q - 40 <= 0 and n - td = 0 and i2 = 0 and
400*q + 9*td - 20050 > 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q -
577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*
i2 + 250*p1 + 2*q - 1697 < 0 and q >= 0 and q - 40 <= 0 and n - td = 0
and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 - 7 < 0 and 80*i2 +
250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700
< 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2
*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0
and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q -
1457 = 0 and 400*q + 9*td - 20050 <= 0 and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*
td - 300*z + 1015 = 0 or td = 0 and z = 0) or 80*i2 + 250*p1 + 2*q -
1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and q >= 0 and q - 40 <= 0
and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 - 7 <
0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td
- 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and
q - 40 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250
*p1 + 2*q - 1377 = 0 and 400*q + 9*td - 20050 <= 0 and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 80*i2 + 250*
p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and q >= 0 and
q - 40 <= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and
(2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0),
400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0
and n >= 0 and q - 40 <= 0 and q >= 0 and 20*n - 2*td - 300*z - 8331 =
0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td
- 990 < 0 and 4*td - 600*z + 3245 = 0) or 400*q + 9*td - 20050 > 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0
and q >= 0 and 100*n - 10*td - 2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and
80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0 and 4*td - 600
*z + 3245 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385
= 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (80*i2 +
250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 1480*i2
- 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0 or 80*i2 + 250*p1 + 2
*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 76880*i2 - 2000*n
+ 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0 or 80*i2 + 250*p1
+ 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2 +
500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359 =
0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 6130 = 0 or td
- 700 >= 0 and td - 990 < 0 and 4*td - 600*z + 3245 = 0) and (2*p1 - 7
< 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td
- 20050 > 0 and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q
>= 0 and 20*n - 2*td - 300*z - 8331 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and
n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 100*n - 10*td -
2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n - td = 0 and n >= 0 and
q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td +
750*z - 4647 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 +
2*q - 1457 <= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td +
50000*z - 669797 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*
p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q
- 50000*td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700
< 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2
*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2
+ 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0
and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and n >= 0 and q - 40 <=
0 and q >= 0 and 20*n - 2*td - 300*z - 8331 = 0 and 2*p1 - 7 >= 0 and
80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0 and 4*td - 600
*z + 3245 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385
= 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 100*n - 10
*td - 2500*z - 36519 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q -
1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 6130 = 0
or td - 700 >= 0 and td - 990 < 0 and 4*td - 600*z + 3245 = 0) or 400*q
+ 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and
n >= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0
and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q
+ 5*td + 750*z - 4647 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2
+ 250*p1 + 2*q - 1457 <= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q +
200*td + 50000*z - 669797 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*
i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 50000*td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990
< 0 and 4*td - 600*z + 3245 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 +
2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0
and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and 20*n - 2*td -
300*z - 8331 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and n >= 0 and
q - 40 <= 0 and q >= 0 and 100*n - 10*td - 2500*z - 36519 = 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050
<= 0 and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0
and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <=
0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0 or 80*i2
+ 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0
and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td -
10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*
q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 > 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >=
0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40
<= 0 and q >= 0 and 120*n + 3*td + 200*z - 80636 = 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0
or td - 990 < 0 and td - 700 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2
- 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470
>= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q -
40 <= 0 and q >= 0 and 600*n + 15*td - 5000*z - 372364 = 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700
< 0 or td - 990 < 0 and td - 700 = 0) or 400*q + 9*td - 20050 > 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z -
116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0
and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*
i2 + 250*p1 + 2*q - 1377 <= 0 and 17760*i2 - 600*n + 55500*p1 + 444*q -
15*td - 1000*z + 97486 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2
+ 250*p1 + 2*q - 1457 <= 0 and 230640*i2 - 6000*n + 720750*p1 + 5766*q -
150*td + 50000*z - 476891 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80
*i2 + 250*p1 + 2*q - 1697 < 0 and 32250000*i2 + 1500000*n + 100781250*p1
+ 806250*q + 37500*td - 5000000*z - 1589453077 = 0) and (td - 400 >= 0
and td - 700 < 0 or td - 990 < 0 and td - 700 = 0) and (2*p1 - 7 < 0 and
80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td -
20050 > 0 and i2 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470
>= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q -
40 <= 0 and q >= 0 and 120*n + 3*td + 200*z - 80636 = 0 and 2*p1 - 7 >=
0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td
- 300*z + 1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050 > 0 and
i2 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0 and 3*td
+ 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <= 0 and q
>= 0 and 600*n + 15*td - 5000*z - 372364 = 0 and 2*p1 - 7 >= 0 and 80*i2
+ 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and
n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0 and 3*td + 400*z -
3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <= 0 and q >= 0 and (
80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
17760*i2 - 600*n + 55500*p1 + 444*q - 15*td - 1000*z + 97486 = 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
230640*i2 - 6000*n + 720750*p1 + 5766*q - 150*td + 50000*z - 476891 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0
and 32250000*i2 + 1500000*n + 100781250*p1 + 806250*q + 37500*td -
5000000*z - 1589453077 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*
q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >=
0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40
<= 0 and q >= 0 and 120*n + 3*td + 200*z - 80636 = 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0
or td - 990 < 0 and td - 700 = 0) or 400*q + 9*td - 20050 <= 0 and 200*
i2 - 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z -
116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0
and q - 40 <= 0 and q >= 0 and 600*n + 15*td - 5000*z - 372364 = 0 and 2
*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and
td - 700 < 0 or td - 990 < 0 and td - 700 = 0) or 400*q + 9*td - 20050
<= 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td +
7600*z - 116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z -
6130 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 >
0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 17760*i2 - 600*n + 55500*p1 +
444*q - 15*td - 1000*z + 97486 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0
and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 230640*i2 - 6000*n + 720750*p1
+ 5766*q - 150*td + 50000*z - 476891 = 0 or 80*i2 + 250*p1 + 2*q - 1457
> 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 32250000*i2 + 1500000*n +
100781250*p1 + 806250*q + 37500*td - 5000000*z - 1589453077 = 0) and (td
- 400 >= 0 and td - 700 < 0 or td - 990 < 0 and td - 700 = 0) and (2*p1
- 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q +
9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 27*n + 57*td + 7600*z -
116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0
and q - 40 <= 0 and q >= 0 and 120*n + 3*td + 200*z - 80636 = 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050
<= 0 and i2 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0
and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <=
0 and q >= 0 and 600*n + 15*td - 5000*z - 372364 = 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050 <= 0 and
i2 = 0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0 and 3*td +
400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <= 0 and q >=
0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377
<= 0 and 17760*i2 - 600*n + 55500*p1 + 444*q - 15*td - 1000*z + 97486 =
0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <=
0 and 230640*i2 - 6000*n + 720750*p1 + 5766*q - 150*td + 50000*z -
476891 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 32250000*i2 + 1500000*n + 100781250*p1 + 806250*q + 37500*
td - 5000000*z - 1589453077 = 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*
p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 > 0 and td
- 700 >= 0 and td - 990 < 0 and 200*i2 - 10*q - td + 385 = 0 and n - td
= 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z - 355 <=
0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and 90*n - 19*
td + 150*z - 45602 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377
= 0 or 400*q + 9*td - 20050 > 0 and td - 700 >= 0 and td - 990 < 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 81*n - 152*td + 22800*z
- 123310 >= 0 and 4*td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0
and q - 40 <= 0 and q >= 0 and 450*n - 95*td - 3750*z - 204898 = 0 and 2
*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 or 400*q + 9*td - 20050
> 0 and td - 700 >= 0 and td - 990 < 0 and 200*i2 - 10*q - td + 385 = 0
and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600
*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0
and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <=
0 and 26640*i2 - 900*n + 83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0
or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0
and 691920*i2 - 18000*n + 2162250*p1 + 17298*q + 3800*td + 150000*z -
4405673 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q
- 1697 < 0 and 96750000*i2 + 4500000*n + 302343750*p1 + 2418750*q -
950000*td - 15000000*z - 4024609231 = 0) and (2*p1 - 7 < 0 and 80*i2 +
250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 > 0 and
i2 = 0 and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*
td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q
>= 0 and 90*n - 19*td + 150*z - 45602 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and
n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z -
355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and
450*n - 95*td - 3750*z - 204898 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1
+ 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n - td =
0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z - 355 <= 0
and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and (80*i2 +
250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 26640*
i2 - 900*n + 83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0 or 80*i2 +
250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 691920*
i2 - 18000*n + 2162250*p1 + 17298*q + 3800*td + 150000*z - 4405673 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0
and 96750000*i2 + 4500000*n + 302343750*p1 + 2418750*q - 950000*td -
15000000*z - 4024609231 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 +
2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and td -
700 >= 0 and td - 990 < 0 and 200*i2 - 10*q - td + 385 = 0 and n - td =
0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z - 355 <= 0
and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and 90*n - 19*td
+ 150*z - 45602 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 =
0 or 400*q + 9*td - 20050 <= 0 and td - 700 >= 0 and td - 990 < 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 81*n - 152*td + 22800*z
- 123310 >= 0 and 4*td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0
and q - 40 <= 0 and q >= 0 and 450*n - 95*td - 3750*z - 204898 = 0 and 2
*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 or 400*q + 9*td - 20050
<= 0 and td - 700 >= 0 and td - 990 < 0 and 200*i2 - 10*q - td + 385 =
0 and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td -
600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0
and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <=
0 and 26640*i2 - 900*n + 83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0
or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0
and 691920*i2 - 18000*n + 2162250*p1 + 17298*q + 3800*td + 150000*z -
4405673 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q
- 1697 < 0 and 96750000*i2 + 4500000*n + 302343750*p1 + 2418750*q -
950000*td - 15000000*z - 4024609231 = 0) and (2*p1 - 7 < 0 and 80*i2 +
250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0
and i2 = 0 and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and
4*td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and
q >= 0 and 90*n - 19*td + 150*z - 45602 = 0 and 2*p1 - 7 >= 0 and 80*i2
+ 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0
and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*
z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and
450*n - 95*td - 3750*z - 204898 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n -
td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z - 355
<= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and (80*i2
+ 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 26640
*i2 - 900*n + 83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0 or 80*i2 +
250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 691920*
i2 - 18000*n + 2162250*p1 + 17298*q + 3800*td + 150000*z - 4405673 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0
and 96750000*i2 + 4500000*n + 302343750*p1 + 2418750*q - 950000*td -
15000000*z - 4024609231 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 +
2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 > 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >=
0 and (20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <=
0 or 20*n - 2*td - 300*z - 8331 > 0 and 20*n - 2*td - 300*z - 8923 <= 0
and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 300*z -
8923 > 0 and 20*n - 2*td - 300*z - 10699 < 0 and 31937500*n - 3193750*td
- 571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0 and 4*td -
600*z + 3245 = 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 300*z - 2411 = 0
or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z -
4647 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0
and n - td = 0 and 715*n - 76*td - 11400*z - 316578 <= 0 and 20*n - 2*td
- 300*z - 10331 <= 0 and 20*n - 2*td - 300*z - 8331 >= 0 and q - 40 <=
0 and q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (
td - 400 >= 0 and td - 700 < 0 and 120*n + 3*td + 200*z - 80636 = 0 or
td - 700 >= 0 and td - 990 < 0 and 90*n - 19*td + 150*z - 45602 = 0) or
400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0
and 715*n - 76*td - 11400*z - 339074 <= 0 and 20*n - 2*td - 300*z -
10923 <= 0 and 20*n - 2*td - 300*z - 8923 >= 0 and q - 40 <= 0 and q >=
0 and 125*z - 1012 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457
= 0 and (td - 400 >= 0 and td - 700 < 0 and 120*n + 3*td + 200*z -
84188 = 0 or td - 700 >= 0 and td - 990 < 0 and 90*n - 19*td + 150*z -
48266 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0
and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0 and 3*td + 400*z
- 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <= 0 and q >= 0 and
(120*n + 3*td + 200*z - 66428 > 0 and 120*n + 3*td + 200*z - 80636 <= 0
or 120*n + 3*td + 200*z - 80636 > 0 and 120*n + 3*td + 200*z - 84188 <=
0 and 26520*n + 663*td + 932200*z - 25794796 = 0 or 120*n + 3*td + 200*z
- 84188 > 0 and 120*n + 3*td + 200*z - 94844 < 0 and 191625000*n +
4790625*td - 235625000*z - 130719208948 = 0) and (td - 400 >= 0 and td -
700 < 0 or td - 990 < 0 and td - 700 = 0) and (2*p1 - 7 < 0 and 120*n +
3*td + 200*z - 45116 = 0 or 2*p1 - 7 >= 0 and 17760*i2 - 600*n + 55500*
p1 + 444*q - 15*td - 1000*z + 97486 = 0) or 400*q + 9*td - 20050 > 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 81*n - 152*td + 22800*z
- 123310 >= 0 and 4*td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0
and q - 40 <= 0 and q >= 0 and td - 700 >= 0 and td - 990 < 0 and (90*n
- 19*td + 150*z - 34946 > 0 and 90*n - 19*td + 150*z - 45602 <= 0 or 90*
n - 19*td + 150*z - 45602 > 0 and 90*n - 19*td + 150*z - 48266 <= 0 and
19890*n - 4199*td + 699150*z - 16058722 = 0 or 90*n - 19*td + 150*z -
48266 > 0 and 90*n - 19*td + 150*z - 56258 < 0 and 143718750*n -
30340625*td - 176718750*z - 74285891086 = 0) and (2*p1 - 7 < 0 and 90*n
- 19*td + 150*z - 18962 = 0 or 2*p1 - 7 >= 0 and 26640*i2 - 900*n +
83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0) or 400*q + 9*td - 20050 >
0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 112480*i2 - 3575*
n + 351500*p1 + 2812*q + 380*td + 57000*z - 353172 >= 0 and 1480*i2 - 50
*n + 4625*p1 + 37*q + 5*td + 750*z + 353 >= 0 and 1480*i2 - 50*n + 4625*
p1 + 37*q + 5*td + 750*z - 4647 <= 0 and q - 40 <= 0 and q >= 0 and (80*
i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2
*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 25550000*i2 +
79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0
and td - 700 < 0 and 17760*i2 - 600*n + 55500*p1 + 444*q - 15*td - 1000*
z + 97486 = 0 or td - 700 >= 0 and td - 990 < 0 and 26640*i2 - 900*n +
83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0) and (2*p1 - 7 < 0 and 80*
i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 >
0 and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (
20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <= 0 or 20
*n - 2*td - 300*z - 8331 > 0 and 20*n - 2*td - 300*z - 8923 <= 0 and
4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 300*z - 8923 >
0 and 20*n - 2*td - 300*z - 10699 < 0 and 31937500*n - 3193750*td -
571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3
*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*
z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 20*n - 2*td -
300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q +
5*td + 750*z - 4647 = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n -
td = 0 and 715*n - 76*td - 11400*z - 316578 <= 0 and 20*n - 2*td - 300*z
- 10331 <= 0 and 20*n - 2*td - 300*z - 8331 >= 0 and q - 40 <= 0 and q
>= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 400*q +
9*td - 20050 > 0 and i2 = 0 and n - td = 0 and 715*n - 76*td - 11400*z
- 339074 <= 0 and 20*n - 2*td - 300*z - 10923 <= 0 and 20*n - 2*td - 300
*z - 8923 >= 0 and q - 40 <= 0 and q >= 0 and 125*z - 1012 = 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050
> 0 and i2 = 0 and n - td = 0 and 112480*i2 - 3575*n + 351500*p1 + 2812
*q + 380*td + 57000*z - 353172 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q
+ 5*td + 750*z + 353 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td +
750*z - 4647 <= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q -
1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 + 2*q -
1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250*p1 +
442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*
i2 + 250*p1 + 2*q - 1697 < 0 and 25550000*i2 + 79843750*p1 + 638750*q -
2500000*z - 448579359 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q
- 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0
and (20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <= 0
or 20*n - 2*td - 300*z - 8331 > 0 and 20*n - 2*td - 300*z - 8923 <= 0
and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 300*z -
8923 > 0 and 20*n - 2*td - 300*z - 10699 < 0 and 31937500*n - 3193750*td
- 571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0 and 4*td -
600*z + 3245 = 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 300*z - 2411 = 0
or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z -
4647 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0
and n - td = 0 and 715*n - 76*td - 11400*z - 316578 <= 0 and 20*n - 2*td
- 300*z - 10331 <= 0 and 20*n - 2*td - 300*z - 8331 >= 0 and q - 40 <=
0 and q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (
td - 400 >= 0 and td - 700 < 0 and 120*n + 3*td + 200*z - 80636 = 0 or
td - 700 >= 0 and td - 990 < 0 and 90*n - 19*td + 150*z - 45602 = 0) or
400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n - td =
0 and 715*n - 76*td - 11400*z - 339074 <= 0 and 20*n - 2*td - 300*z -
10923 <= 0 and 20*n - 2*td - 300*z - 8923 >= 0 and q - 40 <= 0 and q >=
0 and 125*z - 1012 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457
= 0 and (td - 400 >= 0 and td - 700 < 0 and 120*n + 3*td + 200*z -
84188 = 0 or td - 700 >= 0 and td - 990 < 0 and 90*n - 19*td + 150*z -
48266 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0
and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0 and 3*td + 400*z
- 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <= 0 and q >= 0 and
(120*n + 3*td + 200*z - 66428 > 0 and 120*n + 3*td + 200*z - 80636 <= 0
or 120*n + 3*td + 200*z - 80636 > 0 and 120*n + 3*td + 200*z - 84188 <=
0 and 26520*n + 663*td + 932200*z - 25794796 = 0 or 120*n + 3*td + 200*
z - 84188 > 0 and 120*n + 3*td + 200*z - 94844 < 0 and 191625000*n +
4790625*td - 235625000*z - 130719208948 = 0) and (td - 400 >= 0 and td -
700 < 0 or td - 990 < 0 and td - 700 = 0) and (2*p1 - 7 < 0 and 120*n +
3*td + 200*z - 45116 = 0 or 2*p1 - 7 >= 0 and 17760*i2 - 600*n + 55500*
p1 + 444*q - 15*td - 1000*z + 97486 = 0) or 400*q + 9*td - 20050 <= 0
and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 81*n - 152*td +
22800*z - 123310 >= 0 and 4*td - 600*z - 355 <= 0 and 4*td - 600*z +
3245 >= 0 and q - 40 <= 0 and q >= 0 and td - 700 >= 0 and td - 990 < 0
and (90*n - 19*td + 150*z - 34946 > 0 and 90*n - 19*td + 150*z - 45602
<= 0 or 90*n - 19*td + 150*z - 45602 > 0 and 90*n - 19*td + 150*z -
48266 <= 0 and 19890*n - 4199*td + 699150*z - 16058722 = 0 or 90*n - 19*
td + 150*z - 48266 > 0 and 90*n - 19*td + 150*z - 56258 < 0 and
143718750*n - 30340625*td - 176718750*z - 74285891086 = 0) and (2*p1 - 7
< 0 and 90*n - 19*td + 150*z - 18962 = 0 or 2*p1 - 7 >= 0 and 26640*i2
- 900*n + 83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0) or 400*q + 9*td
- 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 112480
*i2 - 3575*n + 351500*p1 + 2812*q + 380*td + 57000*z - 353172 >= 0 and
1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z + 353 >= 0 and 1480*i2 -
50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 <= 0 and q - 40 <= 0 and q
>= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q -
1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q -
1457 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 17760*i2 - 600*n + 55500*p1 + 444*q -
15*td - 1000*z + 97486 = 0 or td - 700 >= 0 and td - 990 < 0 and 26640*
i2 - 900*n + 83250*p1 + 666*q + 190*td - 1500*z - 2521 = 0) and (2*p1 -
7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*
td - 20050 <= 0 and i2 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and
q >= 0 and (20*n - 2*td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z -
8331 <= 0 or 20*n - 2*td - 300*z - 8331 > 0 and 20*n - 2*td - 300*z -
8923 <= 0 and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td -
300*z - 8923 > 0 and 20*n - 2*td - 300*z - 10699 < 0 and 31937500*n -
3193750*td - 571562500*z - 13629165033 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
20*n - 2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n +
4625*p1 + 37*q + 5*td + 750*z - 4647 = 0) or 400*q + 9*td - 20050 <= 0
and i2 = 0 and n - td = 0 and 715*n - 76*td - 11400*z - 316578 <= 0 and
20*n - 2*td - 300*z - 10331 <= 0 and 20*n - 2*td - 300*z - 8331 >= 0 and
q - 40 <= 0 and q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q -
1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0
or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and
715*n - 76*td - 11400*z - 339074 <= 0 and 20*n - 2*td - 300*z - 10923 <=
0 and 20*n - 2*td - 300*z - 8923 >= 0 and q - 40 <= 0 and q >= 0 and
125*z - 1012 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 112480*i2
- 3575*n + 351500*p1 + 2812*q + 380*td + 57000*z - 353172 >= 0 and 1480*
i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z + 353 >= 0 and 1480*i2 - 50*n
+ 4625*p1 + 37*q + 5*td + 750*z - 4647 <= 0 and q - 40 <= 0 and q >= 0
and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <=
0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <=
0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or 80*i2 + 250*
p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 25550000*i2
+ 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 <
0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td
- 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and n >= 0
and q - 40 <= 0 and q >= 0 and (100*n - 10*td - 2500*z - 17299 > 0 and
20*n - 2*td - 500*z - 6535 <= 0 and 4420*n - 442*td + 81700*z - 3170191
= 0 or 20*n - 2*td - 500*z - 6535 > 0 and 100*n - 10*td - 2500*z - 36519
<= 0 or 100*n - 10*td - 2500*z - 36519 > 0 and 100*n - 10*td - 2500*z -
48051 < 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 =
0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 6130 = 0 or td
- 700 >= 0 and td - 990 < 0 and 4*td - 600*z + 3245 = 0) and (2*p1 - 7
< 0 and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2 -
2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0) or 400*q +
9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 715
*n - 76*td - 19000*z - 248330 <= 0 and 20*n - 2*td - 500*z - 8535 <= 0
and 20*n - 2*td - 500*z - 6535 >= 0 and q - 40 <= 0 and q >= 0 and 50*z
- 449 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td
- 400 >= 0 and td - 700 < 0 and 120*n + 3*td - 1000*z - 69860 = 0 or td
- 700 >= 0 and td - 990 < 0 and 90*n - 19*td - 750*z - 37520 = 0) or 400
*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0
and 158015*n - 16796*td + 3104600*z - 120467258 <= 0 and 4420*n - 442*td
+ 81700*z - 3612191 <= 0 and 4420*n - 442*td + 81700*z - 3170191 >= 0
and q - 40 <= 0 and q >= 0 and (250*z - 3129 < 0 and 50*z - 449 >= 0 or
50*z - 449 < 0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z -
1361 > 0 and 108437500*z - 865858649 = 0) and (td - 400 >= 0 and td -
700 < 0 and 26520*n + 663*td + 932200*z - 25794796 = 0 or td - 700 >= 0
and td - 990 < 0 and 19890*n - 4199*td + 699150*z - 16058722 = 0) and (2
*p1 - 7 < 0 and 50*z - 891 = 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1
+ 442*q + 20000*z - 483917 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and 3575*n - 380*td - 95000*z -
1387722 <= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 100*n - 10*td -
2500*z - 36519 >= 0 and q - 40 <= 0 and q >= 0 and 2*p1 - 7 >= 0 and 80
*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td - 700 < 0 and
600*n + 15*td - 5000*z - 372364 = 0 or td - 700 >= 0 and td - 990 < 0
and 450*n - 95*td - 3750*z - 204898 = 0) or 400*q + 9*td - 20050 > 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z -
116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0
and q - 40 <= 0 and q >= 0 and (600*n + 15*td - 5000*z - 257044 > 0 and
120*n + 3*td - 1000*z - 69860 <= 0 and 26520*n + 663*td + 932200*z -
25794796 = 0 or 120*n + 3*td - 1000*z - 69860 > 0 and 600*n + 15*td -
5000*z - 372364 <= 0 or 600*n + 15*td - 5000*z - 372364 > 0 and 600*n +
15*td - 5000*z - 441556 < 0 and 374625000*n + 9365625*td - 1920625000*z
- 243897029812 = 0) and (td - 400 >= 0 and td - 700 < 0 or td - 990 < 0
and td - 700 = 0) and (2*p1 - 7 < 0 and 120*n + 3*td - 1000*z - 23732 =
0 or 2*p1 - 7 >= 0 and 230640*i2 - 6000*n + 720750*p1 + 5766*q - 150*td
+ 50000*z - 476891 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q -
td + 385 = 0 and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0
and 4*td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0
and q >= 0 and td - 700 >= 0 and td - 990 < 0 and (450*n - 95*td - 3750
*z - 118408 > 0 and 90*n - 19*td - 750*z - 37520 <= 0 and 19890*n - 4199
*td + 699150*z - 16058722 = 0 or 90*n - 19*td - 750*z - 37520 > 0 and
450*n - 95*td - 3750*z - 204898 <= 0 or 450*n - 95*td - 3750*z - 204898
> 0 and 450*n - 95*td - 3750*z - 256792 < 0 and 93656250*n - 19771875*td
- 480156250*z - 45494960578 = 0) and (2*p1 - 7 < 0 and 90*n - 19*td -
750*z - 2924 = 0 or 2*p1 - 7 >= 0 and 691920*i2 - 18000*n + 2162250*p1 +
17298*q + 3800*td + 150000*z - 4405673 = 0) or 400*q + 9*td - 20050 > 0
and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 1460720*i2 - 35750*
n + 4564750*p1 + 36518*q + 3800*td + 950000*z - 12726143 >= 0 and 76880*
i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and
76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0
and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*
i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z
- 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q
- 1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q
- 1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0) and (td - 400 >= 0 and td - 700 < 0 and 230640*i2 - 6000*
n + 720750*p1 + 5766*q - 150*td + 50000*z - 476891 = 0 or td - 700 >= 0
and td - 990 < 0 and 691920*i2 - 18000*n + 2162250*p1 + 17298*q + 3800*
td + 150000*z - 4405673 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q
- 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n
- td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (100*n - 10*td -
2500*z - 17299 > 0 and 20*n - 2*td - 500*z - 6535 <= 0 and 4420*n - 442*
td + 81700*z - 3170191 = 0 or 20*n - 2*td - 500*z - 6535 > 0 and 100*n -
10*td - 2500*z - 36519 <= 0 or 100*n - 10*td - 2500*z - 36519 > 0 and
100*n - 10*td - 2500*z - 48051 < 0 and 187312500*n - 18731250*td - 4082187500
*z - 74105780531 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400
*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015
= 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 500*z +
1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q +
200*td + 50000*z - 669797 = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0
and n - td = 0 and 715*n - 76*td - 19000*z - 248330 <= 0 and 20*n - 2*td
- 500*z - 8535 <= 0 and 20*n - 2*td - 500*z - 6535 >= 0 and q - 40 <= 0
and q >= 0 and 50*z - 449 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*
q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320
= 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td
= 0 and z = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n - td = 0
and 158015*n - 16796*td + 3104600*z - 120467258 <= 0 and 4420*n - 442*td
+ 81700*z - 3612191 <= 0 and 4420*n - 442*td + 81700*z - 3170191 >= 0
and q - 40 <= 0 and q >= 0 and (250*z - 3129 < 0 and 50*z - 449 >= 0 or
50*z - 449 < 0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z -
1361 > 0 and 108437500*z - 865858649 = 0) and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
50*z - 891 = 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*
z - 483917 = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n - td = 0
and 3575*n - 380*td - 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500*z
- 46519 <= 0 and 100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0 and
q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 400
*q + 9*td - 20050 > 0 and i2 = 0 and n - td = 0 and 1460720*i2 - 35750*n
+ 4564750*p1 + 36518*q + 3800*td + 950000*z - 12726143 >= 0 and 76880*
i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and
76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0
and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*
i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z
- 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q
- 1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q
- 1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td
+ 385 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (100*
n - 10*td - 2500*z - 17299 > 0 and 20*n - 2*td - 500*z - 6535 <= 0 and
4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 500*z - 6535 >
0 and 100*n - 10*td - 2500*z - 36519 <= 0 or 100*n - 10*td - 2500*z -
36519 > 0 and 100*n - 10*td - 2500*z - 48051 < 0 and 187312500*n -
18731250*td - 4082187500*z - 74105780531 = 0) and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0
and 4*td - 600*z + 3245 = 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 500*z +
1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q +
200*td + 50000*z - 669797 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and 715*n - 76*td - 19000*z - 248330
<= 0 and 20*n - 2*td - 500*z - 8535 <= 0 and 20*n - 2*td - 500*z - 6535
>= 0 and q - 40 <= 0 and q >= 0 and 50*z - 449 = 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0
and 120*n + 3*td - 1000*z - 69860 = 0 or td - 700 >= 0 and td - 990 < 0
and 90*n - 19*td - 750*z - 37520 = 0) or 400*q + 9*td - 20050 <= 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 158015*n - 16796*td +
3104600*z - 120467258 <= 0 and 4420*n - 442*td + 81700*z - 3612191 <= 0
and 4420*n - 442*td + 81700*z - 3170191 >= 0 and q - 40 <= 0 and q >= 0
and (250*z - 3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0 and 125*z -
1012 >= 0 or 125*z - 1012 < 0 and 250*z - 1361 > 0 and 108437500*z -
865858649 = 0) and (td - 400 >= 0 and td - 700 < 0 and 26520*n + 663*td
+ 932200*z - 25794796 = 0 or td - 700 >= 0 and td - 990 < 0 and 19890*n
- 4199*td + 699150*z - 16058722 = 0) and (2*p1 - 7 < 0 and 50*z - 891 =
0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 =
0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n -
td = 0 and 3575*n - 380*td - 95000*z - 1387722 <= 0 and 100*n - 10*td -
2500*z - 46519 <= 0 and 100*n - 10*td - 2500*z - 36519 >= 0 and q - 40
<= 0 and q >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0
and (td - 400 >= 0 and td - 700 < 0 and 600*n + 15*td - 5000*z - 372364
= 0 or td - 700 >= 0 and td - 990 < 0 and 450*n - 95*td - 3750*z -
204898 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 =
0 and n - td = 0 and 27*n + 57*td + 7600*z - 116470 >= 0 and 3*td + 400*
z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0 and q - 40 <= 0 and q >= 0
and (600*n + 15*td - 5000*z - 257044 > 0 and 120*n + 3*td - 1000*z -
69860 <= 0 and 26520*n + 663*td + 932200*z - 25794796 = 0 or 120*n + 3*
td - 1000*z - 69860 > 0 and 600*n + 15*td - 5000*z - 372364 <= 0 or 600*
n + 15*td - 5000*z - 372364 > 0 and 600*n + 15*td - 5000*z - 441556 < 0
and 374625000*n + 9365625*td - 1920625000*z - 243897029812 = 0) and (td
- 400 >= 0 and td - 700 < 0 or td - 990 < 0 and td - 700 = 0) and (2*p1
- 7 < 0 and 120*n + 3*td - 1000*z - 23732 = 0 or 2*p1 - 7 >= 0 and
230640*i2 - 6000*n + 720750*p1 + 5766*q - 150*td + 50000*z - 476891 = 0)
or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n -
td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z - 355
<= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and td -
700 >= 0 and td - 990 < 0 and (450*n - 95*td - 3750*z - 118408 > 0 and
90*n - 19*td - 750*z - 37520 <= 0 and 19890*n - 4199*td + 699150*z -
16058722 = 0 or 90*n - 19*td - 750*z - 37520 > 0 and 450*n - 95*td -
3750*z - 204898 <= 0 or 450*n - 95*td - 3750*z - 204898 > 0 and 450*n -
95*td - 3750*z - 256792 < 0 and 93656250*n - 19771875*td - 480156250*z -
45494960578 = 0) and (2*p1 - 7 < 0 and 90*n - 19*td - 750*z - 2924 = 0
or 2*p1 - 7 >= 0 and 691920*i2 - 18000*n + 2162250*p1 + 17298*q + 3800*
td + 150000*z - 4405673 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 -
10*q - td + 385 = 0 and n - td = 0 and 1460720*i2 - 35750*n + 4564750*p1
+ 36518*q + 3800*td + 950000*z - 12726143 >= 0 and 76880*i2 - 2000*n +
240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and 76880*i2 - 2000*
n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0 and q - 40 <= 0
and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q
- 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or
80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 or
80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 230640*i2 - 6000*n + 720750*p1 + 5766
*q - 150*td + 50000*z - 476891 = 0 or td - 700 >= 0 and td - 990 < 0 and
691920*i2 - 18000*n + 2162250*p1 + 17298*q + 3800*td + 150000*z -
4405673 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*
p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and
n >= 0 and q - 40 <= 0 and q >= 0 and (100*n - 10*td - 2500*z - 17299 >
0 and 20*n - 2*td - 500*z - 6535 <= 0 and 4420*n - 442*td + 81700*z -
3170191 = 0 or 20*n - 2*td - 500*z - 6535 > 0 and 100*n - 10*td - 2500*z
- 36519 <= 0 or 100*n - 10*td - 2500*z - 36519 > 0 and 100*n - 10*td -
2500*z - 48051 < 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (2*p1 - 7 < 0 and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1
- 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z -
669797 = 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and
715*n - 76*td - 19000*z - 248330 <= 0 and 20*n - 2*td - 500*z - 8535 <=
0 and 20*n - 2*td - 500*z - 6535 >= 0 and q - 40 <= 0 and q >= 0 and 50*
z - 449 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 158015*n -
16796*td + 3104600*z - 120467258 <= 0 and 4420*n - 442*td + 81700*z -
3612191 <= 0 and 4420*n - 442*td + 81700*z - 3170191 >= 0 and q - 40 <=
0 and q >= 0 and (250*z - 3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0
and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z - 1361 > 0 and
108437500*z - 865858649 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and 50*z - 891 = 0 or
2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0)
or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 3575*n - 380*
td - 95000*z - 1387722 <= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and
100*n - 10*td - 2500*z - 36519 >= 0 and q - 40 <= 0 and q >= 0 and 2*p1
- 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or 400*q + 9*td - 20050
<= 0 and i2 = 0 and n - td = 0 and 1460720*i2 - 35750*n + 4564750*p1 +
36518*q + 3800*td + 950000*z - 12726143 >= 0 and 76880*i2 - 2000*n +
240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and 76880*i2 - 2000*
n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0 and q - 40 <= 0
and q >= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q
- 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917 = 0 or
80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 or
80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0)
or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td
= 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (62500*n - 6250*td -
1250000*z - 32509373 < 0 and 62500*n - 6250*td - 1250000*z - 27134373 >=
0 and 31937500*n - 3193750*td - 571562500*z - 13629165033 = 0 or 62500*
n - 6250*td - 1250000*z - 27134373 < 0 and 62500*n - 6250*td - 1250000*z
- 25790623 >= 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531
= 0 or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*
td - 1250000*z - 21759373 > 0) and (td - 400 >= 0 and td - 700 < 0 and 3
*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0 and 4*td - 600*
z + 3245 = 0) and (2*p1 - 7 < 0 and 62500*n - 6250*td - 1250000*z -
40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 50000*td - 10000000*z - 402109359 = 0) or 400*q + 9*td -
20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 1141765625
*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and 31937500*n -
3193750*td - 571562500*z - 16822915033 <= 0 and 31937500*n - 3193750*td
- 571562500*z - 13629165033 >= 0 and q - 40 <= 0 and q >= 0 and (156250*
z + 6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z + 549999 > 0 and
78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or 78125*z -
523438 > 0 and 156250*z - 5837501 < 0) and (td - 400 >= 0 and td - 700 <
0 and 191625000*n + 4790625*td - 235625000*z - 130719208948 = 0 or td -
700 >= 0 and td - 990 < 0 and 143718750*n - 30340625*td - 176718750*z -
74285891086 = 0) and (2*p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1
- 7 >= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385
= 0 and n - td = 0 and 6696421875*n - 711787500*td - 155123125000*z - 2816019660178
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0
and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and q -
40 <= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z - 3356249
>= 0 and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0 and 78125
*z - 741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251 > 0) and
(td - 400 >= 0 and td - 700 < 0 and 374625000*n + 9365625*td - 1920625000
*z - 243897029812 = 0 or td - 700 >= 0 and td - 990 < 0 and 93656250*n -
19771875*td - 480156250*z - 45494960578 = 0) and (2*p1 - 7 < 0 and
156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and 29970000*i2 + 93656250*p1 +
749250*q + 2500000*z - 569558609 = 0) or 400*q + 9*td - 20050 > 0 and
200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57*td + 7600*z -
116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z - 6130 <= 0
and q - 40 <= 0 and q >= 0 and (375000*n + 9375*td - 1250000*z -
290837488 < 0 and 375000*n + 9375*td - 1250000*z - 258587488 >= 0 and
191625000*n + 4790625*td - 235625000*z - 130719208948 = 0 or 375000*n +
9375*td - 1250000*z - 258587488 < 0 and 375000*n + 9375*td - 1250000*z -
250524988 >= 0 and 374625000*n + 9365625*td - 1920625000*z - 243897029812
= 0 or 375000*n + 9375*td - 1250000*z - 250524988 < 0 and 375000*n +
9375*td - 1250000*z - 226337488 > 0) and (td - 400 >= 0 and td - 700 < 0
or td - 990 < 0 and td - 700 = 0) and (2*p1 - 7 < 0 and 375000*n + 9375
*td - 1250000*z - 339212488 = 0 or 2*p1 - 7 >= 0 and 32250000*i2 +
1500000*n + 100781250*p1 + 806250*q + 37500*td - 5000000*z - 1589453077
= 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n
- td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*td - 600*z -
355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q >= 0 and td
- 700 >= 0 and td - 990 < 0 and (281250*n - 59375*td - 937500*z -
171643741 < 0 and 281250*n - 59375*td - 937500*z - 147456241 >= 0 and
143718750*n - 30340625*td - 176718750*z - 74285891086 = 0 or 281250*n -
59375*td - 937500*z - 147456241 < 0 and 281250*n - 59375*td - 937500*z -
141409366 >= 0 and 93656250*n - 19771875*td - 480156250*z - 45494960578
= 0 or 281250*n - 59375*td - 937500*z - 141409366 < 0 and 281250*n -
59375*td - 937500*z - 123268741 > 0) and (2*p1 - 7 < 0 and 281250*n -
59375*td - 937500*z - 207924991 = 0 or 2*p1 - 7 >= 0 and 96750000*i2 +
4500000*n + 302343750*p1 + 2418750*q - 950000*td - 15000000*z - 4024609231
= 0) or 400*q + 9*td - 20050 > 0 and 200*i2 - 10*q - td + 385 = 0 and n
- td = 0 and 204250000*i2 + 8937500*n + 638281250*p1 + 5106250*q -
950000*td - 190000000*z - 7640077821 <= 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 50000*td - 10000000*z - 452109359 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z
- 402109359 >= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q -
1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 25550000*i2 + 79843750
*p1 + 638750*q - 2500000*z - 448579359 = 0 or 80*i2 + 250*p1 + 2*q -
1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 29970000*i2 + 93656250
*p1 + 749250*q + 2500000*z - 569558609 = 0 or 80*i2 + 250*p1 + 2*q -
1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0) and (td - 400 >= 0 and td
- 700 < 0 and 32250000*i2 + 1500000*n + 100781250*p1 + 806250*q + 37500*
td - 5000000*z - 1589453077 = 0 or td - 700 >= 0 and td - 990 < 0 and
96750000*i2 + 4500000*n + 302343750*p1 + 2418750*q - 950000*td -
15000000*z - 4024609231 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q
- 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n
- td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (62500*n - 6250*td -
1250000*z - 32509373 < 0 and 62500*n - 6250*td - 1250000*z - 27134373
>= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033 = 0 or
62500*n - 6250*td - 1250000*z - 27134373 < 0 and 62500*n - 6250*td -
1250000*z - 25790623 >= 0 and 187312500*n - 18731250*td - 4082187500*z -
74105780531 = 0 or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and
62500*n - 6250*td - 1250000*z - 21759373 > 0) and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
62500*n - 6250*td - 1250000*z - 40571873 = 0 or 2*p1 - 7 >= 0 and
10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z
- 402109359 = 0) or 400*q + 9*td - 20050 > 0 and i2 = 0 and n - td = 0
and 1141765625*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and
31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and 31937500*n
- 3193750*td - 571562500*z - 13629165033 >= 0 and q - 40 <= 0 and q >= 0
and (156250*z + 6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z +
549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or
78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0
and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and 25550000*i2 + 79843750*
p1 + 638750*q - 2500000*z - 448579359 = 0) or 400*q + 9*td - 20050 > 0
and i2 = 0 and n - td = 0 and 6696421875*n - 711787500*td - 155123125000
*z - 2816019660178 <= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0
and q - 40 <= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z -
3356249 >= 0 and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0
and 78125*z - 741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251
> 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >=
0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0)
or 400*q + 9*td - 20050 > 0 and i2 = 0 and n - td = 0 and 204250000*i2 +
8937500*n + 638281250*p1 + 5106250*q - 950000*td - 190000000*z - 7640077821
<= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td -
10000000*z - 452109359 <= 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 50000*td - 10000000*z - 402109359 >= 0 and q - 40 <= 0 and q
>= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q -
1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*
q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*
q - 1697 < 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td
+ 385 = 0 and n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (
62500*n - 6250*td - 1250000*z - 32509373 < 0 and 62500*n - 6250*td -
1250000*z - 27134373 >= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
= 0 or 62500*n - 6250*td - 1250000*z - 27134373 < 0 and 62500*n - 6250*
td - 1250000*z - 25790623 >= 0 and 187312500*n - 18731250*td - 4082187500
*z - 74105780531 = 0 or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and
62500*n - 6250*td - 1250000*z - 21759373 > 0) and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 6130 = 0 or td - 700 >= 0 and td - 990 < 0
and 4*td - 600*z + 3245 = 0) and (2*p1 - 7 < 0 and 62500*n - 6250*td -
1250000*z - 40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359 = 0) or 400*q
+ 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and
1141765625*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and
31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and 31937500*n
- 3193750*td - 571562500*z - 13629165033 >= 0 and q - 40 <= 0 and q >= 0
and (156250*z + 6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z +
549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or
78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and (td - 400 >= 0 and
td - 700 < 0 and 191625000*n + 4790625*td - 235625000*z - 130719208948 =
0 or td - 700 >= 0 and td - 990 < 0 and 143718750*n - 30340625*td -
176718750*z - 74285891086 = 0) and (2*p1 - 7 < 0 and 156250*z + 16518749
= 0 or 2*p1 - 7 >= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000
*z - 448579359 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td
+ 385 = 0 and n - td = 0 and 6696421875*n - 711787500*td - 155123125000*
z - 2816019660178 <= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0
and q - 40 <= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z -
3356249 >= 0 and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0
and 78125*z - 741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251
> 0) and (td - 400 >= 0 and td - 700 < 0 and 374625000*n + 9365625*td -
1920625000*z - 243897029812 = 0 or td - 700 >= 0 and td - 990 < 0 and
93656250*n - 19771875*td - 480156250*z - 45494960578 = 0) and (2*p1 - 7
< 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and 29970000*i2 +
93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) or 400*q + 9*td -
20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and n - td = 0 and 27*n + 57
*td + 7600*z - 116470 >= 0 and 3*td + 400*z - 3730 >= 0 and 3*td + 400*z
- 6130 <= 0 and q - 40 <= 0 and q >= 0 and (375000*n + 9375*td -
1250000*z - 290837488 < 0 and 375000*n + 9375*td - 1250000*z - 258587488
>= 0 and 191625000*n + 4790625*td - 235625000*z - 130719208948 = 0 or
375000*n + 9375*td - 1250000*z - 258587488 < 0 and 375000*n + 9375*td -
1250000*z - 250524988 >= 0 and 374625000*n + 9365625*td - 1920625000*z -
243897029812 = 0 or 375000*n + 9375*td - 1250000*z - 250524988 < 0 and
375000*n + 9375*td - 1250000*z - 226337488 > 0) and (td - 400 >= 0 and
td - 700 < 0 or td - 990 < 0 and td - 700 = 0) and (2*p1 - 7 < 0 and
375000*n + 9375*td - 1250000*z - 339212488 = 0 or 2*p1 - 7 >= 0 and
32250000*i2 + 1500000*n + 100781250*p1 + 806250*q + 37500*td - 5000000*z
- 1589453077 = 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td +
385 = 0 and n - td = 0 and 81*n - 152*td + 22800*z - 123310 >= 0 and 4*
td - 600*z - 355 <= 0 and 4*td - 600*z + 3245 >= 0 and q - 40 <= 0 and q
>= 0 and td - 700 >= 0 and td - 990 < 0 and (281250*n - 59375*td -
937500*z - 171643741 < 0 and 281250*n - 59375*td - 937500*z - 147456241
>= 0 and 143718750*n - 30340625*td - 176718750*z - 74285891086 = 0 or
281250*n - 59375*td - 937500*z - 147456241 < 0 and 281250*n - 59375*td -
937500*z - 141409366 >= 0 and 93656250*n - 19771875*td - 480156250*z - 45494960578
= 0 or 281250*n - 59375*td - 937500*z - 141409366 < 0 and 281250*n -
59375*td - 937500*z - 123268741 > 0) and (2*p1 - 7 < 0 and 281250*n -
59375*td - 937500*z - 207924991 = 0 or 2*p1 - 7 >= 0 and 96750000*i2 +
4500000*n + 302343750*p1 + 2418750*q - 950000*td - 15000000*z - 4024609231
= 0) or 400*q + 9*td - 20050 <= 0 and 200*i2 - 10*q - td + 385 = 0 and
n - td = 0 and 204250000*i2 + 8937500*n + 638281250*p1 + 5106250*q -
950000*td - 190000000*z - 7640077821 <= 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 50000*td - 10000000*z - 452109359 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z
- 402109359 >= 0 and q - 40 <= 0 and q >= 0 and (80*i2 + 250*p1 + 2*q -
1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 25550000*i2 + 79843750
*p1 + 638750*q - 2500000*z - 448579359 = 0 or 80*i2 + 250*p1 + 2*q -
1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 29970000*i2 + 93656250
*p1 + 749250*q + 2500000*z - 569558609 = 0 or 80*i2 + 250*p1 + 2*q -
1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0) and (td - 400 >= 0 and td
- 700 < 0 and 32250000*i2 + 1500000*n + 100781250*p1 + 806250*q + 37500*
td - 5000000*z - 1589453077 = 0 or td - 700 >= 0 and td - 990 < 0 and
96750000*i2 + 4500000*n + 302343750*p1 + 2418750*q - 950000*td -
15000000*z - 4024609231 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q
- 577 = 0 or 2*p1 - 7 >= 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and
n - td = 0 and n >= 0 and q - 40 <= 0 and q >= 0 and (62500*n - 6250*td
- 1250000*z - 32509373 < 0 and 62500*n - 6250*td - 1250000*z - 27134373
>= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033 = 0 or
62500*n - 6250*td - 1250000*z - 27134373 < 0 and 62500*n - 6250*td -
1250000*z - 25790623 >= 0 and 187312500*n - 18731250*td - 4082187500*z -
74105780531 = 0 or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and
62500*n - 6250*td - 1250000*z - 21759373 > 0) and (td - 400 >= 0 and td
- 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0 and
62500*n - 6250*td - 1250000*z - 40571873 = 0 or 2*p1 - 7 >= 0 and
10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z
- 402109359 = 0) or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0
and 1141765625*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and
31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and 31937500*n
- 3193750*td - 571562500*z - 13629165033 >= 0 and q - 40 <= 0 and q >= 0
and (156250*z + 6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z +
549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or
78125*z - 523438 > 0 and 156250*z - 5837501 < 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (2*p1 - 7 < 0
and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and 25550000*i2 + 79843750*
p1 + 638750*q - 2500000*z - 448579359 = 0) or 400*q + 9*td - 20050 <= 0
and i2 = 0 and n - td = 0 and 6696421875*n - 711787500*td - 155123125000
*z - 2816019660178 <= 0 and 187312500*n - 18731250*td - 4082187500*z - 92837030531
<= 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0
and q - 40 <= 0 and q >= 0 and (156250*z - 10848749 < 0 and 156250*z -
3356249 >= 0 and 108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0
and 78125*z - 741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251
> 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >=
0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0)
or 400*q + 9*td - 20050 <= 0 and i2 = 0 and n - td = 0 and 204250000*i2
+ 8937500*n + 638281250*p1 + 5106250*q - 950000*td - 190000000*z - 7640077821
<= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td -
10000000*z - 452109359 <= 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 50000*td - 10000000*z - 402109359 >= 0 and q - 40 <= 0 and q
>= 0 and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q -
1377 <= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*
q - 1457 <= 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*
q - 1697 < 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 =
0 or 2*p1 - 7 >= 0),
q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (2*p1 -
7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (80*i2
+ 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 1480
*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0 or 80*i2 + 250*p1
+ 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 76880*i2 -
2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0 or 80*i2 +
250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0 and 10750000
*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z -
402109359 = 0) or q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and
i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 20*n -
2*td - 300*z - 8331 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and n >= 0 and n
- td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 =
0 and 100*n - 10*td - 2500*z - 36519 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <=
0 and n >= 0 and n - td = 0 and i2 = 0 and (2*p1 - 7 < 0 and 20*n - 2*
td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 + 37
*q + 5*td + 750*z - 4647 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (20*n - 2*td - 300*z - 5963 > 0 and
20*n - 2*td - 300*z - 8331 <= 0 or 20*n - 2*td - 300*z - 8331 > 0 and
20*n - 2*td - 300*z - 8923 <= 0 and 4420*n - 442*td + 81700*z - 3170191
= 0 or 20*n - 2*td - 300*z - 8923 > 0 and 20*n - 2*td - 300*z - 10699 <
0 and 31937500*n - 3193750*td - 571562500*z - 13629165033 = 0) or q >= 0
and q - 40 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z -
4647 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z + 353 >= 0
and 112480*i2 - 3575*n + 351500*p1 + 2812*q + 380*td + 57000*z - 353172
>= 0 and n - td = 0 and i2 = 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*
q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*
td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z
+ 1015 = 0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0
and 80*i2 + 250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0
and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250*p1 + 442*q +
20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*
p1 + 2*q - 1697 < 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z
- 448579359 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z -
8331 >= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 715*n - 76*td - 11400
*z - 316578 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 +
250*p1 + 2*q - 1377 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td
- 300*z - 8923 >= 0 and 20*n - 2*td - 300*z - 10923 <= 0 and 715*n - 76*
td - 11400*z - 339074 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0
and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z - 1012 = 0 and (td - 400
>= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and
td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0
and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (2*p1 - 7 < 0
and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2 - 2000*
n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0) and (td - 400 >=
0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td
- 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (100*n -
10*td - 2500*z - 17299 > 0 and 20*n - 2*td - 500*z - 6535 <= 0 and 4420*
n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 500*z - 6535 > 0 and
100*n - 10*td - 2500*z - 36519 <= 0 or 100*n - 10*td - 2500*z - 36519 >
0 and 100*n - 10*td - 2500*z - 48051 < 0 and 187312500*n - 18731250*td
- 4082187500*z - 74105780531 = 0) or q >= 0 and q - 40 <= 0 and 76880*i2
- 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0 and
76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0
and 1460720*i2 - 35750*n + 4564750*p1 + 36518*q + 3800*td + 950000*z -
12726143 >= 0 and n - td = 0 and i2 = 0 and (2*p1 - 7 < 0 and 80*i2 +
250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700
< 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2
*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q -
1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 +
442*q + 20000*z - 483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*
i2 + 250*p1 + 2*q - 1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*
i2 + 250*p1 + 2*q - 1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q +
2500000*z - 569558609 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td -
500*z - 6535 >= 0 and 20*n - 2*td - 500*z - 8535 <= 0 and 715*n - 76*td
- 19000*z - 248330 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and
80*i2 + 250*p1 + 2*q - 1377 = 0 and 50*z - 449 = 0 and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q
- 40 <= 0 and 4420*n - 442*td + 81700*z - 3170191 >= 0 and 4420*n - 442
*td + 81700*z - 3612191 <= 0 and 158015*n - 16796*td + 3104600*z -
120467258 <= 0 and n - td = 0 and i2 = 0 and (2*p1 - 7 < 0 and 50*z -
891 = 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320
= 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td
= 0 and z = 0) and (250*z - 3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 <
0 and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z - 1361 > 0 and
108437500*z - 865858649 = 0) or q >= 0 and q - 40 <= 0 and 100*n - 10*td
- 2500*z - 36519 >= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 3575*
n - 380*td - 95000*z - 1387722 <= 0 and n - td = 0 and i2 = 0 and 2*p1 -
7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (td - 400 >= 0 and td -
700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0
and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <=
0 and n >= 0 and n - td = 0 and i2 = 0 and (2*p1 - 7 < 0 and 62500*n -
6250*td - 1250000*z - 40571873 = 0 or 2*p1 - 7 >= 0 and 10750000*i2 +
500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359 =
0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) and (62500*n - 6250*td - 1250000*z - 32509373 < 0 and 62500*n -
6250*td - 1250000*z - 27134373 >= 0 and 31937500*n - 3193750*td -
571562500*z - 13629165033 = 0 or 62500*n - 6250*td - 1250000*z -
27134373 < 0 and 62500*n - 6250*td - 1250000*z - 25790623 >= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 = 0 or 62500*n -
6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*td - 1250000*z -
21759373 > 0) or q >= 0 and q - 40 <= 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 50000*td - 10000000*z - 402109359 >= 0 and
10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td - 10000000*z
- 452109359 <= 0 and 204250000*i2 + 8937500*n + 638281250*p1 + 5106250*q
- 950000*td - 190000000*z - 7640077821 <= 0 and n - td = 0 and i2 = 0
and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377
<= 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 =
0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <=
0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0)
or q >= 0 and q - 40 <= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
>= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and 1141765625
*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and n - td = 0 and
i2 = 0 and (2*p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0
and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (156250*z + 6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z +
549999 > 0 and 78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or
78125*z - 523438 > 0 and 156250*z - 5837501 < 0) or q >= 0 and q - 40 <=
0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and
187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0 and 6696421875
*n - 711787500*td - 155123125000*z - 2816019660178 <= 0 and n - td = 0
and i2 = 0 and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >=
0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0)
and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td -
700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z =
0) and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0 and
108437500*z - 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z -
741562 >= 0 or 78125*z - 741562 < 0 and 156250*z + 4136251 > 0),
q >= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q +
9*td - 20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td -
20050 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1
- 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2
*q - 1377 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647
= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457
<= 0 and 76880*i2 - 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z -
669797 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td
- 10000000*z - 402109359 = 0) or q >= 0 and q - 40 <= 0 and n >= 0 and
n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377
= 0 and 20*n - 2*td - 300*z - 8331 = 0 and (400*q + 9*td - 20050 <= 0
and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (td -
400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q
>= 0 and q - 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and 100*n - 10*td - 2500*z -
36519 = 0 and (400*q + 9*td - 20050 <= 0 and q = 0 or 400*q + 9*td -
20050 > 0 and 9*td - 20050 = 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300
*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*n -
380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (
2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <=
0 and 1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 = 0
or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0
and 10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td -
10000000*z - 402109359 = 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q >=
0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7
>= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 20*n - 50*q - 2*td - 300*z
- 8331 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q >= 0 and n - td
= 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and 2*p1 - 7 >= 0 and 80*i2
+ 250*p1 + 2*q - 1457 = 0 and 100*n - 250*q - 10*td - 2500*z - 36519 =
0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td
- 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z
= 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0
and 180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9
*td - 20050 >= 0 and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or
2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td
+ 12000*z + 25898 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q +
175*td + 100000*z - 838344 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80
*i2 + 250*p1 + 2*q - 1697 < 0 and 10750000*i2 + 500000*n + 33593750*p1 +
268750*q - 21875*td - 10000000*z - 464765609 = 0) or q >= 0 and q - 40
<= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td - 380950
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and 2*p1 -
7 >= 0 and 80*i2 + 250*p1 + 2*q - 1377 = 0 and 160*n - 7*td - 2400*z -
86698 = 0 and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td -
450 >= 0 and 180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and
400*q + 9*td - 20050 >= 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*p1 + 2*q -
1457 = 0 and 800*n - 35*td - 20000*z - 392402 = 0 and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990
< 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q -
40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050
<= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (2*
p1 - 7 < 0 and 20*n - 2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*
i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z - 4647 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (20*n - 2*
td - 300*z - 5963 > 0 and 20*n - 2*td - 300*z - 8331 <= 0 or 20*n - 2*td
- 300*z - 8331 > 0 and 20*n - 2*td - 300*z - 8923 <= 0 and 4420*n - 442
*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 300*z - 8923 > 0 and 20*n -
2*td - 300*z - 10699 < 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
= 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q >= 0 and n - td = 0 and
i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1 - 7 < 0 and 20*n - 50*q -
2*td - 300*z - 2411 = 0 or 2*p1 - 7 >= 0 and 1480*i2 - 50*n + 4625*p1 +
162*q + 5*td + 750*z - 4647 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (20*n - 50*q - 2*td - 300*z -
5963 > 0 and 20*n - 50*q - 2*td - 300*z - 8331 <= 0 or 20*n - 50*q - 2*
td - 300*z - 8331 > 0 and 20*n - 50*q - 2*td - 300*z - 8923 <= 0 and
4420*n - 11050*q - 442*td + 81700*z - 3170191 = 0 or 20*n - 50*q - 2*td
- 300*z - 8923 > 0 and 20*n - 50*q - 2*td - 300*z - 10699 < 0 and
31937500*n - 79843750*q - 3193750*td - 571562500*z - 13629165033 = 0) or
q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*
n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td -
20050 >= 0 and (2*p1 - 7 < 0 and 160*n - 7*td - 2400*z - 39338 = 0 or 2*
p1 - 7 >= 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*z +
25898 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 =
0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td =
0 and z = 0) and (160*n - 7*td - 2400*z - 67754 > 0 and 160*n - 7*td -
2400*z - 86698 <= 0 or 160*n - 7*td - 2400*z - 86698 > 0 and 160*n - 7*
td - 2400*z - 91434 <= 0 and 35360*n - 1547*td + 653600*z - 29792578 = 0
or 160*n - 7*td - 2400*z - 91434 > 0 and 160*n - 7*td - 2400*z - 105642
< 0 and 255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) or
q >= 0 and q - 40 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750
*z - 4647 <= 0 and 1480*i2 - 50*n + 4625*p1 + 37*q + 5*td + 750*z + 353
>= 0 and 112480*i2 - 3575*n + 351500*p1 + 2812*q + 380*td + 57000*z -
353172 >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and
1480*i2 - 50*n + 4625*p1 + 162*q + 5*td + 750*z - 4647 = 0 or 400*q + 9
*td - 20050 > 0 and 23680*i2 - 800*n + 74000*p1 + 592*q + 35*td + 12000*
z + 25898 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2
*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 +
250*p1 + 2*q - 1377 <= 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 +
250*p1 + 2*q - 1457 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 25550000*i2 + 79843750*p1 + 638750*q - 2500000*z -
448579359 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z - 8331
>= 0 and 20*n - 2*td - 300*z - 10331 <= 0 and 715*n - 76*td - 11400*z -
316578 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1377 = 0 and (400*q + 9*td - 20050 <= 0 and 20*n - 50*q - 2*
td - 300*z - 8331 = 0 or 400*q + 9*td - 20050 > 0 and 160*n - 7*td -
2400*z - 86698 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z
- 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 =
0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 300*z
- 8923 >= 0 and 20*n - 2*td - 300*z - 10923 <= 0 and 715*n - 76*td -
11400*z - 339074 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80
*i2 + 250*p1 + 2*q - 1457 = 0 and 125*z - 1012 = 0 and (400*q + 9*td -
20050 <= 0 and 20*n - 50*q - 2*td - 300*z - 8923 = 0 or 400*q + 9*td -
20050 > 0 and 160*n - 7*td - 2400*z - 91434 = 0) and (td - 400 >= 0 and
td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 <
0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40
<= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <=
0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0) and (2*p1
- 7 < 0 and 20*n - 2*td - 500*z + 1153 = 0 or 2*p1 - 7 >= 0 and 76880*i2
- 2000*n + 240250*p1 + 1922*q + 200*td + 50000*z - 669797 = 0) and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
100*n - 10*td - 2500*z - 17299 > 0 and 20*n - 2*td - 500*z - 6535 <= 0
and 4420*n - 442*td + 81700*z - 3170191 = 0 or 20*n - 2*td - 500*z -
6535 > 0 and 100*n - 10*td - 2500*z - 36519 <= 0 or 100*n - 10*td - 2500
*z - 36519 > 0 and 100*n - 10*td - 2500*z - 48051 < 0 and 187312500*n -
18731250*td - 4082187500*z - 74105780531 = 0) or q >= 0 and q - 40 <= 0
and 9*n - 380*q >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050
<= 0 and (2*p1 - 7 < 0 and 20*n - 50*q - 2*td - 500*z + 1153 = 0 or 2*p1
- 7 >= 0 and 76880*i2 - 2000*n + 240250*p1 + 6922*q + 200*td + 50000*z
- 669797 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z -
5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0
or td = 0 and z = 0) and (100*n - 250*q - 10*td - 2500*z - 17299 > 0 and
20*n - 50*q - 2*td - 500*z - 6535 <= 0 and 4420*n - 11050*q - 442*td +
81700*z - 3170191 = 0 or 20*n - 50*q - 2*td - 500*z - 6535 > 0 and 100*n
- 250*q - 10*td - 2500*z - 36519 <= 0 or 100*n - 250*q - 10*td - 2500*z
- 36519 > 0 and 100*n - 250*q - 10*td - 2500*z - 48051 < 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
) or q >= 0 and q - 40 <= 0 and 9*td - 20050 <= 0 and td - 450 >= 0 and
180*n + 171*td - 380950 >= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td
- 20050 >= 0 and (2*p1 - 7 < 0 and 160*n - 7*td - 4000*z - 10826 = 0 or
2*p1 - 7 >= 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q + 175*td +
100000*z - 838344 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td +
400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (800*n - 35*td - 20000*z - 238642 > 0
and 160*n - 7*td - 4000*z - 72330 <= 0 and 35360*n - 1547*td + 653600*z
- 29792578 = 0 or 160*n - 7*td - 4000*z - 72330 > 0 and 800*n - 35*td -
20000*z - 392402 <= 0 or 800*n - 35*td - 20000*z - 392402 > 0 and 800*n
- 35*td - 20000*z - 484658 < 0 and 1498500000*n - 65559375*td - 32657500000
*z - 780627025498 = 0) or q >= 0 and q - 40 <= 0 and 76880*i2 - 2000*n +
240250*p1 + 1922*q + 200*td + 50000*z - 669797 <= 0 and 76880*i2 - 2000
*n + 240250*p1 + 1922*q + 200*td + 50000*z - 469797 >= 0 and 1460720*i2
- 35750*n + 4564750*p1 + 36518*q + 3800*td + 950000*z - 12726143 >= 0
and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 76880*i2 -
2000*n + 240250*p1 + 6922*q + 200*td + 50000*z - 669797 = 0 or 400*q + 9
*td - 20050 > 0 and 153760*i2 - 4000*n + 480500*p1 + 3844*q + 175*td +
100000*z - 838344 = 0) and (2*p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577
= 0 or 2*p1 - 7 >= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400
*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015
= 0 or td = 0 and z = 0) and (80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2
+ 250*p1 + 2*q - 1377 <= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z -
483917 = 0 or 80*i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q -
1457 <= 0 or 80*i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q -
1697 < 0 and 29970000*i2 + 93656250*p1 + 749250*q + 2500000*z -
569558609 = 0) or q >= 0 and q - 40 <= 0 and 20*n - 2*td - 500*z - 6535
>= 0 and 20*n - 2*td - 500*z - 8535 <= 0 and 715*n - 76*td - 19000*z -
248330 <= 0 and n - td = 0 and i2 = 0 and 2*p1 - 7 >= 0 and 80*i2 + 250*
p1 + 2*q - 1377 = 0 and 50*z - 449 = 0 and (400*q + 9*td - 20050 <= 0
and 20*n - 50*q - 2*td - 500*z - 6535 = 0 or 400*q + 9*td - 20050 > 0
and 160*n - 7*td - 4000*z - 72330 = 0) and (td - 400 >= 0 and td - 700 <
0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*
td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q - 40 <= 0 and
4420*n - 442*td + 81700*z - 3170191 >= 0 and 4420*n - 442*td + 81700*z
- 3612191 <= 0 and 158015*n - 16796*td + 3104600*z - 120467258 <= 0 and
n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 4420*n - 11050*
q - 442*td + 81700*z - 3170191 = 0 or 400*q + 9*td - 20050 > 0 and 35360
*n - 1547*td + 653600*z - 29792578 = 0) and (2*p1 - 7 < 0 and 50*z - 891
= 0 or 2*p1 - 7 >= 0 and 17680*i2 + 55250*p1 + 442*q + 20000*z - 483917
= 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or
td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0
and z = 0) and (250*z - 3129 < 0 and 50*z - 449 >= 0 or 50*z - 449 < 0
and 125*z - 1012 >= 0 or 125*z - 1012 < 0 and 250*z - 1361 > 0 and
108437500*z - 865858649 = 0) or q >= 0 and q - 40 <= 0 and 100*n - 10*td
- 2500*z - 36519 >= 0 and 100*n - 10*td - 2500*z - 46519 <= 0 and 3575*
n - 380*td - 95000*z - 1387722 <= 0 and n - td = 0 and i2 = 0 and 2*p1 -
7 >= 0 and 80*i2 + 250*p1 + 2*q - 1457 = 0 and (400*q + 9*td - 20050 <=
0 and 100*n - 250*q - 10*td - 2500*z - 36519 = 0 or 400*q + 9*td -
20050 > 0 and 800*n - 35*td - 20000*z - 392402 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) or q >= 0 and q
- 40 <= 0 and n >= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td -
20050 <= 0 and q = 0 or 400*q + 9*td - 20050 > 0 and 9*td - 20050 = 0)
and (2*p1 - 7 < 0 and 62500*n - 6250*td - 1250000*z - 40571873 = 0 or 2*
p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*
td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0 and
3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (62500*n - 6250*td - 1250000*z
- 32509373 < 0 and 62500*n - 6250*td - 1250000*z - 27134373 >= 0 and
31937500*n - 3193750*td - 571562500*z - 13629165033 = 0 or 62500*n -
6250*td - 1250000*z - 27134373 < 0 and 62500*n - 6250*td - 1250000*z -
25790623 >= 0 and 187312500*n - 18731250*td - 4082187500*z - 74105780531
= 0 or 62500*n - 6250*td - 1250000*z - 25790623 < 0 and 62500*n - 6250*
td - 1250000*z - 21759373 > 0) or q >= 0 and q - 40 <= 0 and 9*n - 380*q
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 <= 0 and (2*p1
- 7 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 40571873 = 0 or 2
*p1 - 7 >= 0 and 10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000
*td - 10000000*z - 402109359 = 0) and (td - 400 >= 0 and td - 700 < 0
and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td -
300*z + 1015 = 0 or td = 0 and z = 0) and (62500*n - 156250*q - 6250*td
- 1250000*z - 32509373 < 0 and 62500*n - 156250*q - 6250*td - 1250000*z
- 27134373 >= 0 and 31937500*n - 79843750*q - 3193750*td - 571562500*z
- 13629165033 = 0 or 62500*n - 156250*q - 6250*td - 1250000*z - 27134373
< 0 and 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 >= 0 and
187312500*n - 468281250*q - 18731250*td - 4082187500*z - 74105780531 = 0
or 62500*n - 156250*q - 6250*td - 1250000*z - 25790623 < 0 and 62500*n
- 156250*q - 6250*td - 1250000*z - 21759373 > 0) or q >= 0 and q - 40 <=
0 and 9*td - 20050 <= 0 and td - 450 >= 0 and 180*n + 171*td - 380950
>= 0 and n - td = 0 and i2 = 0 and 400*q + 9*td - 20050 >= 0 and (2*p1 -
7 < 0 and 500000*n - 21875*td - 10000000*z - 387231234 = 0 or 2*p1 - 7
>= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 21875*td -
10000000*z - 464765609 = 0) and (td - 400 >= 0 and td - 700 < 0 and 3*td
+ 400*z - 5320 = 0 or td - 700 >= 0 and td - 990 < 0 and 2*td - 300*z +
1015 = 0 or td = 0 and z = 0) and (500000*n - 21875*td - 10000000*z -
322731234 < 0 and 500000*n - 21875*td - 10000000*z - 279731234 >= 0 and
255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0 or 500000*n
- 21875*td - 10000000*z - 279731234 < 0 and 500000*n - 21875*td -
10000000*z - 268981234 >= 0 and 1498500000*n - 65559375*td - 32657500000
*z - 780627025498 = 0 or 500000*n - 21875*td - 10000000*z - 268981234 <
0 and 500000*n - 21875*td - 10000000*z - 236731234 > 0) or q >= 0 and q
- 40 <= 0 and 10750000*i2 + 500000*n + 33593750*p1 + 268750*q - 50000*td
- 10000000*z - 402109359 >= 0 and 10750000*i2 + 500000*n + 33593750*p1
+ 268750*q - 50000*td - 10000000*z - 452109359 <= 0 and 204250000*i2 +
8937500*n + 638281250*p1 + 5106250*q - 950000*td - 190000000*z - 7640077821
<= 0 and n - td = 0 and i2 = 0 and (400*q + 9*td - 20050 <= 0 and
10750000*i2 + 500000*n + 33593750*p1 - 981250*q - 50000*td - 10000000*z
- 402109359 = 0 or 400*q + 9*td - 20050 > 0 and 10750000*i2 + 500000*n +
33593750*p1 + 268750*q - 21875*td - 10000000*z - 464765609 = 0) and (2*
p1 - 7 < 0 and 80*i2 + 250*p1 + 2*q - 577 = 0 or 2*p1 - 7 >= 0) and (td
- 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0
and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (
80*i2 + 250*p1 + 2*q - 1057 > 0 and 80*i2 + 250*p1 + 2*q - 1377 <= 0 and
25550000*i2 + 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0 or 80*
i2 + 250*p1 + 2*q - 1377 > 0 and 80*i2 + 250*p1 + 2*q - 1457 <= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0 or 80*
i2 + 250*p1 + 2*q - 1457 > 0 and 80*i2 + 250*p1 + 2*q - 1697 < 0) or q
>= 0 and q - 40 <= 0 and 31937500*n - 3193750*td - 571562500*z - 13629165033
>= 0 and 31937500*n - 3193750*td - 571562500*z - 16822915033 <= 0 and 1141765625
*n - 121362500*td - 21719375000*z - 517908271254 <= 0 and n - td = 0 and
i2 = 0 and (400*q + 9*td - 20050 <= 0 and 31937500*n - 79843750*q -
3193750*td - 571562500*z - 13629165033 = 0 or 400*q + 9*td - 20050 > 0
and 255500000*n - 11178125*td - 4572500000*z - 141050664014 = 0) and (2*
p1 - 7 < 0 and 156250*z + 16518749 = 0 or 2*p1 - 7 >= 0 and 25550000*i2
+ 79843750*p1 + 638750*q - 2500000*z - 448579359 = 0) and (td - 400 >= 0
and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700 >= 0 and td -
990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0) and (156250*z +
6937499 > 0 and 156250*z + 549999 <= 0 or 156250*z + 549999 > 0 and
78125*z - 523438 <= 0 and 108437500*z - 865858649 = 0 or 78125*z -
523438 > 0 and 156250*z - 5837501 < 0) or q >= 0 and q - 40 <= 0 and
187312500*n - 18731250*td - 4082187500*z - 74105780531 >= 0 and
187312500*n - 18731250*td - 4082187500*z - 92837030531 <= 0 and 6696421875
*n - 711787500*td - 155123125000*z - 2816019660178 <= 0 and n - td = 0
and i2 = 0 and (400*q + 9*td - 20050 <= 0 and 187312500*n - 468281250*q
- 18731250*td - 4082187500*z - 74105780531 = 0 or 400*q + 9*td - 20050 >
0 and 1498500000*n - 65559375*td - 32657500000*z - 780627025498 = 0)
and (2*p1 - 7 < 0 and 156250*z - 22087499 = 0 or 2*p1 - 7 >= 0 and
29970000*i2 + 93656250*p1 + 749250*q + 2500000*z - 569558609 = 0) and (
td - 400 >= 0 and td - 700 < 0 and 3*td + 400*z - 5320 = 0 or td - 700
>= 0 and td - 990 < 0 and 2*td - 300*z + 1015 = 0 or td = 0 and z = 0)
and (156250*z - 10848749 < 0 and 156250*z - 3356249 >= 0 and 108437500*z
- 865858649 = 0 or 156250*z - 3356249 < 0 and 78125*z - 741562 >= 0 or
78125*z - 741562 < 0 and 156250*z + 4136251 > 0)}$
for each ex in testseries collect {rlatnum ex,rlatnum rlgsn ex};
%%% Testing rlitab
% Result of the rectangle problem from testing rlqe above.
rlitab rp3sol;
% The benchmarks from the rlgsn test once more
for each ex in testseries collect {rlatnum ex,rlatnum rlitab ex};
end;
|
f28f84c815a8a18626f6caf939b36d91ff1d916b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1535/CH5/EX5.2/Ch05Ex2.sci
|
545400db18b3103f51c5ab6567e32a384b10bd7d
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 701 |
sci
|
Ch05Ex2.sci
|
// Scilab Code Ex5.2 : Percentage transmission of polarized light: Page-113 (2010)
I0 = 1; // For simplicity, we assume the intensity of light falling on the second Nicol prism to be unity, watt per metre square
theta = 30; // Angle through which the crossed Nicol is rotated, degrees
I = I0*cosd(90-theta)^2; // Intensity of the emerging light from second Nicol, watt per metre square
T = I/(2*I0)*100; // Percentage transmission of incident light
printf("\nThe percentage transmission of incident light after emerging through the Nicol prism = %4.1f percent", T);
// Result
// The percentage transmission of incident light after emerging through the Nicol prism = 12.5 percent
|
04465a6f201e220d285af818fbe96b8f8b2c9d65
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3557/CH15/EX15.7/Ex15_7.sce
|
aaece24f7c418c1d476bd34decaa7e98006c529a
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 299 |
sce
|
Ex15_7.sce
|
//Example 15.7//
prt=24.4*10^-9;//ohm m //room temperature value of restivity
a=0.0034;//C^-1 //temperature coefficient of restivity
t=200;// degree C //tempertaure
tn=20;//degree C //room temperature
p=(prt)*(1+a*(t-tn))
mprintf("p = %e ohm m",p)
s=1/p
mprintf("\ns = %e ohm^-1 m^-1",s)
|
c2dbb524b3f0630f39609c24d8a78f23744d182b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1271/CH10/EX10.31/example10_31.sce
|
d4623cf15fe0d018d23ef2219b1631214164bfa9
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 624 |
sce
|
example10_31.sce
|
clc
// Given that
p = 1000 // power of lamp in W
d = 2 // distance of a point from lamp in meter
e0 = 8.85e-12 // electric permittivity of space
mu0 = 1.2567e-6 // magnetic permittivity of space
c = 3e8 // speed of light in meter/sec
// Sample Problem 31 on page no. 10.48
printf("\n # PROBLEM 31 # \n")
s = p / (4 * %pi * d^2) //calculation for
r = sqrt(mu0 / e0) // ratio of E,H
E = sqrt(s * r)//calculation for average value of intensity of electric field of radiation
printf("Standard formula used \n E_/H_=sqrt(mu_/e_),\nP=E*H.\n")
printf(" Average value of the intensity of electric field of radiation = %f v/m.",E)
|
c84b95f141e242bb3b7cc965ca2793bffb9474fc
|
389bd4af3bf5a0f54f51e8aafea5035f568ba445
|
/Matris max min toplama.sce
|
1173ef5a298d5bbabb2e63c0caf1e4919ca7ec53
|
[] |
no_license
|
esraatlici/Bilgisayar-Destekli-Matematik
|
d47f057d9cb7ee987e367c67f8923cfcf02342d8
|
dae1079f60fc7e0d3b54802b4cbed9182b52fcd7
|
refs/heads/main
| 2022-12-25T11:14:25.575530 | 2020-10-05T15:09:58 | 2020-10-05T15:09:58 | 301,447,895 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 104 |
sce
|
Matris max min toplama.sce
|
function q=matris_max_min_topla(a);
maxa=max(a);
mina=min(a);
q=mina+maxa;
endfunction
|
4c3abe0fd47b341149084e29bfb07a699d3e874c
|
d8b00ba08203d369b2c5f550547a8bec3b784a8f
|
/exo3.sci
|
bbdc103047f4413b700cf59030eaae7f575a8fdb
|
[] |
no_license
|
braisalemaghiles/TP-Calcul-Numerique
|
8f75a0af2b82fb8e4b586d19320da406128e7611
|
260fed32749d444756d6cd32f873d5238d95851f
|
refs/heads/main
| 2023-01-31T13:19:03.073956 | 2020-12-17T13:22:58 | 2020-12-17T13:22:58 | 314,294,362 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 426 |
sci
|
exo3.sci
|
//n = 100;
data = [10:10:100]
for n = data
i=n/10
A=rand(n,n);
B=rand(n,n);
tic();
C3B= matmat3b(A,B);
times1(i) = toc()
tic();
C2B= matmat2b(A,B);
times2(i) = toc()
tic();
C1B= matmat1b(A,B);
times3(i) = toc()
tic();
Cnorm=A*B;
times4(i) = toc()
end
subplot(2,2,1),plot(data,times1,"r"),subplot(2,2,2),plot(data,times2,"b"),subplot(2,2,3),plot(data,times3,"g"),subplot(2,2,4),plot(data,times4,"y");
|
02b4d34c6ccbf8b5498717ea3c00b37bed36326f
|
53bdf5ec3d505c23a6dbff1555c838c03e7ce670
|
/Assignment 5/hand.sce
|
c11001f47df082e9eaa3f4051bfbbeefb0d21a96
|
[] |
no_license
|
dishvyas/AI
|
6e7fb662a04b99d5fca4380f97ac94eb5b18debe
|
a0903084fe210faee4b571b4cade5e5d410ad504
|
refs/heads/master
| 2020-05-22T00:50:06.362841 | 2019-05-12T20:29:20 | 2019-05-12T20:29:20 | 186,180,759 | 0 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 441 |
sce
|
hand.sce
|
clc;
clear;
rand('seed',0);
N = [8,2,2];
M = read_csv('D:\Boring Stuff\Study Material\Sem VI\Artificial Intelligence\Lab\Assignment 5\emg.csv',[],[],"double");
P = read_csv('D:\Boring Stuff\Study Material\Sem VI\Artificial Intelligence\Lab\Assignment 5\emg.csv',[],[],"double");
x = M(1:40,2:9)';
t = M(:,10:11)';
y = P(41:50,2:9)';
lp=[0.8, 0];
T=500;
W=ann_FF_init(N);
W=ann_FF_Std_online(x,t,N,W,lp,T);
a=ann_FF_run(y,N,W);
|
31066c8905e72b0277dc03bcb11c0ca8090354a9
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3523/CH2/EX2.8.11/Ex2_11.sce
|
da2d6bdb25e79530fb2271960b8372c9c7234b43
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 319 |
sce
|
Ex2_11.sce
|
//Example 11// Ch 2
clear all
clc
close
phi1=0;
phi3=10;
phir=[phi1;phi3];
sl=[1.25 -0.014;-0.014 0.8381]; //elements of global stiffness matrix
sr=-[-0.7786 -0.4571;-0.4571 -0.3667];//elements of global stiffness matrix
phil=inv(sl)*sr*phir
printf('value of potentials at the nodes are %f \n',phil)
|
0967236d257289d1456412b72500c70e50c0a80a
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2318/CH3/EX3.43/ex_3_43.sce
|
298440b224f1d91d16833dc12f8b802ee0cc0d45
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 278 |
sce
|
ex_3_43.sce
|
//Example 3.43:resistance
clc;
clear;
close;
Q=100.5;//ohms
M=300;//ohms
S=0.0045;//ohms
x=(Q/M)*S;//ohms
r=0.1;//ohms
m=300.25;//micro ohms
q=100.6;//ohms
y=((r*m)/(r+m+q));//ohms
z=((Q/M)-(q/m));//ohms
R=x+(y*z);//milli ohms
disp(R*10^3,"unknown resistance is ,(milli-ohm)=")
|
56cc5168ffdf9516e5087bcb970bf424fc5178f5
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1859/CH2/EX2.20/exa_2_20.sce
|
f00f45dd66ed0d23619d9a810230d7a7256e8354
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 420 |
sce
|
exa_2_20.sce
|
// Exa 2.20
clc;
clear;
close;
// Given data
R1= 500;// in ohm
R2= 615;// in ohm
R3= 100;// in ohm
delR1ByR1= 1;
delR2ByR2= 1;
delR3ByR3= 0.5;
// Part(i)
R4=R1*R2/R3;// in ohm
disp(R4,"Unknown resistance in ohm")
delR4ByR4= delR1ByR1+delR2ByR2+delR3ByR3;
disp(delR4ByR4,"Relative limiting error of unknown resistance in percentage")
LimError= R4*delR4ByR4/100;
disp(LimError,"Limiting error in ohms");
|
2bd3e1ca4f60de3317e0a8a6ced14c6f34722858
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3753/CH2/EX2.1/Ex2_1.sce
|
1845d07b6be6217dbce07a543e9af68269a2d790
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 367 |
sce
|
Ex2_1.sce
|
//Example number 2.1, Page number 2.33
clc;clear;close
// Variable declaration
I=1/2 // unitless
// Calculation
theta1=acos(1/sqrt(2))*(180/%pi) // radian
theta2=acos(-1/sqrt(2))*(180/%pi) // radian
// Result
printf("theta=%.f degrees",theta1)
printf("\ntheta=%.f degrees",theta2)
printf("\n\n The value of theta can be +(or)- 45 degrees and +(or)-135 degrees.")
|
954760039840b5144b2a8e0ae65fb69eb9da396d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2063/CH9/EX9.20/9_20.sce
|
24af179aff5eba10108a1c859273defc6447642a
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 699 |
sce
|
9_20.sce
|
clc
clear
//Input data
P1=1;//Initial pressure of a 3 stage compressor in bar
P4=40;//Final pressure in bar
T1=293;//Initial temperature in K
n=1.3;//Polytropic index
V1=15;//Air delivered per minute in m^3/min
//Calculations
W=((3*n)/(n-1))*P1*10^5*V1*(((P4/P1)^((n-1)/(3*n)))-1);//Work done by the compressor in kJ/min
P=W/(60*1000);//Power required to deliver 15 m^3/min air in kW
P2=P1*(P4/P1)^(1/3);//Intermediate pressure after stage 1 in bar
P3=P2*(P4/P1)^(1/3);//Intermediate pressure after stage 2 in bar
//Output
printf('(a)Power required to deliver 15 m^3/min air at suction condition is %3.1f kW\n (b)Intermediate pressures are P2 = %3.3f bar P3 = %3.3f bar',P,P2,P3)
|
3471f3c307bff6234d3d6f9967b86fee9797c833
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/770/CH13/EX13.5/13_5.sce
|
06b940d66cac7299c543539c50155d0d35b64c4f
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 483 |
sce
|
13_5.sce
|
clear;
clc;
//Example - 13.5
//Page number - 442
printf("Example - 13.5 and Page number - 442\n\n");
//This problem involves proving a relation in which no mathematics and no calculations are involved.
//For prove refer to this example 13.5 on page number 442 of the book.
printf(" This problem involves proving a relation in which no mathematics and no calculations are involved.\n\n");
printf(" For prove refer to this example 13.5 on page number 442 of the book.")
|
50d99d1469346de955141c508c2c55ec5ed74dc2
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/275/CH8/EX8.8.10/Ch8_8_10.sce
|
60a996532cc40fa7ff3bfc0757dc110aedf89811
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 900 |
sce
|
Ch8_8_10.sce
|
clc
clear
disp("Example 8.10")
printf("\n")
disp("convert the following decimal to binary numbers")
disp("a)47.8125 b)100.0001 c)29.3749")
//given decimal number
i=1;x=1
dec=47.8125
//separating integer part
IP=floor(dec)
IP1=IP
//separating decimal part
DP=modulo(dec,1)
//storing each integer digit in I(i)
while(IP>0)
I(i)=(modulo(floor(IP),2))
IP=floor(IP)/2
i=i+1
end
if(IP1>0)
IP=0
for j=1:length(I)
//multipliying bits of integer part with their position values and adding
IP=IP+(I(j)*10^(j-1));
end
else
IP=0
end
//storing each decimal digit in D(x)
while(x<=4)
DP=DP*2
D(x)=floor(DP)
x=x+1
DP=modulo(DP,1)
end
DP=0
for j=1:length(D)
//multipliying bits of decimal part with their position values and adding
DP=DP+(10^(-1*j)*D(j))
end
Binary=IP+DP;
printf("Binary format is")
disp(Binary)
|
4582b96840bd09dd30f80795f82fe840aeaa92df
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3685/CH20/EX20.15/Ex20_15.sce
|
43fa9740a8845eac5b6375fa478a5b92de1ac34c
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,971 |
sce
|
Ex20_15.sce
|
clc
// Given that
d = 180 // Bore in mm
L = 200 // Stroke in mm
Bp = 245 // Brake power in kW
N = 1500 // Speed in rpm
mep = 8 // Mean effective pressure in bar
m_f = 70 // Fuel consumption in kg/h
cv = 42 // Heating value of fuel in MJ/kg
m_h = 0.12 // Fraction of hydrogen content by mass
m_a = 26 // Air consumption in kg/min
m_w = 82 // Mass of cooling water in kg/min
delta_t = 44 // Cooling water temperature rise in degree centigrade
m_o = 50 // Cooling oil circulated through the engine in kg/min
delta_T = 24 // Cooling oil temperature rise in degree centigrade
s_o = 2.1 // Specific heat of cooling oil in kJ/kgK
t = 30 // Room temperature in degree centigrade
t_e = 400 // Exhaust gas temperature on degree centigrade
c_p_de = 1.045 // Heat capacity of dry exhaust gas in kJ/kgK
p = 0.035 // Partial pressure of steam in exhaust gas in bar
printf("\n Example 20.15\n")
h = m_f*cv*1000/3600
Ip = mep*(10^5)*L*(10^-3)*(%pi/4)*((d*(10^-3))^2)*N*6/(2*60000)
n_m = Bp/Ip
h_w = (m_w/60)*(4.187*delta_t)
h_o = (m_o/60)*(s_o*delta_T)
m_e = m_f/60 + m_a
m_v = m_h*9*(m_f/60)
m_de = (m_e-m_v)/60
H = 3060 // From the steam table the enthalpy of steam at the exhaust condition (0.035 bar) in kJ/kg
h_s = (m_v/60)*H
h_de = (m_de)*(c_p_de)*(t_e-t)
h_su = h - (Bp+h_w+h_s+h_o+h_de)
printf("\n Mechanical efficiency = %f percent",n_m*100)
printf("\n Energy Balance")
printf("\n Input Output")
printf("\n Heat supplied by fuel %f kW -",h)
printf("\n Useful work(BP) - %d kW",Bp)
printf("\n Heat carried by cooling water - %f kW",h_w)
printf("\n Heat carried by steam - %f kW",h_s)
printf("\n Heat carried by cooling oil - %f kW",h_o)
printf("\n Heat carried by dry exhaust gas - %f kW",h_de)
printf("\n Heat transferred to surroundings - %f kW",h_su)
|
d0400b28a7667eb353454cf87013b14d14cc4b5c
|
717ddeb7e700373742c617a95e25a2376565112c
|
/1766/CH1/EX1.12/EX1_12.sce
|
5695c7155d80ecf6b0ddb5691751fee3b45e36e6
|
[] |
no_license
|
appucrossroads/Scilab-TBC-Uploads
|
b7ce9a8665d6253926fa8cc0989cda3c0db8e63d
|
1d1c6f68fe7afb15ea12fd38492ec171491f8ce7
|
refs/heads/master
| 2021-01-22T04:15:15.512674 | 2017-09-19T11:51:56 | 2017-09-19T11:51:56 | 92,444,732 | 0 | 0 | null | 2017-05-25T21:09:20 | 2017-05-25T21:09:19 | null |
UTF-8
|
Scilab
| false | false | 364 |
sce
|
EX1_12.sce
|
clc;funcprot(0);//Example 1.12
//Initilisation of Variables
T1=323;.........//Temparature of blackbody before heated in K
T2=373;.........//Temparature of blackbody after heated in K
s=5.67*10^-8;.......//Stefan-Boltzmannconstant
//Calculations
e=s*(T2^4-T1^4);........//Increse in emmissive power in W/m^2
disp(e,"Increse in emmissive power in W/m^2:")
|
a3fd89044ab078c24806066d7e7e86533e721ba0
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2252/CH8/EX8.1/Ex8_1.sce
|
b23c308bffa6f3fa8700bba2f1ae624d1d8c4dc6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,058 |
sce
|
Ex8_1.sce
|
function[r,theta]=rect2pol(A)
x=real(A)
y=imag(A)
r=sqrt(x^2+y^2)
theta=atand(y/x)
endfunction
function[z]=pol2rect(r,theta)
x=r*cos(theta*%pi/180)
y=r*sin(theta*%pi/180)
z=x+y*%i
endfunction
function[r]=mag(A)
x=real(A)
y=imag(A)
r=sqrt(x^2+y^2)
endfunction
//calculating current in each branch and its angle of lag or lead
V=230
f=50
//for branch A
Ra=10//resistance
L=.04//inductance
Xl=2*%pi*f*L//inductive reactance
Za=sqrt(Ra^2+Xl^2)//impedance
Ia=V/Za
phi_a=atand(Xl/Ra)
//for branch B
R=25//resistance
Zb=R//impedance
Ib=V/Zb
phi_b=0
mprintf("Current in branch A, Ia=%f A lagging the applied voltage by %f degrees\nCurrent in branch B, Ib=%f A in phase with applied voltage\n",Ia, phi_a,Ib)
//calculating current drawn by the circuit
Ia=pol2rect(Ia,phi_a)
Ib=pol2rect(Ib,0)
I=Ia+Ib
mprintf("Total current drawn by the circuit=%f A\n", mag(I))
phi=atand(imag(I)/real(I))
mprintf("Phase angle of combination=%f degrees and power factor =%f lagging",phi,cos(phi*%pi/180))
|
d883476258001aa9613fd28fd5f8ce9d934be5e6
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3683/CH8/EX8.3/Ex8_3.sce
|
724b8fb888cb33f44e8f71bebce14ecab5ab646c
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 3,527 |
sce
|
Ex8_3.sce
|
sigma_cbc=7//in MPa
sigma_st=275//in MPa
lx=6//in m
ly=7//in m
D=lx*10^3/35//in mm
D=180//assume, in mm
W1=(D/10^3)*25//self-weight, in kN/m
W2=0.5//floor finish, in kN/m
W3=1//partitions, in kN/m
W4=5//live load, in kN/m
W=W1+W2+W3+W4//in kN/m
a=ly/lx
//panels I, II, V and VI belong to case 4 and panels III and IV belong to case 3
//for panels I, II, V and VI
//at mid-span
Ax=0.043
Ay=0.035
Mxm1=Ax*W*lx^2//in kN-m
Mym1=Ay*W*lx^2//in kN-m
//at support
Ax=0.058
Ay=0.047
Mxs1=Ax*W*lx^2//in kN-m
Mys1=Ay*W*lx^2//in kN-m
//for panels III and IV
//at mid-span
Ax=0.036
Ay=0.028
Mxm2=Ax*W*lx^2//in kN-m
Mym2=Ay*W*lx^2//in kN-m
//at support
Ax=0.047
Ay=0.037//<0.047, hence will not be considered
Mxs2=Ax*W*lx^2//in kN-m
//check for depth
M=max(Mxm1,Mym1,Mxs1,Mys1,Mxm2,Mym2,Mxs2)//in kN-m
d=sqrt(M*10^6/0.81/10^3)//in mm
d=170//assume, in mm
//assume 10 mm dia bars
dia=10//in mm
D=d+dia/2+15//>180 mm assumed value
D=190//in mm
d=D-dia/2-15//in mm
//main steel-short span
//for panels I, II, V and VI-at mid-span
z=0.92*d//in mm
Astm=Mxm1*10^6/sigma_st/z//in sq mm
s1=1000*0.785*dia^2/Astm//in mm
s1=195//assume, in mm
//at support
Ast=Mxs1*10^6/sigma_st/z//in sq mm
Astr=Ast-Astm//balance steel required at support, in sq mm
s2=1000*0.785*dia^2/Astr//in mm
s2=565//assume, in mm
//for panels III and IV-at mid-span
Astm=Mxm2*10^6/sigma_st/z//in sq mm
s3=1000*0.785*dia^2/Astm//in mm
s3=235//assume, in mm
//at support
Ast=Mxs2*10^6/sigma_st/z//in sq mm
Astr=Ast-Astm//balance steel required at support, in sq mm
s4=1000*0.785*dia^2/Astr//in mm
s4=775//assume, in mm
//long span
//at mid-span
//for panels I, II, V and VI
Astm1=Mym1*10^6/sigma_st/z//in sq mm
s5=1000*0.785*dia^2/Astm1//in mm
s5=240//assume, in mm
//for panels III and IV
Astm2=Mym2*10^6/sigma_st/z//in sq mm
s6=1000*0.785*dia^2/Astm2//in mm
s6=300//assume, in mm
//at support
//for panels I, II, V and VI
Ast=Mys1*10^6/sigma_st/z//in sq mm
Astr=Ast-Astm1/2-Astm2/2//balance steel required at support, in sq mm
s7=1000*0.785*dia^2/Astr//in mm
s7=550//assume, in mm
//steel for torsion, provide 6 mm dia bars
//(i)at outside corners of slab
Ast=Mxm1*10^6/sigma_st/z//in sq mm
At1=3/4*Ast//in sq mm
l=lx/5//in m
s8=l*10^3*0.785*6^2/At1//in mm
s8=110//assume, in mm
//(ii)at continuous support
At2=At1/2//in sq mm
s9=l*10^3*0.785*6^2/At2//in mm
s9=225//assume, in mm
mprintf("Summary of design\nSlab thickness=%d mm\nCover=15 mm\nSteel:(A)Panels I, II, V and VI-\n1. Short span (lx=6 m)\nMid-span - 10 mm dia bars @ %d mm c/c. Alternate bars are bent up at supports at a distance lx/4 from centre of support\nSupport - 10 mm dia @ %d mm c/c\n2. Long span (ly=7 m)\nMid-span - 10 mm dia bars @ %d mm c/c. Alternate bars are bent up at supports at a distance ly/4 from centre of support\nSupport - 10 mm dia @ %d mm c/c\n(B)Panels III and IV-\n1. Short span (lx=6 m)\nMid-span - 10 mm dia bars @ %d mm c/c. Alternate bars are bent up at supports at a distance lx/4 from centre of support\nSupport - 10 mm dia @ %d mm c/c\n2. Long span (ly=7 m)\nMid-span - 10 mm dia bars @ %d mm c/c. Alternate bars are bent up at supports at a distance ly/4 from centre of support\nSupport - 10 mm dia @ %d mm c/c\nTorsion steel\nOutside corners- 6 mm dia bars @ %d mm c/c both ways at top and bottom for a length of %f m\nContinuous support- 6 mm dia bars @ %d mm c/c both ways at top and bottom for a length of %f m",D,s1,s2,s5,s7,s3,s4,s6,s7,s8,l,s9,l)
//answer in textbook is incorrect
|
c2a392cb2482d9fcb9b7398ea977ac67fe6008d1
|
85796c94fc9059fcb09697ae3509fd9488d77aa8
|
/printInit.sci
|
4104db772e85a3aa8fb7ce766bca3f9f73033cd1
|
[] |
no_license
|
MyCSDegree/snakenladder
|
680d5cd7687da44a227c2b242765ab96e0b7534d
|
bedb901cbcede9ca3972514ec12686b33a9eaf85
|
refs/heads/master
| 2016-08-06T04:08:29.276575 | 2015-10-28T01:16:18 | 2015-10-28T01:16:18 | 42,781,425 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 664 |
sci
|
printInit.sci
|
function [] = printInit()
for i = 1:1:9
x = [i i];
y = [0 10];
plot(x,y);
end
for i = 1:1:10
y = [i i];
x = [0 10];
plot(x,y);
end
// for i = 1:sizesnake
// [x0 y0] = getCord(snake_head(1, i));
// [x1 y1] = getCord(snake_tail(1, i));
//
// x = linspace(x0, x1, 100);
// y = linspace(y0, y1, 100);
//
// comet(x, y, "colors", 1);
// end
printf("!!! SnakeNLadder !!!\n");
printf("!!! v%s !!!\n\n", version);
printGraph(p, p, c, s_player, s_ai , c_player);
printGraph(c, c, p, s_ai , s_player, c_ai );
endfunction
|
0a1431447eccf6d5a096a6bc32fce391bab1204d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3845/CH22/EX22.4/Ex22_4.sce
|
be706498d60b5cac29ee100a91a51a98df49a0ed
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 313 |
sce
|
Ex22_4.sce
|
//Example 22.4
B=1.50;//Magnetic field strength (T)
l=5*10^-2;//Length of wire (m)
I=20;//Current (A)
theta=90;//Angle between I and B (deg)
F=I*l*B*sind(theta);//Force (N)
printf('Force on the wire = %0.2f N',F)
//Openstax - College Physics
//Download for free at http://cnx.org/content/col11406/latest
|
824b39a165614bdd37e4e14ce4ecd8c185a56879
|
45e046b9cab35a22858077ef405f8c8b8125a87f
|
/Assignment-1/Questn-10/span.sce
|
c5acc53b3497376150736bc5ae22f3d5beddbb27
|
[] |
no_license
|
shilpasunil/AP-laboratory
|
4a67e510a05e5ce48f200ee73183627a12a19d55
|
87d55510d6f3c4a80ce1779e9b39430ee20e69b2
|
refs/heads/main
| 2023-02-09T16:13:34.048845 | 2021-01-07T04:43:35 | 2021-01-07T04:43:35 | 327,504,813 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 2,318 |
sce
|
span.sce
|
function [c] = connected(X)
c = 0;
i = 1;
j = 2;
a = size(X);
while(j > i)
if X(i,j) == 0
j = j + 1;
else
X(i,:) = X(i,:) | X(j,:);
X(:,i) = X(:,i) | X(:,j);
X(j,:) = [];
X(:,j) = [];
a(1) = a(1) - 1;
end
if (j > a(1)) & (i < a(1))
j = i + 2;
i = i + 1;
c = 1;
break
else
if i >= a(1)
i = j;
end
end
end
endfunction
function [korif,c]=iscircle(korif,akmi)
g=max(korif)+1;
c=0;
n=length(korif);
if korif(akmi(1))==0 & korif(akmi(2))==0
korif(akmi(1))=g;
korif(akmi(2))=g;
elseif korif(akmi(1))==0
korif(akmi(1))=korif(akmi(2));
elseif korif(akmi(2))==0
korif(akmi(2))=korif(akmi(1));
elseif korif(akmi(1))==korif(akmi(2))
c=1;
return
else
m=max(korif(akmi(1)),korif(akmi(2)));
for i=1:n
if korif(i)==m
korif(i)=min(korif(akmi(1)),korif(akmi(2)));
end
end
end
endfunction
function A = ascWeightBubb(A,col)
[r c] = size(A);
for i = 1 : r - 1
d = r + 1 - i;
for j = 1 : d - 1
if A(j,col) > A(j + 1,col)
A([j j + 1],:) = A([j + 1 j],:);
end
end
end
endfunction
function [w,T] = kruskal(PV)
row = size(PV,1);
X = [];
//create graph's adjacency matrix
for i = 1 : row
X(PV(i,1),PV(i,2)) = 1;
X(PV(i,2),PV(i,1)) = 1;
end
n = size(X,1);
//check if graph is connected
con = connected(X);
if con == 1
error('Graph is not connected');
end
//sort PV by ascending weights order, here bubblesort is used
PV = ascWeightBubb(PV,3);
korif = zeros(1,n);
T = zeros(n);
for i = 1 : row
akmi = PV(i,[1 2]);
[korif,c] = iscircle(korif,akmi);
if c == 1
PV(i,:) = [0 0 0];
end
end
w = sum(PV(:,3)');
for i = 1 : row
if PV(i,[1 2]) ~= [0 0]
T(PV(i,1),PV(i,2)) = 1;
T(PV(i,2),PV(i,1)) = 1;
end
end
endfunction
PV=[1,2, 3; 1,3,5;1,8,8;2,3,3;2,4,2;3,6,3;4,11,8;4,5,1;5,6,3;5,7,2;6,10,4;6,13,8;7,8,2;8,9,1;9,12,3;9,14,2;9,10,3;11,12,1;11,14,3;12,13,4;13,14,2];
[w T] = kruskal(PV);
printf("Edges present in minimum spanning tree:\n")
for i=1:14
for j=i:14
if T(i,j) ==1 then
printf("(%d,%d)\n",i,j);
end
end
end
printf("\n");
printf("Minimum cost of the spanning tree:%d",w);
|
4f3e23cbd27310d73d2e13ef398463eb52698390
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1325/CH6/EX6.5/6_5.sce
|
4a8851954f44440755de70aeb89c4595ac40c52b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 472 |
sce
|
6_5.sce
|
//to find the number of plates required
clc
P=20//lb/in^2
u=0.07//friction coefficient
N=3600//rpm
H=100//hp
r1=5//in
r2=0.8*r1//given
A=%pi*(r1^2-r2^2)//the area of each friction surface
W=A*P//total axial thrust on plates
M=(1/2)*u*W*(r1+r2)//friction moment for each pair of contacts
T=H*33000*12/(2*%pi*N)//total torque to be transmitted
x=(T/M)//effective friction surfaces required
printf("\nNumber of effective friction surfaces required= %.f\n",x)
|
4d5a5d3b81be840bc3c29c59dccb7be791e96776
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3812/CH1/EX1.15.a/1_15_a.sce
|
c5c7892ba25b00d91b5016314aa66e7cca800ae8
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 223 |
sce
|
1_15_a.sce
|
//Example 1.15<a>
// Find wheather the following signal is periodic or not x3(n)=2*e^(%i*(t+%pi/4))
clc;
t=-21:21;
x=2*exp(%i*(t+%pi/4));
f=1/(2*%pi);
N=1/f;
disp('samples',N,'(b)the given signal is not periodic');
|
f1f43156cf239733dd3b94876d0331acb58414bf
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1466/CH18/EX18.3/18_3.sce
|
79adc1e23d94599d43f22dfda43c4ae8e093ed0f
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 439 |
sce
|
18_3.sce
|
clc
//initialisation of variables
clear
f=0.0025
l=100//ft
d=0.5
p1=200//lb/in^2
p2=120//lb/in^2
T1=600//f
w1=0.95//lb/ft^3
g=32.2//ft/sec^2
nT1=580//f
nw1=0.87//lb/ft^3
//CALCULATIONS
k=f*l/d
v1=19.5*sqrt(T1)
pd1=w1*v1*v1/(144*2*g)
np1=p1-pd1
nv1=18.5*sqrt(nT1)
nT2=0.97*nT1
W=0.87*%pi*d*d*nv1/4
r=np1*nT2/(p2*nT1)
v2=nv1*r
//CALCULLATIONS
printf ('W = %.1f Lb/sec',W+0.1)
printf ('\n v2 = %.f ft/sec',v2+2)
|
42f3e2003f76d214431dde93d740b20cd43df68c
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1076/CH2/EX2.9/2_9.sce
|
3f230030ab59000f5b6041367a85fa1de8ad6bc0
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 239 |
sce
|
2_9.sce
|
clear;
clc;
l=10;
D=1.25;
dia=1.213e-2;
Cab=.01206/log10(D/(dia/2))
C=l*Cab;
Cn=2*C;
mprintf("Capacitance between 2 conductors= %.4f e-6F/km\n", C);
mprintf("Capacitance between conductor and neutral= %.4f e-6F/km\n", Cn);
|
b658d1cc3db8cd0a76ad9d0d2a11f2fd518a24ba
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1397/CH8/EX8.1/8_1.sce
|
10d293fd74204604398634f026ae0128c29959f1
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 235 |
sce
|
8_1.sce
|
//clc();
clear;
//To calculate refractive index of material of the core
NA=0.39; //numerical aperture
delta=0.05; //fractional index change
A=sqrt(2*delta);
n1=NA/A;
printf("refractive index of the core is %f",n1);
|
e9131db042ed9898bb861d9134438673380c8005
|
089894a36ef33cb3d0f697541716c9b6cd8dcc43
|
/NLP_Project/test/blog/bow/bow.6_11.tst
|
34aa51a210f971883ec8032fd1c0ac77a74475d2
|
[] |
no_license
|
mandar15/NLP_Project
|
3142cda82d49ba0ea30b580c46bdd0e0348fe3ec
|
1dcb70a199a0f7ab8c72825bfd5b8146e75b7ec2
|
refs/heads/master
| 2020-05-20T13:36:05.842840 | 2013-07-31T06:53:59 | 2013-07-31T06:53:59 | 6,534,406 | 0 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 7,159 |
tst
|
bow.6_11.tst
|
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6 6:0.2857142857142857 17:0.16666666666666666 21:0.2 23:0.25 32:1.0 40:0.2 44:0.03225806451612903 59:1.0 66:1.0 78:0.5 82:1.0 107:0.3333333333333333 157:0.3333333333333333 241:1.0 245:1.0 324:1.0 328:1.0 334:1.0 369:1.0 426:0.16666666666666666 447:0.25 450:1.0 569:1.0 570:0.3333333333333333 583:1.0 963:1.0 1495:1.0
6 6:0.14285714285714285 8:1.0 17:0.08333333333333333 25:0.1111111111111111 40:0.2 44:0.03225806451612903 47:1.0 78:0.5 92:1.0 384:1.0 389:1.0 426:0.16666666666666666 449:1.0 481:1.0 487:0.5 682:1.0 1387:1.0
6 4:1.0 5:1.0 6:0.14285714285714285 23:0.25 32:2.0 66:1.0 103:1.0 110:0.25 130:0.5 184:0.3333333333333333 185:1.0 265:1.0 336:1.0 348:1.0 368:1.0 458:1.0 867:1.0 1199:1.0
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6 6:0.14285714285714285 17:0.08333333333333333 21:0.1 23:0.25 32:1.0 44:0.03225806451612903 69:0.2857142857142857 70:0.4 98:0.3333333333333333 102:1.0 116:0.25 130:0.5 210:0.14285714285714285 217:1.0 232:1.0 253:0.2 386:1.0 426:0.16666666666666666 881:1.0 1083:1.0 1104:1.0 1360:1.0 1563:1.0
6 6:0.14285714285714285 23:0.25 44:0.03225806451612903 70:0.2 83:0.25 98:0.3333333333333333 222:0.3333333333333333 245:1.0 246:1.0 272:1.0 283:0.3333333333333333 324:1.0 336:1.0 360:1.0 423:1.0 554:1.0 934:1.0 1141:1.0 1387:1.0
6 13:0.3333333333333333 32:1.0 44:0.06451612903225806 89:0.3333333333333333 148:1.0 193:0.16666666666666666 359:0.3333333333333333 709:1.0 1111:1.0
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6 13:0.3333333333333333 23:0.5 65:0.18181818181818182 70:0.2 107:0.3333333333333333 213:1.0 255:1.0 359:0.6666666666666666 368:1.0 401:1.0 484:0.2 503:1.0 569:1.0 855:0.3333333333333333 942:0.3333333333333333 1045:1.0 1266:1.0
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6 6:0.2857142857142857 17:0.08333333333333333 21:0.1 23:0.25 25:0.1111111111111111 48:0.5 148:1.0 179:0.3333333333333333 253:0.2 467:0.5 570:0.3333333333333333 581:1.0 627:1.0 709:1.0 1112:1.0
6 6:0.14285714285714285 9:0.5 17:0.08333333333333333 40:0.2 44:0.03225806451612903 48:1.0 116:0.125 414:0.3333333333333333 668:1.0 899:0.5 1580:1.0 1824:1.0
6 3:0.2 6:0.2857142857142857 10:1.0 23:0.5 25:0.2222222222222222 32:1.0 40:0.4 91:1.0 92:2.0 98:0.3333333333333333 116:0.125 127:0.5 271:0.3333333333333333 272:1.0 348:1.0 357:1.0 396:1.0 423:1.0 426:0.16666666666666666 449:1.0 458:1.0 479:1.0 569:1.0 730:0.3333333333333333 759:0.5 1824:1.0
6 10:1.0 65:0.09090909090909091 98:0.3333333333333333 393:1.0 615:1.0 857:0.5
6 3:0.3 10:2.0 13:0.3333333333333333 23:0.25 25:0.1111111111111111 40:0.2 48:0.5 70:0.2 91:1.0 92:1.0 98:0.3333333333333333 107:0.3333333333333333 127:0.5 228:1.0 399:1.0 449:1.0 454:1.0 456:1.0 473:1.0 675:1.0 733:1.0 814:1.0 945:1.0 997:1.0 1003:1.0 1824:1.0
6 3:0.2 10:1.0 17:0.16666666666666666 21:0.1 92:2.0 101:1.0 179:0.3333333333333333 393:1.0 949:1.0
6 6:0.14285714285714285 10:1.0 92:1.0 286:1.0 1432:1.0
6 3:0.1 59:1.0 418:1.0 803:1.0 901:1.0 1397:1.0
6 6:0.14285714285714285 10:4.0 32:1.0 40:0.2 70:0.2 83:0.25 107:0.3333333333333333 123:1.0 130:0.5 232:1.0 243:0.3333333333333333 276:1.0 360:1.0 526:1.0 709:1.0 990:1.0
6 3:0.1
6 3:0.1 4:1.0 9:0.5 10:2.0 17:0.08333333333333333 66:1.0 98:0.3333333333333333 128:0.5 179:0.3333333333333333 512:1.0 725:1.0
6 3:0.1 4:1.0 21:0.1 23:0.25 32:1.0 39:1.0 130:0.5 193:0.16666666666666666 255:1.0 275:1.0 1187:1.0 1224:1.0
6 3:0.1 4:1.0 5:1.0 6:0.2857142857142857 10:1.0 13:0.3333333333333333 17:0.08333333333333333 18:1.0 23:0.25 25:0.2222222222222222 34:1.0 46:1.0 48:0.5 89:0.3333333333333333 130:0.5 180:0.5 242:1.0 305:1.0 348:1.0 359:0.3333333333333333 452:1.0 569:1.0 1054:1.0 1114:1.0 1139:1.0 1404:1.0 1593:1.0
6 3:0.1 6:0.14285714285714285 10:1.0 13:0.3333333333333333 15:1.0 21:0.2 23:0.25 25:0.1111111111111111 40:0.2 58:0.25 92:1.0 103:1.0 104:1.0 123:1.0 128:0.5 194:0.5 195:1.0 368:1.0 432:1.0 451:1.0 494:1.0 512:1.0 539:1.0 722:1.0 905:1.0 1647:1.0
|
87a2c842d23c2760abbddd53e14ccd505934001f
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2087/CH21/EX21.1/example21_1.sce
|
b6a878ca088c3e5790958bca1cc2661ed9f7b9d5
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 741 |
sce
|
example21_1.sce
|
//example 21.1
//calculate
//total installed capacity
//load factor
//plant factor
//utilization factor
clc;funcprot(0);
//given
c=10000; //capacity of each generator;
n=3; //number of generator
l1=12000; //initial load on plant
l2=26000; //final load on plant
tc=n*c;
mprintf("Total installed capacity=%i kW.",tc);
avg=(l1+l2)/2; //average load
pk=l2; //peak load
lf=avg*100/pk;
lf=round(lf*10)/10;
mprintf("\nload factor=%f percent.",lf);
//take any time duration t hours
pf=avg*100/tc;
pf=round(pf*10)/10;
mprintf("\nplant factor=%f percent.",pf);
uf=pk*100/tc;
uf=round(uf*10)/10;
mprintf("\nutilization ratio=%f percent.",uf);
|
a03df8e534940a71d24b9779000178e2374aa5c0
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1523/CH4/EX4.42/ex4_42.sce
|
ab5f0079b2d28cead2b37013888ebc85cb203036
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 773 |
sce
|
ex4_42.sce
|
//AC Circuits : example 4.42 :pg(4.32 & 4.33)
PR=1000;
VR=200;
Pcoil=250;
Vcoil=300;
R=((VR^2)/PR);
I=(VR/R);
r=((Pcoil/(I^2)));
Zcoil=(Vcoil/I);
XL=sqrt((Zcoil^2)-(r^2));
RT=(R+r);
ZT=sqrt((RT^2)+(XL^2));
V=(ZT*I);
printf("\nPR=1000 W \nVR=200 V \nPcoil=250 W \nVcoil=300 V \nPR=(VR^2/R)");
printf("\nR=%.f Ohms",R);
printf("\nVR=R*I \nI=%.f A",I);
disp("Pcoil=(I^2)*r");
printf("\nResistance of coil r=%.f Ohm",r);
printf("\nImpedance of coil Zcoil=(Vcoil/I)=%.f Ohms",Zcoil);
printf("\nReactance of coil XL=sqrt((Zcoil^2)-(r^2)) =%.1f Ohms",XL);
printf("\nCombined resistance RT=R+r=%.f Ohms",RT);
printf("\nCombined impedance ZT=sqrt(((R+r)^2)+(XL^2)) =%.1f Ohms",ZT);
printf("\nSupply voltage V=ZT*I=%.1f V",V);
|
642f04a2ec9104b45ca653b6eb943b7d3de98045
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/23/DEPENDENCIES/SRB.sci
|
3c6fc19f595d6be399c0269b912c8cb337340a4f
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 233 |
sci
|
SRB.sci
|
function[Q]=SRB(Tr,Pr,omega)
B0=0.083-(0.422/(Tr^1.6));
diffr_B0=0.675/(Tr^2.6);//dB0/dTr
B1=0.139-(0.172/(Tr^4.2));
diffr_B1=0.722/(Tr^5.2);//dB0/dTr
Q=-Pr*(diffr_B0+(omega*diffr_B1));
funcprot(0);
endfunction
|
fe9cc976dbe44eb2bd482c5d857ca01bbe53462c
|
a62e0da056102916ac0fe63d8475e3c4114f86b1
|
/set5/s_Electrical_Machines_-_1_T._Singh_704.zip/Electrical_Machines_-_1_T._Singh_704/CH3/EX3.21/ex3_21.sce
|
169a97d93bef3ffb1fa98e70e5af87ddb98c1b5a
|
[] |
no_license
|
hohiroki/Scilab_TBC
|
cb11e171e47a6cf15dad6594726c14443b23d512
|
98e421ab71b2e8be0c70d67cca3ecb53eeef1df6
|
refs/heads/master
| 2021-01-18T02:07:29.200029 | 2016-04-29T07:01:39 | 2016-04-29T07:01:39 | null | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 875 |
sce
|
ex3_21.sce
|
errcatch(-1,"stop");mode(2);//Caption:Determine Primary resistance referred to secondary and secondary resistance referred to primary and total resistance of transformer referred to primary.
//Exam:3.21
;
;
V_1=2000;//Primary voltage at no load or full load(in Volts)
V_2=220;//Secondary voltage at no load (in Volts)
R_1=1.06;//Primary resistance(in Ohm)
R_2=0.013;//Secondary resistance(in Ohm)
K=V_2/V_1;//Ratio of transformation
R_eq1=(K^2)*R_1;//Primary resistance referred to secondary(in Ohm)
disp(R_eq1,'Primary resistance referred to secondary(in Ohm)=');
R_eq2=R_2/(K^2);//secondary resistance referred to primary(in Ohm)
disp(R_eq2,'secondary resistance referred to primary(in Ohm)=');
R_e1=R_1 + R_eq2;//total resistance of transformer referred to primary(in Ohm)
disp(R_e1,'total resistance of transformer referred to primary(in Ohm)=');
exit();
|
d570f6ddc3626b2d2f6cc0ecf6583ee6f0bfa01d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/564/CH20/EX20.4/20_4.sce
|
4b0de8a938fbd0ee584be31049e2870bfa7d4f6a
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 674 |
sce
|
20_4.sce
|
pathname=get_absolute_file_path('20_4.sce')
filename=pathname+filesep()+'20_4data.sci'
exec(filename)
clear
for i=1:8
I(i)=B(i)*y(i)*y(i);
end
Ixx=sum(I);
P=(-Sy/Ixx);
qb1(1)=0,qb2(1)=0;
for i=2:3
qb1(i)=P*B(i+1)*y(i+1) +qb1(i-1);
qb2(i)=(P*B(i+5)*y(i+5) +qb2(i-1));
end
qb1(4)=qb1(2);
qb2(4)=qb2(2);
qb=[qb1;-qb2];
A= (y(1)+y(2))*x(3) +(y(2)+y(3))*x(2) +(y(3)+y(4))*x(1);
qs0=(qb(7)*(x(2)+x(3))*(2*y(1)) +2*qb(6)*(x(3)*y(2) +x(3)*(y(2)-y(1))) + 2*qb(1)*x(2)*y(3) -2*qb(2)*x(1)*y(3) -qb(3)*2*y(4)*x(1))/(2*A);
q=[qb1+qs0*ones(4,1);qb2+qs0*ones(4,1);];
disp("shear flow(in order q23,q34,q45,q56,q67,q12,q78,q81)");
printf("\n q: %f N/mm",q)
|
b4134a103f30e826e2e3bc85a6e5310bc4b365d8
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2939/CH1/EX1.4/Ex1_4.sce
|
fe89ed4b1d66d589f9d153e512004968bd87c056
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 227 |
sce
|
Ex1_4.sce
|
//Ex1_4
clc;
//Given:
wavelength=10^-10;
m=9.1*10^-31;
h=6.626*10^-34;
//solution:
p=h/wavelength;
e=p*p/(2*m); // energy in J
e1=e/(1.6*10^-19);// energy in eV
printf("The energy in eV is = %f ",e1)
|
d90f262afc14fcb9fb588570a020e8581f7931ca
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/215/CH14/EX14.11/ex14_11.sce
|
566e19f1a46f728c0db928006b87974d13d5900b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 241 |
sce
|
ex14_11.sce
|
clc
//Example 14.11
//Install Symbolic toolbox
//Calculate f(inf)
syms s t ;
disp('Given function is f(t)=1-exp(-a*t)')
u=laplace(1)
v=laplace(exp(-2*t))
F=u-v
x=s*F
//From final value theorem
y=limit(x,s,0)
disp(y,'f(inf)=')
|
03e9f59f124e8db34b5722e4b26d142261b364bf
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3281/CH4/EX4.3/ex4_3.sce
|
0a84ccc6906793f29771bb16755503b5151c8667
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 594 |
sce
|
ex4_3.sce
|
//Page Number: 194
//Example 4.3
clc;
//Given
c=3D+8; //m/s
a=2.286;//cm
a1=a/100;//m
b=1.024;//cm
b1=b/100;//m
f=10D+9;//hz
sig=6D+7;
u=4D-7*%pi;
w=2*%pi*f;
eet=377;
//Shortest cavity length
lamc=2*a1;//m
fc=c/lamc;//hz
lam=c/f;//m
lamg=lam/sqrt(1-(fc/f)^2);//m
sc=lamg/2;//m
disp('cm',sc*100,'Shortest cavity length:');
//Qw of the resonator operating in TE101 mode
rs=sqrt((w*u)/(2*sig));//ohm
lamr=c/f;
x=(((a1*b1)/(sc^2))+((sc^2+a1^2)/(2*sc*a1))+(b1*sc/a1^2));
qw=(2*%pi*eet*a1*b1*sc)/(rs*(lamr^3)*x);
disp(qw,'Qw of the resonator operating in TE101 mode');
|
819526575254a082f5b5985de56db7efcee1fc9b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/551/CH10/EX10.6/6.sce
|
6c896a4aee2c2823df25297fec2ade483b6ba317
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 720 |
sce
|
6.sce
|
clc
//For air at 20 0C and 75% R.H
p_vs=0.0234; //bar
phi=0.75;
p_t=1.0132;
cp=1.005;
t_db=20; //0C
p_v=phi*p_vs;
t_dp=15 + (16-15)*(0.01755-0.017)/(0.0182-0.017);
W=0.622*p_v/(p_t-p_v);
h_g=2538.1; //kJ/kg
h_vapour=h_g + 1.88*(t_db - t_dp);
h1=cp*t_db + W*h_vapour;
disp("(i) Relative humidity of heated air :")
//For air at 30°C DBT
p_vs=0.0425; //bar; corresponding to 30 0C
phi=p_v/p_vs;
disp("Relative humidity=")
disp(phi*100)
disp("%")
disp("(ii) Heat added to air per minute")
h_g=2556.3; //kJkg
t_db=30;
h2=cp*t_db+W*h_vapour;
V=90; //m^3
R=287;
T=293; //K
m=(p_t-p_v)*V*10^5/R/T;
Amt=m*(h2-h1);
disp("Amount of heat added per minute=")
disp(Amt)
disp("kJ")
|
f4d916236992bc4b89a78226d240143ea8746f9d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1439/CH13/EX13.10/13_10.sce
|
97d02e43275b90664edba571468543b58e4edf90
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 174 |
sce
|
13_10.sce
|
clc
//initialisation of variables
Tn= 0.820
Tn1=0.450
A= 426.1
A1= 91
//CALCULATIONS
l= Tn*A
l1= Tn1*A1
L= l+l1
//RESULTS
printf ('A0 for acetic acid= %.1f ',L)
|
aadacc909004f925cf10fb9d14a96e0efc349a42
|
9cb37875b74a713c93c09fa50ccc70ac0f71ecdb
|
/CostHriFunction/Jido/SCENARIOS/JidoKAndAchile.sce
|
aaf8890372a168be03f312f57ca06e83be424f13
|
[] |
no_license
|
jmainpri/move3d-assets
|
a5b621daaedaaf8784fed0da1e80d029c83f3983
|
939db49d17a14e052bb58324b70e6112803d3105
|
refs/heads/master
| 2021-01-16T17:48:56.669119 | 2016-02-16T14:04:09 | 2016-02-16T14:04:09 | 20,237,987 | 1 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 4,119 |
sce
|
JidoKAndAchile.sce
|
#************************************************************
# Scenario of JidoRef
#
# date : Wed Oct 20 15:18:24 2010
#************************************************************
p3d_sel_desc_name P3D_ENV JidoRef
p3d_sel_desc_name P3D_ROBOT HUMAN_ACHILE
p3d_set_robot_steering_method Linear
p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.420000 0.850000 1.030000 0.000000 0.000000 -102.560000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 60.380000 16.450000 28.550000 35.380000 4.840000 -65.810000 0.000000 -90.000000 -23.550000 -13.870000 -45.160000 0.000000 -47.410000 0.000000 0.000000 -3.400010 0.000000 7.522703 0.000000 -4.122692 0.000000 0.000000 -3.400010 0.000000 7.522703 0.000000 -4.122692 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.380000 1.110000 1.010000 0.000000 0.000000 -72.790000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 81.560000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 -77.330000 -1.200000 -8.010000 0.000000 0.000000 0.000000 0.000000 0.000000 -8.841214 0.000000 19.740295 0.000000 -10.899081 0.000000 0.000000 -8.841214 0.000000 19.740295 0.000000 -10.899081 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
p3d_sel_desc_name P3D_ROBOT legLamp
p3d_set_robot_steering_method Linear
p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.300000 0.110000 0.000000 0.000000 0.000000 0.000000
p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.426829 0.219512 0.000000 0.000000 0.000000 0.000000
p3d_sel_desc_name P3D_ROBOT trashbin
p3d_set_robot_steering_method Linear
p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.940000 0.218781 0.000000 0.000000 0.000000 0.000000
p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
p3d_sel_desc_name P3D_ROBOT horse
p3d_set_robot_steering_method Linear
p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.665192 0.287611 0.921337 -1.769915 0.000000 17.699125
p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
p3d_sel_desc_name P3D_ROBOT ROBOT_JIDO
p3d_set_robot_steering_method R&S+linear
p3d_set_robot_radius 0.300000
p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.340000 -0.500000 0.000000 0.000000 0.000000 107.460000 0.000000 0.000000 108.556215 -58.888332 1.120000 65.810687 154.116967 62.553608 60.844781 0.000000 0.000000 0.000000 0.000000 0.920000 0.230000 1.010000 28.510000 67.860000 -18.680000
p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.340000 -0.500000 0.000000 0.000000 0.000000 107.460000 0.000000 0.000000 62.826246 25.551587 32.640000 99.763163 -108.149072 25.561395 -27.550320 0.000000 0.000000 0.000000 0.000000 1.690000 0.320000 1.180000 115.630000 -5.980000 -96.550000
p3d_constraint p3d_lin_rel_dofs 1 14 1 13 2 1.000000 0.000000 0
p3d_constraint p3d_lwr_arm_ik 6 5 6 8 9 10 11 1 19 0 2 7 1
p3d_set_cntrt_Tatt 1 0.501086 0.865386 -0.004458 0.009186 0.790821 -0.459990 -0.403745 0.117847 -0.351446 0.198785 -0.914861 0.303550
p3d_constraint p3d_fixed_jnt 1 1 0 6 1.340000 -0.500000 0.000000 0.000000 0.000000 107.460000 0
p3d_constraint p3d_fixed_jnt 1 2 0 1 0.000000 0
p3d_constraint p3d_fixed_jnt 1 3 0 1 0.000000 0
p3d_constraint p3d_fixed_jnt 1 12 0 1 0.000000 0
p3d_constraint p3d_fixed_jnt 1 13 0 1 0.000000 0
p3d_constraint p3d_fixed_jnt 1 14 0 1 0.000000 0
p3d_constraint p3d_fixed_jnt 1 15 0 1 0.000000 0
p3d_set_object_base_and_arm_constraints 19 1 0 1 1
p3d_set_arm_data 1 0 0 0 0 -1 19
p3d_set_object_to_carry 0 horse
p3d_set_camera_pos 1.040352 0.189573 1.113086 1.923055 4.445685 0.543125 0.000000 0.000000 1.000000 0.000000
|
5f7aa66fd3b62016c43c78de9f641222f6b43fbd
|
f542bc49c4d04b47d19c88e7c89d5db60922e34e
|
/PresentationFiles_Subjects/CONT/WG57PYX/ATWM1_Working_Memory_MEG_WG57PYX_Session2/ATWM1_Working_Memory_MEG_Salient_Uncued_Run2.sce
|
aef8963c2ca093243995950f4a61b8da3602778d
|
[] |
no_license
|
atwm1/Presentation
|
65c674180f731f050aad33beefffb9ba0caa6688
|
9732a004ca091b184b670c56c55f538ff6600c08
|
refs/heads/master
| 2020-04-15T14:04:41.900640 | 2020-02-14T16:10:11 | 2020-02-14T16:10:11 | 56,771,016 | 0 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 48,405 |
sce
|
ATWM1_Working_Memory_MEG_Salient_Uncued_Run2.sce
|
# ATWM1 MEG Experiment
scenario = "ATWM1_Working_Memory_MEG_salient_uncued_run2";
#scenario_type = fMRI; # Fuer Scanner
#scenario_type = fMRI_emulation; # Zum Testen
scenario_type = trials; # for MEG
#scan_period = 2000; # TR
#pulses_per_scan = 1;
#pulse_code = 1;
pulse_width=6;
default_monitor_sounds = false;
active_buttons = 2;
response_matching = simple_matching;
button_codes = 10, 20;
default_font_size = 36;
default_font = "Arial";
default_background_color = 0 ,0 ,0 ;
write_codes=true; # for MEG only
begin;
#Picture definitions
box { height = 382; width = 382; color = 0, 0, 0;} frame1;
box { height = 369; width = 369; color = 255, 255, 255;} frame2;
box { height = 30; width = 4; color = 0, 0, 0;} fix1;
box { height = 4; width = 30; color = 0, 0, 0;} fix2;
box { height = 30; width = 4; color = 255, 0, 0;} fix3;
box { height = 4; width = 30; color = 255, 0, 0;} fix4;
box { height = 369; width = 369; color = 42, 42, 42;} background;
TEMPLATE "StimuliDeclaration.tem" {};
trial {
sound sound_incorrect;
time = 0;
duration = 1;
} wrong;
trial {
sound sound_correct;
time = 0;
duration = 1;
} right;
trial {
sound sound_no_response;
time = 0;
duration = 1;
} miss;
# Start of experiment (MEG only) - sync with CTF software
trial {
picture {
box frame1; x=0; y=0;
box frame2; x=0; y=0;
box background; x=0; y=0;
bitmap fixation_cross_black; x=0; y=0;
} expStart;
time = 0;
duration = 1000;
code = "ExpStart";
port_code = 80;
};
# baselinePre (at the beginning of the session)
trial {
picture {
box frame1; x=0; y=0;
box frame2; x=0; y=0;
box background; x=0; y=0;
bitmap fixation_cross_black; x=0; y=0;
}default;
time = 0;
duration = 10000;
#mri_pulse = 1;
code = "BaselinePre";
port_code = 91;
};
TEMPLATE "ATWM1_Working_Memory_MEG.tem" {
trigger_encoding trigger_retrieval cue_time preparation_time encoding_time single_stimulus_presentation_time delay_time retrieval_time intertrial_interval alerting_cross stim_enc1 stim_enc2 stim_enc3 stim_enc4 stim_enc_alt1 stim_enc_alt2 stim_enc_alt3 stim_enc_alt4 trial_code stim_retr1 stim_retr2 stim_retr3 stim_retr4 stim_cue1 stim_cue2 stim_cue3 stim_cue4 fixationcross_cued retr_code the_target_button posX1 posY1 posX2 posY2 posX3 posY3 posX4 posY4;
42 62 292 292 399 125 1792 2992 1992 fixation_cross gabor_078 gabor_137 gabor_014 gabor_047 gabor_078_alt gabor_137 gabor_014 gabor_047_alt "2_1_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1800_3000_2000_gabor_patch_orientation_078_137_014_047_target_position_1_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_047_framed blank blank blank blank fixation_cross_white "2_1_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_047_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1742 2992 2242 fixation_cross gabor_009 gabor_134 gabor_080 gabor_167 gabor_009_alt gabor_134_alt gabor_080 gabor_167 "2_2_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1750_3000_2250_gabor_patch_orientation_009_134_080_167_target_position_1_2_retrieval_position_1" gabor_055_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_2_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_055_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2042 2992 2292 fixation_cross gabor_064 gabor_142 gabor_175 gabor_014 gabor_064 gabor_142_alt gabor_175 gabor_014_alt "2_3_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2050_3000_2300_gabor_patch_orientation_064_142_175_014_target_position_2_4_retrieval_position_2" gabor_circ gabor_094_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_3_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_094_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1942 2992 2392 fixation_cross gabor_094 gabor_039 gabor_179 gabor_117 gabor_094 gabor_039_alt gabor_179 gabor_117_alt "2_4_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1950_3000_2400_gabor_patch_orientation_094_039_179_117_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_117_framed blank blank blank blank fixation_cross_white "2_4_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_117_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1742 2992 2092 fixation_cross gabor_071 gabor_012 gabor_120 gabor_092 gabor_071_alt gabor_012 gabor_120 gabor_092_alt "2_5_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1750_3000_2100_gabor_patch_orientation_071_012_120_092_target_position_1_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_045_framed blank blank blank blank fixation_cross_white "2_5_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_045_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 1842 2992 2442 fixation_cross gabor_034 gabor_140 gabor_167 gabor_081 gabor_034 gabor_140_alt gabor_167 gabor_081_alt "2_6_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_1850_3000_2450_gabor_patch_orientation_034_140_167_081_target_position_2_4_retrieval_position_3" gabor_circ gabor_circ gabor_167_framed gabor_circ blank blank blank blank fixation_cross_white "2_6_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_167_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2142 2992 2042 fixation_cross gabor_078 gabor_018 gabor_058 gabor_148 gabor_078_alt gabor_018 gabor_058_alt gabor_148 "2_7_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2150_3000_2050_gabor_patch_orientation_078_018_058_148_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_058_framed gabor_circ blank blank blank blank fixation_cross_white "2_7_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_058_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1892 2992 2392 fixation_cross gabor_016 gabor_122 gabor_094 gabor_078 gabor_016_alt gabor_122 gabor_094_alt gabor_078 "2_8_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1900_3000_2400_gabor_patch_orientation_016_122_094_078_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_094_framed gabor_circ blank blank blank blank fixation_cross_white "2_8_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_094_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1792 2992 1992 fixation_cross gabor_094 gabor_076 gabor_111 gabor_144 gabor_094 gabor_076_alt gabor_111 gabor_144_alt "2_9_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1800_3000_2000_gabor_patch_orientation_094_076_111_144_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_005_framed blank blank blank blank fixation_cross_white "2_9_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_005_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1892 2992 1892 fixation_cross gabor_088 gabor_053 gabor_111 gabor_126 gabor_088 gabor_053_alt gabor_111 gabor_126_alt "2_10_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1900_3000_1900_gabor_patch_orientation_088_053_111_126_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_174_framed blank blank blank blank fixation_cross_white "2_10_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_174_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2042 2992 2192 fixation_cross gabor_097 gabor_074 gabor_043 gabor_133 gabor_097_alt gabor_074_alt gabor_043 gabor_133 "2_11_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2050_3000_2200_gabor_patch_orientation_097_074_043_133_target_position_1_2_retrieval_position_2" gabor_circ gabor_026_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_11_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_026_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 1792 2992 2042 fixation_cross gabor_126 gabor_170 gabor_155 gabor_082 gabor_126_alt gabor_170 gabor_155 gabor_082_alt "2_12_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_1800_3000_2050_gabor_patch_orientation_126_170_155_082_target_position_1_4_retrieval_position_3" gabor_circ gabor_circ gabor_107_framed gabor_circ blank blank blank blank fixation_cross_white "2_12_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_107_retrieval_position_3" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1942 2992 2242 fixation_cross gabor_092 gabor_150 gabor_017 gabor_171 gabor_092 gabor_150 gabor_017_alt gabor_171_alt "2_13_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1950_3000_2250_gabor_patch_orientation_092_150_017_171_target_position_3_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_035_framed blank blank blank blank fixation_cross_white "2_13_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_035_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 1792 2992 2492 fixation_cross gabor_167 gabor_061 gabor_099 gabor_019 gabor_167 gabor_061_alt gabor_099 gabor_019_alt "2_14_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_1800_3000_2500_gabor_patch_orientation_167_061_099_019_target_position_2_4_retrieval_position_3" gabor_circ gabor_circ gabor_146_framed gabor_circ blank blank blank blank fixation_cross_white "2_14_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_146_retrieval_position_3" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1992 2992 2342 fixation_cross gabor_139 gabor_073 gabor_115 gabor_154 gabor_139_alt gabor_073 gabor_115_alt gabor_154 "2_15_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2000_3000_2350_gabor_patch_orientation_139_073_115_154_target_position_1_3_retrieval_position_1" gabor_139_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_15_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_139_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2042 2992 2292 fixation_cross gabor_136 gabor_105 gabor_030 gabor_163 gabor_136_alt gabor_105 gabor_030_alt gabor_163 "2_16_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2050_3000_2300_gabor_patch_orientation_136_105_030_163_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_030_framed gabor_circ blank blank blank blank fixation_cross_white "2_16_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_030_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2192 2992 2592 fixation_cross gabor_149 gabor_170 gabor_059 gabor_083 gabor_149 gabor_170_alt gabor_059 gabor_083_alt "2_17_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2200_3000_2600_gabor_patch_orientation_149_170_059_083_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_128_framed blank blank blank blank fixation_cross_white "2_17_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_128_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2142 2992 2492 fixation_cross gabor_069 gabor_084 gabor_107 gabor_129 gabor_069 gabor_084_alt gabor_107_alt gabor_129 "2_18_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2150_3000_2500_gabor_patch_orientation_069_084_107_129_target_position_2_3_retrieval_position_3" gabor_circ gabor_circ gabor_107_framed gabor_circ blank blank blank blank fixation_cross_white "2_18_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_107_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1892 2992 2142 fixation_cross gabor_091 gabor_173 gabor_065 gabor_111 gabor_091 gabor_173_alt gabor_065_alt gabor_111 "2_19_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1900_3000_2150_gabor_patch_orientation_091_173_065_111_target_position_2_3_retrieval_position_2" gabor_circ gabor_038_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_19_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_038_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 2092 2992 2342 fixation_cross gabor_131 gabor_064 gabor_042 gabor_006 gabor_131 gabor_064_alt gabor_042_alt gabor_006 "2_20_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_2100_3000_2350_gabor_patch_orientation_131_064_042_006_target_position_2_3_retrieval_position_1" gabor_086_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_20_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_086_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1892 2992 2542 fixation_cross gabor_068 gabor_042 gabor_156 gabor_129 gabor_068_alt gabor_042 gabor_156_alt gabor_129 "2_21_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1900_3000_2550_gabor_patch_orientation_068_042_156_129_target_position_1_3_retrieval_position_1" gabor_068_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_21_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_068_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1992 2992 2592 fixation_cross gabor_009 gabor_127 gabor_148 gabor_168 gabor_009 gabor_127_alt gabor_148_alt gabor_168 "2_22_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2000_3000_2600_gabor_patch_orientation_009_127_148_168_target_position_2_3_retrieval_position_3" gabor_circ gabor_circ gabor_148_framed gabor_circ blank blank blank blank fixation_cross_white "2_22_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_148_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1842 2992 1892 fixation_cross gabor_123 gabor_142 gabor_101 gabor_176 gabor_123_alt gabor_142 gabor_101_alt gabor_176 "2_23_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1850_3000_1900_gabor_patch_orientation_123_142_101_176_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_055_framed gabor_circ blank blank blank blank fixation_cross_white "2_23_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_055_retrieval_position_3" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1992 2992 1942 fixation_cross gabor_160 gabor_072 gabor_052 gabor_093 gabor_160_alt gabor_072 gabor_052 gabor_093_alt "2_24_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2000_3000_1950_gabor_patch_orientation_160_072_052_093_target_position_1_4_retrieval_position_1" gabor_160_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_24_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_160_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1842 2992 2092 fixation_cross gabor_084 gabor_172 gabor_102 gabor_021 gabor_084 gabor_172_alt gabor_102_alt gabor_021 "2_25_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1850_3000_2100_gabor_patch_orientation_084_172_102_021_target_position_2_3_retrieval_position_2" gabor_circ gabor_037_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_25_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_037_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2092 2992 2292 fixation_cross gabor_151 gabor_121 gabor_046 gabor_078 gabor_151_alt gabor_121 gabor_046 gabor_078_alt "2_26_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2100_3000_2300_gabor_patch_orientation_151_121_046_078_target_position_1_4_retrieval_position_1" gabor_013_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_26_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_013_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 2192 2992 1942 fixation_cross gabor_090 gabor_155 gabor_179 gabor_114 gabor_090_alt gabor_155_alt gabor_179 gabor_114 "2_27_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_2200_3000_1950_gabor_patch_orientation_090_155_179_114_target_position_1_2_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_066_framed blank blank blank blank fixation_cross_white "2_27_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_066_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1742 2992 2342 fixation_cross gabor_025 gabor_076 gabor_109 gabor_043 gabor_025_alt gabor_076 gabor_109 gabor_043_alt "2_28_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1750_3000_2350_gabor_patch_orientation_025_076_109_043_target_position_1_4_retrieval_position_1" gabor_163_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_28_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_163_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2042 2992 2442 fixation_cross gabor_040 gabor_064 gabor_122 gabor_080 gabor_040_alt gabor_064 gabor_122_alt gabor_080 "2_29_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2050_3000_2450_gabor_patch_orientation_040_064_122_080_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_122_framed gabor_circ blank blank blank blank fixation_cross_white "2_29_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_122_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2242 2992 2042 fixation_cross gabor_071 gabor_088 gabor_053 gabor_110 gabor_071 gabor_088_alt gabor_053_alt gabor_110 "2_30_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2250_3000_2050_gabor_patch_orientation_071_088_053_110_target_position_2_3_retrieval_position_2" gabor_circ gabor_136_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_30_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_136_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 1892 2992 2292 fixation_cross gabor_032 gabor_149 gabor_066 gabor_008 gabor_032 gabor_149_alt gabor_066 gabor_008_alt "2_31_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_1900_3000_2300_gabor_patch_orientation_032_149_066_008_target_position_2_4_retrieval_position_3" gabor_circ gabor_circ gabor_066_framed gabor_circ blank blank blank blank fixation_cross_white "2_31_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_066_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2192 2992 1992 fixation_cross gabor_021 gabor_049 gabor_001 gabor_111 gabor_021 gabor_049_alt gabor_001_alt gabor_111 "2_32_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2200_3000_2000_gabor_patch_orientation_021_049_001_111_target_position_2_3_retrieval_position_3" gabor_circ gabor_circ gabor_001_framed gabor_circ blank blank blank blank fixation_cross_white "2_32_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_001_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1792 2992 2542 fixation_cross gabor_101 gabor_019 gabor_161 gabor_128 gabor_101 gabor_019 gabor_161_alt gabor_128_alt "2_33_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1800_3000_2550_gabor_patch_orientation_101_019_161_128_target_position_3_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_128_framed blank blank blank blank fixation_cross_white "2_33_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_128_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1942 2992 2042 fixation_cross gabor_024 gabor_142 gabor_100 gabor_165 gabor_024_alt gabor_142 gabor_100_alt gabor_165 "2_34_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1950_3000_2050_gabor_patch_orientation_024_142_100_165_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_100_framed gabor_circ blank blank blank blank fixation_cross_white "2_34_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_100_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2192 2992 1942 fixation_cross gabor_147 gabor_115 gabor_084 gabor_170 gabor_147 gabor_115_alt gabor_084 gabor_170_alt "2_35_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2200_3000_1950_gabor_patch_orientation_147_115_084_170_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_170_framed blank blank blank blank fixation_cross_white "2_35_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_170_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2242 2992 2592 fixation_cross gabor_098 gabor_148 gabor_028 gabor_173 gabor_098 gabor_148_alt gabor_028_alt gabor_173 "2_36_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2250_3000_2600_gabor_patch_orientation_098_148_028_173_target_position_2_3_retrieval_position_2" gabor_circ gabor_148_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_36_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_148_retrieval_position_2" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2092 2992 2442 fixation_cross gabor_155 gabor_093 gabor_011 gabor_069 gabor_155 gabor_093_alt gabor_011 gabor_069_alt "2_37_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2100_3000_2450_gabor_patch_orientation_155_093_011_069_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_117_framed blank blank blank blank fixation_cross_white "2_37_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_117_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 1942 2992 2292 fixation_cross gabor_142 gabor_023 gabor_175 gabor_057 gabor_142 gabor_023_alt gabor_175 gabor_057_alt "2_38_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_1950_3000_2300_gabor_patch_orientation_142_023_175_057_target_position_2_4_retrieval_position_1" gabor_142_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_38_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_142_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1792 2992 2092 fixation_cross gabor_046 gabor_152 gabor_031 gabor_113 gabor_046_alt gabor_152 gabor_031_alt gabor_113 "2_39_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1800_3000_2100_gabor_patch_orientation_046_152_031_113_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_031_framed gabor_circ blank blank blank blank fixation_cross_white "2_39_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_031_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1742 2992 2042 fixation_cross gabor_131 gabor_015 gabor_156 gabor_090 gabor_131 gabor_015_alt gabor_156 gabor_090_alt "2_40_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1750_3000_2050_gabor_patch_orientation_131_015_156_090_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_090_framed blank blank blank blank fixation_cross_white "2_40_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_090_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2142 2992 2142 fixation_cross gabor_140 gabor_052 gabor_025 gabor_110 gabor_140 gabor_052_alt gabor_025_alt gabor_110 "2_41_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2150_3000_2150_gabor_patch_orientation_140_052_025_110_target_position_2_3_retrieval_position_2" gabor_circ gabor_003_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_41_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_003_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 1792 2992 2242 fixation_cross gabor_152 gabor_005 gabor_037 gabor_120 gabor_152_alt gabor_005 gabor_037_alt gabor_120 "2_42_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_1800_3000_2250_gabor_patch_orientation_152_005_037_120_target_position_1_3_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_120_framed blank blank blank blank fixation_cross_white "2_42_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_120_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1742 2992 2492 fixation_cross gabor_057 gabor_130 gabor_173 gabor_004 gabor_057 gabor_130_alt gabor_173 gabor_004_alt "2_43_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1750_3000_2500_gabor_patch_orientation_057_130_173_004_target_position_2_4_retrieval_position_2" gabor_circ gabor_083_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_43_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_083_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1942 2992 2542 fixation_cross gabor_145 gabor_125 gabor_062 gabor_102 gabor_145_alt gabor_125 gabor_062_alt gabor_102 "2_44_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1950_3000_2550_gabor_patch_orientation_145_125_062_102_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_013_framed gabor_circ blank blank blank blank fixation_cross_white "2_44_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_013_retrieval_position_3" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 1992 2992 2492 fixation_cross gabor_112 gabor_142 gabor_097 gabor_027 gabor_112 gabor_142_alt gabor_097_alt gabor_027 "2_45_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_2000_3000_2500_gabor_patch_orientation_112_142_097_027_target_position_2_3_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_166_framed blank blank blank blank fixation_cross_white "2_45_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_166_retrieval_position_4" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2042 2992 1892 fixation_cross gabor_043 gabor_100 gabor_020 gabor_127 gabor_043_alt gabor_100 gabor_020_alt gabor_127 "2_46_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2050_3000_1900_gabor_patch_orientation_043_100_020_127_target_position_1_3_retrieval_position_1" gabor_043_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_46_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_043_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1892 2992 2142 fixation_cross gabor_180 gabor_040 gabor_108 gabor_020 gabor_180 gabor_040_alt gabor_108 gabor_020_alt "2_47_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1900_3000_2150_gabor_patch_orientation_180_040_108_020_target_position_2_4_retrieval_position_2" gabor_circ gabor_040_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_47_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_040_retrieval_position_2" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1842 2992 2192 fixation_cross gabor_147 gabor_037 gabor_082 gabor_010 gabor_147_alt gabor_037_alt gabor_082 gabor_010 "2_48_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1850_3000_2200_gabor_patch_orientation_147_037_082_010_target_position_1_2_retrieval_position_2" gabor_circ gabor_037_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_48_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_037_retrieval_position_2" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 2242 2992 1892 fixation_cross gabor_096 gabor_050 gabor_177 gabor_072 gabor_096_alt gabor_050 gabor_177 gabor_072_alt "2_49_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_2250_3000_1900_gabor_patch_orientation_096_050_177_072_target_position_1_4_retrieval_position_3" gabor_circ gabor_circ gabor_177_framed gabor_circ blank blank blank blank fixation_cross_white "2_49_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_177_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2142 2992 2192 fixation_cross gabor_091 gabor_130 gabor_157 gabor_040 gabor_091_alt gabor_130_alt gabor_157 gabor_040 "2_50_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2150_3000_2200_gabor_patch_orientation_091_130_157_040_target_position_1_2_retrieval_position_2" gabor_circ gabor_179_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_50_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_179_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2142 2992 1942 fixation_cross gabor_007 gabor_120 gabor_140 gabor_060 gabor_007 gabor_120_alt gabor_140_alt gabor_060 "2_51_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2150_3000_1950_gabor_patch_orientation_007_120_140_060_target_position_2_3_retrieval_position_3" gabor_circ gabor_circ gabor_140_framed gabor_circ blank blank blank blank fixation_cross_white "2_51_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_140_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1892 2992 2392 fixation_cross gabor_147 gabor_075 gabor_095 gabor_060 gabor_147 gabor_075_alt gabor_095_alt gabor_060 "2_52_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1900_3000_2400_gabor_patch_orientation_147_075_095_060_target_position_2_3_retrieval_position_2" gabor_circ gabor_075_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_52_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_075_retrieval_position_2" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1742 2992 1942 fixation_cross gabor_093 gabor_149 gabor_060 gabor_111 gabor_093_alt gabor_149_alt gabor_060 gabor_111 "2_53_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1750_3000_1950_gabor_patch_orientation_093_149_060_111_target_position_1_2_retrieval_position_1" gabor_043_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_53_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_043_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2242 2992 2142 fixation_cross gabor_164 gabor_087 gabor_131 gabor_041 gabor_164_alt gabor_087 gabor_131 gabor_041_alt "2_54_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2250_3000_2150_gabor_patch_orientation_164_087_131_041_target_position_1_4_retrieval_position_1" gabor_164_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_54_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_164_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2092 2992 2442 fixation_cross gabor_150 gabor_062 gabor_120 gabor_172 gabor_150_alt gabor_062_alt gabor_120 gabor_172 "2_55_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2100_3000_2450_gabor_patch_orientation_150_062_120_172_target_position_1_2_retrieval_position_1" gabor_100_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_55_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_100_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1992 2992 2092 fixation_cross gabor_078 gabor_056 gabor_023 gabor_137 gabor_078 gabor_056_alt gabor_023 gabor_137_alt "2_56_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2000_3000_2100_gabor_patch_orientation_078_056_023_137_target_position_2_4_retrieval_position_4" gabor_circ gabor_circ gabor_circ gabor_137_framed blank blank blank blank fixation_cross_white "2_56_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_137_retrieval_position_4" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2242 2992 2192 fixation_cross gabor_070 gabor_103 gabor_143 gabor_015 gabor_070_alt gabor_103_alt gabor_143 gabor_015 "2_57_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2250_3000_2200_gabor_patch_orientation_070_103_143_015_target_position_1_2_retrieval_position_2" gabor_circ gabor_053_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_57_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_053_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 1842 2992 2242 fixation_cross gabor_068 gabor_088 gabor_122 gabor_145 gabor_068_alt gabor_088 gabor_122 gabor_145_alt "2_58_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_1850_3000_2250_gabor_patch_orientation_068_088_122_145_target_position_1_4_retrieval_position_2" gabor_circ gabor_039_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_58_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_039_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2092 2992 2242 fixation_cross gabor_061 gabor_148 gabor_118 gabor_166 gabor_061_alt gabor_148 gabor_118 gabor_166_alt "2_59_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2100_3000_2250_gabor_patch_orientation_061_148_118_166_target_position_1_4_retrieval_position_1" gabor_011_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_59_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_011_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1992 2992 1892 fixation_cross gabor_098 gabor_117 gabor_166 gabor_083 gabor_098_alt gabor_117 gabor_166_alt gabor_083 "2_60_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2000_3000_1900_gabor_patch_orientation_098_117_166_083_target_position_1_3_retrieval_position_3" gabor_circ gabor_circ gabor_031_framed gabor_circ blank blank blank blank fixation_cross_white "2_60_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_031_retrieval_position_3" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2042 2992 2092 fixation_cross gabor_160 gabor_038 gabor_100 gabor_178 gabor_160 gabor_038 gabor_100_alt gabor_178_alt "2_61_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2050_3000_2100_gabor_patch_orientation_160_038_100_178_target_position_3_4_retrieval_position_3" gabor_circ gabor_circ gabor_100_framed gabor_circ blank blank blank blank fixation_cross_white "2_61_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_100_retrieval_position_3" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 2192 2992 2542 fixation_cross gabor_088 gabor_004 gabor_128 gabor_169 gabor_088 gabor_004 gabor_128_alt gabor_169_alt "2_62_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_2200_3000_2550_gabor_patch_orientation_088_004_128_169_target_position_3_4_retrieval_position_1" gabor_088_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_62_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_088_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2242 2992 2592 fixation_cross gabor_014 gabor_098 gabor_044 gabor_176 gabor_014_alt gabor_098 gabor_044_alt gabor_176 "2_63_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2250_3000_2600_gabor_patch_orientation_014_098_044_176_target_position_1_3_retrieval_position_1" gabor_060_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_63_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_060_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 1842 2992 2192 fixation_cross gabor_035 gabor_011 gabor_167 gabor_058 gabor_035_alt gabor_011 gabor_167_alt gabor_058 "2_64_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_1850_3000_2200_gabor_patch_orientation_035_011_167_058_target_position_1_3_retrieval_position_1" gabor_035_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_64_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_035_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2092 2992 1992 fixation_cross gabor_010 gabor_149 gabor_126 gabor_039 gabor_010 gabor_149_alt gabor_126_alt gabor_039 "2_65_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2100_3000_2000_gabor_patch_orientation_010_149_126_039_target_position_2_3_retrieval_position_2" gabor_circ gabor_099_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_65_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_099_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 64 292 292 399 125 1942 2992 2342 fixation_cross gabor_044 gabor_164 gabor_134 gabor_112 gabor_044_alt gabor_164 gabor_134_alt gabor_112 "2_66_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_300_300_399_1950_3000_2350_gabor_patch_orientation_044_164_134_112_target_position_1_3_retrieval_position_2" gabor_circ gabor_164_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_66_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_UncuedRetriev_retrieval_patch_orientation_164_retrieval_position_2" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 62 292 292 399 125 2142 2992 2392 fixation_cross gabor_095 gabor_140 gabor_161 gabor_111 gabor_095_alt gabor_140_alt gabor_161 gabor_111 "2_67_Encoding_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_300_300_399_2150_3000_2400_gabor_patch_orientation_095_140_161_111_target_position_1_2_retrieval_position_1" gabor_095_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_67_Retrieval_Working_Memory_MEG_P8_LR_Salient_NoChange_CuedRetrieval_retrieval_patch_orientation_095_retrieval_position_1" 1 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 2192 2992 2342 fixation_cross gabor_122 gabor_062 gabor_036 gabor_082 gabor_122 gabor_062_alt gabor_036_alt gabor_082 "2_68_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_2200_3000_2350_gabor_patch_orientation_122_062_036_082_target_position_2_3_retrieval_position_2" gabor_circ gabor_014_framed gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_68_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_014_retrieval_position_2" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 61 292 292 399 125 1742 2992 1992 fixation_cross gabor_084 gabor_168 gabor_099 gabor_012 gabor_084_alt gabor_168 gabor_099_alt gabor_012 "2_69_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_300_300_399_1750_3000_2000_gabor_patch_orientation_084_168_099_012_target_position_1_3_retrieval_position_1" gabor_039_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_69_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_CuedRetrieval_retrieval_patch_orientation_039_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
42 63 292 292 399 125 1842 2992 2142 fixation_cross gabor_112 gabor_031 gabor_157 gabor_173 gabor_112 gabor_031_alt gabor_157_alt gabor_173 "2_70_Encoding_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_300_300_399_1850_3000_2150_gabor_patch_orientation_112_031_157_173_target_position_2_3_retrieval_position_1" gabor_067_framed gabor_circ gabor_circ gabor_circ blank blank blank blank fixation_cross_white "2_70_Retrieval_Working_Memory_MEG_P8_LR_Salient_DoChange_UncuedRetriev_retrieval_patch_orientation_067_retrieval_position_1" 2 45.96 45.96 -45.96 45.96 -45.96 -45.96 45.96 -45.96;
};
# baselinePost (at the end of the session)
trial {
picture {
box frame1; x=0; y=0;
box frame2; x=0; y=0;
box background; x=0; y=0;
bitmap fixation_cross_black; x=0; y=0;
};
time = 0;
duration = 5000;
code = "BaselinePost";
port_code = 92;
};
|
d25cb28302287d0f9ce86f3546b0ae36c03fa51e
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1442/CH17/EX17.2/17_2.sce
|
da2e3c82947d4985c47f6cbc990ae8742c56d82e
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 815 |
sce
|
17_2.sce
|
clc
//initialisation of variables
T= 290 //K
xa= 0.4
xb= 0.6
P= 600 //kPa
V= 60 //L
R= 8.314 //J/mol K
Mp= 44 //kg/kmol
Mb= 58.12 //kg/kmol
vp= 0.00171 //m^3/kg
vb= 0.00166 //m^3/kg
na= 0.1 //kmol
nb= 0.15 //kmol
V1= 0.04000 //m^3
xa= 0.4
np= 2
Vc= 0.1 //m^3
//CALCULATIONS
Pasat= %e^(14.435-(2255/T))
Pbsat= %e^(14.795-(2770/T))
P1= xa*Pasat+xb*Pbsat
Na1= P*V/(100*R*T)
Vp= vp*Mp
Vb= vb*Mb
V= na*Vp+nb*Vb
Vv= V1-V
nv= P1*Vv/(R*T)
ya= xa*Pasat/P
yb=1-ya
Na= na+ya*nv
Nb= nb+yb*nv
//RESULTS
printf (' initial pressure= %.2f kPa',P1)
printf (' \n moles of propane= %.5f kmol',Na1)
printf (' \n initial mole of propane= %.5f kmol',Na)
printf (' \n initial mole of butane= %.5f kmol',Nb)
printf (' \n numbar of phases= %.f ',np)
printf (' \n volume in final state= %.1f m^3',Vc)
|
ac56d9b895775c18d4da22465bdfad38ff7f9416
|
ac66d3377862c825111275d71485e42fdec9c1bd
|
/Resources/res/map/map2202.sce
|
af7cb034c9b3d0a9455e3dbe15a35f6889de1a26
|
[] |
no_license
|
AIRIA/CreazyBomber
|
2338d2ad46218180f822682d680ece3a8e0b46c3
|
68668fb95a9865ef1306e5b0d24fd959531eb7ad
|
refs/heads/master
| 2021-01-10T19:58:49.272075 | 2014-07-15T09:55:00 | 2014-07-15T09:55:00 | 19,776,025 | 0 | 2 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 2,088 |
sce
|
map2202.sce
|
<?xml version="1.0" encoding="UTF-8"?>
<Project Name="map2202" Width="13" Height="9" CellSize="40" BackgroundSize="1" Background="13plus.png">
<Cell Name="墓碑" X="2" Y="1" />
<Cell Name="枯树" X="6" Y="1" />
<Cell Name="幽灵-右" X="7" Y="1" arg0="3" arg1="1.00" />
<Cell Name="枯树" X="11" Y="1" />
<Cell Name="出生点" X="1" Y="2" />
<Cell Name="墓碑" X="2" Y="2" />
<Cell Name="幽灵-左" X="4" Y="2" arg0="2" arg1="1.00" />
<Cell Name="墓碑" X="5" Y="2" />
<Cell Name="墓碑" X="7" Y="2" />
<Cell Name="骷髅(怪)" X="8" Y="2" arg0="10" />
<Cell Name="墓碑" X="9" Y="2" />
<Cell Name="墓碑" X="11" Y="2" />
<Cell Name="幽灵-左" X="2" Y="3" arg0="2" arg1="1.00" />
<Cell Name="骷髅(怪)" X="3" Y="3" arg0="10" />
<Cell Name="幽灵-右" X="5" Y="3" arg0="3" arg1="1.00" />
<Cell Name="幽灵-右" X="7" Y="3" arg0="3" arg1="1.00" />
<Cell Name="墓碑" X="9" Y="3" />
<Cell Name="枯树" X="10" Y="3" />
<Cell Name="幽灵-左" X="2" Y="4" arg0="2" arg1="1.00" />
<Cell Name="幽灵-左" X="4" Y="4" arg0="2" arg1="1.00" />
<Cell Name="骷髅(怪)" X="6" Y="4" arg0="10" />
<Cell Name="墓碑" X="7" Y="4" />
<Cell Name="墓碑" X="9" Y="4" />
<Cell Name="墓碑" X="10" Y="4" />
<Cell Name="幽灵-左" X="2" Y="5" arg0="2" arg1="1.00" />
<Cell Name="幽灵-右" X="5" Y="5" arg0="3" arg1="1.00" />
<Cell Name="幽灵-右" X="7" Y="5" arg0="3" arg1="1.00" />
<Cell Name="枯树" X="8" Y="5" />
<Cell Name="墓碑" X="9" Y="5" />
<Cell Name="僵尸(怪)-bt" X="10" Y="5" arg0="32" />
<Cell Name="幽灵-左" X="2" Y="6" arg0="2" arg1="1.00" />
<Cell Name="枯树" X="3" Y="6" />
<Cell Name="幽灵-左" X="4" Y="6" arg0="2" arg1="1.00" />
<Cell Name="幽灵-右" X="7" Y="6" arg0="3" arg1="1.00" />
<Cell Name="墓碑" X="9" Y="6" />
<Cell Name="墓碑" X="11" Y="6" />
<Cell Name="幽灵-左" X="4" Y="7" arg0="2" arg1="1.00" />
<Cell Name="幽灵-右" X="5" Y="7" arg0="3" arg1="1.00" />
<Cell Name="墓碑" X="9" Y="7" />
<Cell Name="通关点-1" X="11" Y="7" />
</Project>
|
34183a49cb91a52e8f4b9e7eed999b25bef3b854
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/135/CH4/EX4.3/EX3.sce
|
d363d25d0229e6f2c67fbce075fc55b609eb4ac6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 942 |
sce
|
EX3.sce
|
// Example 4.3: Region of operation, Node currents and voltages
clc, clear
betaf=100; // Current gain
disp("Let us assume that the transistor is in active region.");
VBE_active=0.7; // in volts
// From Fig. 4.19
VCC=10; // in volts
VBB=5; // in volts
RB=100e3; // in ohms
RE=2e3; // in ohms
RC=2e3; // in ohms
// Writing KVL to the base circuit and putting Ic= βF*Ib
IB=(VBB-VBE_active)/(RB+(1+betaf)*RE); // in amperes
IB=IB*1e3; // in miliamperes
IC=betaf*IB; // in miliamperes
IE=IB+IC; // in miliamperes
VB=VBB-IB*RB*1e-3; // in volts
VE=IE*RE*1e-3; // in volts
VC=VCC-IC*RC*1e-3; // in volts
disp(VC,"VC (V) =");
disp(VE,"VE (V) =");
disp(VB,"VB (V) =");
disp(IC,"IC (mA) =");
disp(IE,"IE (mA) =");
disp(IB,"IB (mA) =");
disp("Since base voltage VB is 3.6 V and collector is at 7.2 V, so collector-base junction is reverse biased by 3.6 V. Thus our assumption that the transistor is in active region is valid.")
|
c4214b59b7542fb8bfab405a72b27762dcb55ac9
|
8217f7986187902617ad1bf89cb789618a90dd0a
|
/source/2.0/macros/percent/%pps.sci
|
6d99bf1c8f0492747dd33111a07d43dfa6133a18
|
[
"MIT",
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] |
permissive
|
clg55/Scilab-Workbench
|
4ebc01d2daea5026ad07fbfc53e16d4b29179502
|
9f8fd29c7f2a98100fa9aed8b58f6768d24a1875
|
refs/heads/master
| 2023-05-31T04:06:22.931111 | 2022-09-13T14:41:51 | 2022-09-13T14:41:51 | 258,270,193 | 0 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 576 |
sci
|
%pps.sci
|
//<f>=%pps(p,s)
// %pps(p,s) calcule la puissance s_ieme (negative) d'une matrice
//de polynomes.
//l'exposant s doit etre entier.
//les puissances entieres positives sont definies en fortran.
//!
if s>-1 then error(43),end
if int(s)<>s then error('%pps: integer power only'),end
[m,n]=size(p)
if m<>n then error(43),end
//algorithme de leverrier
num=eye(n,n)
for k=1:n-1,
b=p*num,
den=-sum(diag(b))/k,
num=b+eye*den,
end;
den=sum(diag(p*num))/n
//
[num,den]=simp(num,den*ones(m,n))
f=list('r',num,den,[])
if s=-1 then return,end
f1=f;for k=2:-s,f=f*f1;end
//end
|
8e6488c5131d6425aa58f77a3d26c58e4a8ea474
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3020/CH17/EX17.6/ex17_6.sce
|
b200600ceb00f07ea5d33405f8e1a4122f30bc7a
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 263 |
sce
|
ex17_6.sce
|
clc;
clear all;
v=0.86e6;//velocity of electron in m/s
m=9.1e-31;// Mass of electron in Kg
e=1.6e-19;// Charge of electron
k=1.38e-23;//boltzmann constant
Ef=m*v*v/2;//fermi energy
Tf=Ef/k;//The fermi temperature
disp('K',Tf,'The fermi temperature is:')
|
344307ad3e9d53314cc39a64fb8bd5d1dd8bb0d2
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3433/CH10/EX10.6/Ex10_6.sce
|
5362eec6e9395479928fbc897ffc5c2f42bba6ca
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 2,103 |
sce
|
Ex10_6.sce
|
clear;
clc;
funcprot(0);
//given data
D = 30;//tip diameter in m
CL = 0.8;//lift coefficient
J = 5.0;
l = 1.0;//chord length in m
Z = 3;//number of blades
r_R = [0.2 0.3 0.4 0.6 0.8 0.9 0.95 1.0];
n = 8;
//Calculations
//iterating to get values of induction factors
a = 0.1;//inital guess
anew = 0;
a_ = 0.006;//inital guess
a_new = 0.0;//inital guess
for i = 1:n
while (a_~=a_new)
lamda = (Z*l*CL)/(8*%pi*0.5*r_R(i)*D);
phi = (180/%pi)*atan((1/(r_R(i)*J))*((1-a)/(1-a_)));
a = 1/(1+(1/lamda)*sin(phi*%pi/180)*tan(phi*%pi/180));
a_new = 1/((1/lamda)*cos(phi*%pi/180) -1);
alpha = CL/0.1;
beta = phi-alpha;
if a_ < a_new
a_ = a_ + 0.0001;
elseif a_ > a_new
a_ = a_ - 0.0001;
end
if (abs((a_-a_new)/a_new) < 0.01) then
break;
end
end
p(i) = phi;b(i) = beta;a1(i) = a;a2(i) = a_new;
end
//Results
printf('Summary of results of iterations (N.B. CL = 0.8 along the span)');
printf('\n -----------------------------------------------------------------------------------');
printf('\n r/R %.1f %.1f %.1f %.1f %.1f %.1f %.2f %.1f ',r_R(1),r_R(2),r_R(3),r_R(4),r_R(5),r_R(6),r_R(7),r_R(8));
printf('\n -----------------------------------------------------------------------------------');
printf('\n phi %.2f %.2f %.2f %.2f %.2f %.2f %.2f %.3f',p(1),p(2),p(3),p(4),p(5),p(6),p(7),p(8));
printf('\n beta %.2f %.2f %.2f %.2f %.2f %.2f %.2f %.2f',b(1),b(2),b(3),b(4),b(5),b(6),b(7),b(8));
printf('\n a %.4f %.5f %.5f %.4f %.4f %.4f %.4f %.4f',a1(1),a1(2),a1(3),a1(4),a1(5),a1(6),a1(7),a1(8));
printf('\n a` %.5f %.5f %.5f %.5f %.5f %.5f %.5f %.5f',a2(1),a2(2),a2(3),a2(4),a2(5),a2(6),a2(7),a2(8));
printf('\n -----------------------------------------------------------------------------------');
//there are some errors in the answers given in textbook
|
4d6fe2aa9c75c6bc6d1d472ef1328e45d7fd66f1
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/226/CH16/EX16.12/example12_sce.sce
|
f239db00e9cc9a5d08def5e1f8bea9d13a403f2e
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 341 |
sce
|
example12_sce.sce
|
//chapter 16
//example 16.12
//page 705
printf("\n")
printf("given")
fs=1*10^6;Rs=700;C1=1000*10^-12;C2=100*10^-12;R1=1*10^6;R2=10*10^3;Rs=700;Vdd=5;
Ct=(C1*C2)/(C1+C2)
disp(" at resonance Xl=Xct 2*pi*f*L=1/2*pi*f*Ct")
L=1/(((2*3.14*fs)^2)*Ct)
ip=Vdd/(R1+R2+Rs)
Pd=(((.707*ip)^2)*Rs)*10^9;
printf(" peak power dissipated is %3.3fnW\n",Pd)
|
0d4ea33782f1abfc2740e92ac968589ed4fff8d2
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/704/CH3/EX3.17/ex3_17.sce
|
87c308cbde59729a285b129fbc80f5e229a899c9
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 917 |
sce
|
ex3_17.sce
|
//Caption:In a single phase transformer Calculate the secondary terminal voltage at full load.
//Exam:3.17
clc;
clear;
close;
V_1=2000;//Primary voltage at no load or full load(in Volts)
V_2=400;//Secondary voltage at no load (in Volts)
K=V_2/V_1;//Ratio of transformation
R_1=5;//Primary resistance(in Ohm)
R_2=0.2;//Secondary resistance(in Ohm)
X_1=12;//Primary reactance(in Ohm)
X_2=0.48;//Secondary reactance(in Ohm)
R_o2=R_2 + (K^2)*R_1;//Equivalent resistance as referred to secondary(in Ohm)
X_o2=X_2 + (K^2)*X_1;//Equivalent reactance as referred to secondary(in Ohm)
O_p=10;//Rated output(i KVA)
I_2=O_p*1000/V_2;//Full load secondary current(in Amp)
p=0.8;//power factor
a=acosd(p);//power angle
V_d=I_2*R_o2*cosd(a) + I_2*X_o2*sind(a);//Voltage drop (in Volts)
V=V_2-V_d;//Secondary terminal voltage at full load (in Volts)
disp(V,'Secondary terminal voltage at full load (in Volts)=');
|
4d88d071031616902ac33d6e2f296ac089c6973b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3665/CH9/EX9.1/Ex9_1.sce
|
b0c8005eb1fbf24ea073065527fc13ed28874cbd
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 318 |
sce
|
Ex9_1.sce
|
clc//
//
//
//Variable declaration
h=6.62*10^-34; //planck's constant(J sec)
c=3*10^8; //velocity of light(m/sec)
Eg=1.43*1.6*10^-19; //energy gap(J)
//Calculation
lamda=h*c*10^6/Eg; //wavelength of radiation(micro m)
//Result
printf("\n wavelength of radiation is %0.3f micro m",lamda)
|
6302d69751ab62f25c90ad48ae2fcc2a076b1aa2
|
27be2dd7284eb8d71ea19e6b077993d7ff6afd16
|
/meuFatorial.sce
|
4e91d9533c80c9c68022d1fbd470ad9c4698c2fc
|
[] |
no_license
|
mtxslv/numericalcomputation
|
3b0ec7d1183c03c91c145de0fb1db9fff0a75e61
|
15ce639e5e370fb21fb1ce9878004270ee814e73
|
refs/heads/master
| 2020-03-26T06:10:14.116677 | 2019-11-14T11:41:38 | 2019-11-14T11:41:38 | 144,592,787 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 96 |
sce
|
meuFatorial.sce
|
function y = meuFatorial(x)
a=1
for i=1:1:x
a=a*i;
end
y=a;
endfunction
|
e0a1e21f94fb0cf048489199a0e5588878ba886d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2699/CH3/EX3.2/Ex3_2.sce
|
614bbafda6edccd3232eb8ed005a8a075fe5a7b1
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 512 |
sce
|
Ex3_2.sce
|
//EX3_2 PG-3.15
clc
disp("Refer to the figure-3.8 shown")
Vin=0;//cut-in voltage for an ideal diode is zero
Rf=0;//forward resistance for an ideaal diode is zero
disp("For an ideal diode")
Vm=15;
Vdc=-Vm/%pi;
printf("\n DC output voltage is %.2f V\n ",Vdc)
disp("-ve sign indicates that voltage is negative wrt ground")
disp("For a silicon diode Vin=0.7V ")
Vin=0.7;
Vdc=-(Vm-Vin)/%pi;
printf("\n DC output voltage is %.2f V\n ",Vdc)
disp("-ve sign indicates that voltage is negative wrt ground")
|
c82e5de52e818ec30724c427c308a9e1f9b47274
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1760/CH2/EX2.9/EX2_9.sce
|
494b52afa7e7ad8a43a96870f57a20ff8d6bfc59
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 482 |
sce
|
EX2_9.sce
|
//EXAMPLE 2-9 PG NO-65
t1=0.0025; //time
t2=0.005; //time
t3=0.01; //time
i1=10*314.16*cos(314.16*t1); //i1 is derivatives of i wrt t;
disp('i) Current = '+string (i1)+'A ');
i2=10*314.16*cos(314.16*t2);
disp('ii) Current = '+string (i2)+'A ');
i3=10*314.16*cos(314.16*t3);
disp('iii) Current = '+string (i3)+'A ');
|
e70d4fd3ba56f0e759c3af6153334cf2c3cd3fe0
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1427/CH34/EX34.25/34_25.sce
|
e803d0ae12257e5b50a7ed545088b64d6630a212
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 219 |
sce
|
34_25.sce
|
//ques-34.25
//Calculating concentration of a substance
clc
EC=14000;//molar absorptivity
l=1;//thickness (in cm)
A=0.85;//absorbance
C=A/(EC*l);
printf("The concentration of the given substance is %.7f M.",C);
|
4dde1efa2118013ad334345fb59680d75fce8d3a
|
cb8badb7b62f46da3dd1b582c4186b5b2829d5af
|
/macros/Sources/CURVE_c.sci
|
d5c87f61dc1e891246573810ffee5d5ad16b691d
|
[
"MIT"
] |
permissive
|
FOSSEE/xcos_on_cloud
|
e3cf7ff202a1628a875484774c87936fbd8696cf
|
e981d77e0c96ab5db0e01755a2531d878864266f
|
refs/heads/master
| 2023-05-12T12:12:08.955522 | 2023-02-16T10:25:15 | 2023-02-16T10:25:15 | 99,215,141 | 12 | 31 |
MIT
| 2023-05-02T00:18:57 | 2017-08-03T09:24:23 |
JavaScript
|
UTF-8
|
Scilab
| false | false | 39,684 |
sci
|
CURVE_c.sci
|
// Scicos
//
// Copyright (C) INRIA - Masoud Najafi <masoud.najafi@inria.fr>
// Serge Steer <serge.steer@inria.fr> 1993
// Habib Jreij 1993
//
// This program is free software; you can redistribute it and/or modify
// it under the terms of the GNU General Public License as published by
// the Free Software Foundation; either version 2 of the License, or
// (at your option) any later version.
//
// This program is distributed in the hope that it will be useful,
// but WITHOUT ANY WARRANTY; without even the implied warranty of
// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
// GNU General Public License for more details.
//
// You should have received a copy of the GNU General Public License
// along with this program; if not, write to the Free Software
// Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA.
//
// See the file ../license.txt
//
function [x,y,typ]=CURVE_c(job,arg1,arg2)
//** 07/01/2008 : Adapted fot Scilab 5.0 by Simone Mannori
x=[];
y=[];
typ=[];
select job
case "set" then
x = arg1;
model = arg1.model;
graphics = arg1.graphics;
exprs = graphics.exprs;
ok = %f;
SaveExit = %f;
while %t do
Ask_again = %f;
[ok,Method,xx,yy,PeriodicOption,graf,exprs] = scicos_getvalue("Spline data",["Spline"+...
" Method (0..7)";"x";"y";"Periodic signal(y/n)?";"Launch"+...
" graphic window(y/n)?"],list("vec",1,"vec",-1, ...
"vec",-1,"str",1,"str",1),exprs)
if ~ok then
break;
end
if PeriodicOption=="y" | PeriodicOption=="Y" then
PO=1;
else
exprs(4)="n";
PO=0;
end
mtd=int(Method);
if mtd<0 then
mtd=0
end;
if mtd>7 then
mtd=7;
end
METHOD = getmethod(mtd);
if ~Ask_again then
xx=xx(:);
yy=yy(:);
[nx,mx] = size(xx);
[ny,my]=size(yy);
if ~((nx==ny)&(mx==my)) then
messagebox("Incompatible size of [x] and [y]","modal","error");
Ask_again = %t;
end
end
if ~Ask_again then //+++++++++++++++++++++++++++++++++++++++
xy = [xx,yy];
[xy] = cleandata(xy); // just for sorting to be able to compare data before and after poke_point(.)
N= size(xy,"r");
exprs(5)="n";// exprs.graf='n'
if graf=="y" | graf=="Y" then //_______Graphic editor___________
ipar=[N;mtd;PO];
rpar=[];
if (winsid() == []) then
curwin = 0;
else
curwin = max(winsid())+1; //** prepare a brand new win
end
//** see below in this file; "poke_point" is very similar to "edit_curv"
[orpar,oipar,ok] = poke_point(xy,ipar,rpar); //** HERE WE ARE +++++++++++++++++++++++++++++++++++
if ~ok then
break;
end;// exit without save
// verifying the data change
N2=oipar(1);
xy2=[orpar(1:N2),orpar(N2+1:2*N2)];
New_methhod=oipar(2);
DChange=%f;
METHOD=getmethod(New_methhod);
if or(xy(:,1)<>xy2(:,1)) then,
DChange=%t;
end
if or(xy(1:N-1,2)<>xy2(1:N2-1,2)) then,
DChange=%t;
end
if (xy(N,2)<>xy2(N2,2) & (METHOD<>"periodic")) then,
DChange=%t;
end
if DChange then
exprs(2)=strcat(sci2exp(xy2(:,1)))
exprs(3)=strcat(sci2exp(xy2(:,2)))
end
exprs(1)=sci2exp(New_methhod);
if oipar(3)==1 then,
perop="y";
else,
perop="n";
end
exprs(4)=perop;
SaveExit=%t
else//_____________________No graphics__________________________
[Xdummy,Ydummy,orpar]=Do_Spline(N,mtd,xy(:,1),xy(:,2));
if (METHOD=="periodic") then // periodic spline
xy(N,2)=xy(1,2);
end
if (METHOD=="order 2" | METHOD=="not_a_knot"|METHOD=="periodic" | METHOD=="monotone"| METHOD=="fast" | METHOD=="clamped") then
orpar=[xy(:,1);xy(:,2);orpar];
else
if (METHOD=="zero order"|METHOD=="linear")
orpar=[xy(:,1);xy(:,2);]
end
end
exprs(1)=sci2exp(mtd);// pour le cas methode>7 | method<0
oipar=[N;mtd;PO]
SaveExit=%t
end //___________________________________________________________
end //++++++++++++++++++++++++++++++++++++++++++++++++++++++
if (SaveExit) then
xp=find(orpar(1:oipar(1))>=0);
if (xp<>[]) then
model.firing=orpar(xp(1)); //first positive event
else
model.firing=-1;
end
model.rpar=orpar
model.ipar=oipar
graphics.exprs=exprs;
x.model=model
x.graphics=graphics
break
end
end
case "define" then
model=scicos_model()
xx=[0, 1, 2];
yy=[10, 20, -30];
N=3;
Method=3;
PeriodicOption="y";
Graf="n"
model.sim=list("curve_c",4)
model.in=[]
model.out=1
model.rpar=[xx(:);yy(:)]
model.ipar=[N;Method;1]
model.blocktype="c"
model.dep_ut=[%f %t]
model.evtin=1
model.evtout=1
model.firing=0
exprs=[sci2exp(Method);sci2exp(xx);sci2exp(yy);PeriodicOption;Graf]
gr_i=[]
x=standard_define([2 2],model,exprs,gr_i)
end
endfunction
function [rpar,ipar,ok] = poke_point(ixy,iparin,rparin)
[lhs,rhs]=argn(0)
//** get_click is already defined in "editi_curv"
//in line definition of get_click
deff("[btn,xc,yc,win,Cmenu]=get_click(flag)",[
"if ~or(winsid() == curwin) then Cmenu = ''Quit'';return,end,";
"if argn(2) == 1 then";
" [btn, xc, yc, win, str] = xclick(flag);";
"else";
" [btn, xc, yc, win, str] = xclick();";
"end;";
"if btn == -1000 then";
" if win == curwin then";
" Cmenu = ''Quit'';";
" else";
" Cmenu = ''Open/Set'';";
" end,";
" return,";
"end";
"if btn == -2 then";
" xc = 0;yc = 0;";
" try " // added to handle unwanted menu actions in french version
" execstr(''Cmenu='' + part(str, 9:length(str) - 1));";
" execstr(''Cmenu='' + Cmenu);";
" catch"
" Cmenu=[]"
" end "
" return,";
"end";
"Cmenu=[]"])
ok = %f
if rhs==0 then
ixy=[];
end;
if size(xy,"c")<2 then
xinfo(" No [y] is provided");
return
end
[xy] = cleandata(ixy)
N = size(xy,"r");
if rhs<=1 then
NOrder = 1;
PeridicOption = 0;
ipar = [N;NOrder;PeridicOption]
rpar = []
else
if rhs==2 then
NOrder = iparin(2);
PeridicOption = iparin(3);
ipar = iparin;
rpar = [];
else
if rhs==3 then
NOrder = iparin(2);
PeridicOption = iparin(3);
ipar = iparin;
rpar = rparin
end
end //** ???
end //** ???
Amp=[];
wp=[];
phase=[];
offset=[];
np1=[];
Sin_exprs = list(string(Amp),string(wp), string(phase),string(offset),string(np1));
sAmp=[];
sTp=[];
sdelay=[];
Sawt1_exprs = list(string(sAmp),string(sTp),string(sdelay));
sAmp2=[];
sTp2 = [];
Sawt2_exprs = list(string(sAmp2),string(sTp2));
Amp3=[];
Tp3=[];
Pw3=[];
Pd3=[];
Bias3=[];
Pulse_exprs=list(string(Amp3), string(Tp3),string(Pw3),string(Pd3),string(Bias3))
mean4=[];
var4=[];
seed4=[];
sample4=[];
np4=[];
random_n_exprs=list(string(mean4),string(var4), string(seed4),string(sample4),string(np4))
min5=[];
max5=[];
seed5=[];
sample5=[];
np5=[];
random_u_exprs=list(string(min5), string(max5), string(seed5),string(sample5),string(np5))
// bornes initiales du graphique
xmx = max(xy(:,1));
xmn=min(xy(:,1)),
xmn=max(xmn,0);
ymx = max(xy(:,2));
ymn=min(xy(:,2));
dx = xmx-xmn;
dy = ymx-ymn
if dx==0 then
dx=max(xmx/2,1),
end;
xmx = xmx+dx/50;
if dy==0 then
dy=max(ymx/2,1),
end;
ymn = ymn-dy/50;
ymx = ymx+dy/50;
rect = [xmn,ymn;xmx,ymx];
// initial draw
f = scf(curwin);
menu_r = [];
menu_s = [];
menu_o = ["zero order","linear","order 2","not_a_knot","periodic","monotone","fast","clamped"]
menu_d = ["Clear","Data Bounds","Load from text file","Save to text file","Load from Excel","Periodic signal"]
menu_t=["sine","sawtooth1","sawtooth2","pulse","random normal","random uniform"]
menu_e=["Help","Exit without save","Save/Exit"]
MENU=["Autoscale","Spline","Data","Standards","Exit"];
menus = list(MENU,menu_s,menu_o,menu_d,menu_t,menu_e);
scam="menus(1)(1)"
w="menus(3)(";
r=")";
Orderm=w(ones(menu_o))+string(1:size(menu_o,"*"))+r(ones(menu_o))
w="menus(4)(";
r=")";
Datam=w(ones(menu_d))+string(1:size(menu_d,"*"))+r(ones(menu_d))
w="menus(5)(";
r=")";
Standm=w(ones(menu_t))+string(1:size(menu_t,"*"))+r(ones(menu_t))
w="menus(6)(";
r=")";
Exitm=w(ones(menu_e))+string(1:size(menu_e,"*"))+r(ones(menu_e))
execstr("Autoscale_"+string(curwin)+"=scam")
execstr("Spline_"+string(curwin)+"=Orderm")
execstr("Data_"+string(curwin)+"=Datam")
execstr("Standards_"+string(curwin)+"=Standm")
execstr("Exit_"+string(curwin)+"=Exitm")
addmenu(curwin,MENU(1))
addmenu(curwin,MENU(2),menu_o)
addmenu(curwin,MENU(3),menu_d)
addmenu(curwin,MENU(4),menu_t)
addmenu(curwin,MENU(5),menu_e)
//===================================================================
drawlater();
a = gca();
a.data_bounds = rect;
a.axes_visible = "on";
a.clip_state = "on";
xtitle( "", "time", "Output" ) ;
a.title.font_size=2;
a.title.font_style=4;
a.title.foreground=2;
a.grid=[2 2];
xpolys(xy(:,1),xy(:,2),[-1]); //children(2)
xpolys(xy(:,1),xy(:,2),[5]); //children(1)
splines = a.children(1).children
points = a.children(2).children
//---------------------------------------
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
drawnow();
// -- boucle principale
lines(0);
while %t then //=================================================
N = size(xy,"r");
[btn,xc,yc,win,Cmenu] = get_click(); //** see
if ((win>0) & (win<>curwin)) then
Cmenu="Mouse click is Offside!";
end
if Cmenu==[] then
Cmenu="edit",
end
if (Cmenu=="Exit") |(Cmenu=="Quit" ) then,
ipar=[];
rpar=[];
ok=%f;
return;
end
//-------------------------------------------------------------------
if ((Cmenu=="zero order") | (Cmenu=="linear") | (Cmenu=="order 2")| ...
(Cmenu=="not_a_knot")| (Cmenu=="periodic")| (Cmenu=="monotone")| ...
(Cmenu=="fast")| (Cmenu=="clamped")) then
select Cmenu
case "zero order" then
NOrder=0;
case "linear" then
NOrder=1;
case "order 2" then
NOrder=2;
case "not_a_knot" then
NOrder=3;
case "periodic" then
NOrder=4;
case "monotone" then
NOrder=5;
case "fast" then
NOrder=6;
case "clamped" then
NOrder=7;
end
ipar(2)=NOrder;
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
end
//-------------------------------------------------------------------
select Cmenu
case "Data Bounds" then
rectx=findrect(a);
[mok, xmn1, xmx1, ymn1, ymx1] = scicos_getvalue("Enter new bounds",["xmin";"xmax"; "ymin";"ymax"], ..
list("vec", 1,"vec", 1,"vec", 1,"vec", 1), string(rectx(:)))
//drawlater();
if mok then
if (xmn1 > xmx1 | ymn1 > ymx1) then
xinfo("Incorrect bounds")
mok=%f;
end
if xmn1<0 then
xinfo("X should be positive")
mok=%f;
end
if mok then
a.data_bounds=[xmn1, ymn1; xmx1, ymx1];
end
end
//drawnow();
//-------------------------------------------------------------------
case "Autoscale" then
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
//-------------------------------------------------------------------
case "Periodic signal" then
if PeridicOption==1 then,
ans0="y",
else,
ans0="n",
end;
[mok,myans]=scicos_getvalue("Generating periodic signal",["y/n"],list("str",1),list(ans0));
if ((myans=="y")|(myans=="Y")) then,
PeridicOption=1,
else,
PeridicOption=0;
end;
ipar(3)=PeridicOption;
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
//-------------------------------------------------------------------
case "sine" then
[mok,Amp,wp,phase,offset,np1,Sin_exprs2]=scicos_getvalue(" Sine parameters", ...
["Amplitude";"Frequency(rad/sec)"; ...
"Phase(rad)";"Bias";"number of points"],list("vec",1,"vec",1,"vec",1, ...
"vec",1,"vec",1),Sin_exprs)
if np1< 2 then
np1=2;
end
if mok & wp>0 then
NOrder=3;
ipar(2)=NOrder;
phase=atan(tan(phase));
xt=linspace(0,%pi*2/wp,np1)';
yt=Amp*sin(wp*xt+phase)+offset;
xy=[xt,yt];
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
Sin_exprs=Sin_exprs2
end
//-------------------------------------------------------------------
case "sawtooth1" then
[mok,sAmp,sTp,sdelay,Sawt1_exprs2]=scicos_getvalue("Sawtooth signal parameters", ...
["Amplitude";"Period";"delay"], ...
list("vec",1,"vec",1,"vec",1),Sawt1_exprs)
if mok & sTp>0 then
NOrder=1;
ipar(2)=NOrder;
if sdelay<sTp then
xt=[0;sdelay;sTp];
yt=[0;0;sAmp];
else
xt=[0];
yt=[0];
end
xy=[xt,yt];
[rpar,ipar]=AutoScale(a,xy,ipar,rpar);
Sawt1_exprs=Sawt1_exprs2
end
//-------------------------------------------------------------------
case "sawtooth2" then
[mok,sAmp2,sTp2,Sawt2_exprs2]=scicos_getvalue("Sawtooth signal parameters", ...
["Amplitude";"Period"],list("vec",1,"vec",1),Sawt2_exprs)
if mok & sTp2>0 then
NOrder=1;
ipar(2)=NOrder;
xt=[0;sTp2];
yt=[sAmp2;-sAmp2];
xy=[xt,yt];
[rpar,ipar]=AutoScale(a,xy,ipar,rpar);
Sawt2_exprs=Sawt2_exprs2
end
//-------------------------------------------------------------------
case "pulse" then
[mok,Amp3,Tp3,Pw3,Pd3,Bias3,Pulse_exprs2] = scicos_getvalue("Square wave pulse signal", ...
["Amplitude";"Period (sec)";"Pulse width(% o"+...
"f period)";"Phase delay (sec)";"Bias"],list("vec",1, ...
"vec",1,"vec",1,"vec",1,"vec",1),Pulse_exprs);
if mok & Tp3>0 then
NOrder=0;
ipar(2)=NOrder;
if (Pd3>0) then
xt=0;
yt=Bias3;
else
xt=[];
yt=[];
end
//otherwise there would be double points at 0
if Pd3<Tp3 then
if Pw3>0 then
xt=[xt;Pd3; Pw3*Tp3/100+Pd3;Tp3];
yt=[yt;Amp3+Bias3;Bias3;Bias3];
else
xt=[0;Tp3];yt=[Bias3;Bias3];
end
else
xt=[0;Tp3];yt=[Bias3;Bias3];
end
xy=[xt,yt];
[rpar,ipar]=AutoScale(a,xy,ipar,rpar);
Pulse_exprs=Pulse_exprs2;
end
//-------------------------------------------------------------------
case "random normal" then
[mok,mean4,var4,seed4,sample4,np4,random_n_exprs2]=scicos_getvalue("Normal (Gaussian) random signal", ...
["Mean";"Variance";"Initial seed";"Sample time";"Number of points"],list("vec",1, ...
"vec",1,"vec",1,"vec", ...
1,"vec",1),random_n_exprs)
if mok & sample4>0 then
NOrder=0;
ipar(2)=NOrder;
rand("normal");
rand("seed",seed4);
xt=0:sample4:sample4*(np4-1);
xt=xt(:);
yt=mean4+sqrt(var4)*rand(np4,1);
xy=[xt,yt];
[rpar,ipar]=AutoScale(a,xy,ipar,rpar);
random_n_exprs2=random_n_exprs;
end
//-------------------------------------------------------------------
case "random uniform" then
[mok,min5,max5,seed5,sample5,np5,random_u_exprs2]=scicos_getvalue("Uniform random signal", ...
["Minimum";"Maximum";"Initial seed";"Sample time";"Number of points"],list("vec",1, ...
"vec",1,"vec",1,"vec", ...
1,"vec",1),random_u_exprs)
if mok & sample5>0 then
NOrder=0;
ipar(2)=NOrder;
rand("uniform");
rand("seed",seed5);
xt=0:sample5:sample5*(np5-1);
xt=xt(:);
yt=min5+(max5-min5)*rand(np5,1);
xy=[xt,yt];
[rpar,ipar]=AutoScale(a,xy,ipar,rpar);
random_u_exprs2=random_u_exprs;
end
//-------------------------------------------------------------------
case "Save/Exit" then
NOrder=ipar(2);
PeridicOption=ipar(3);
METHOD=getmethod(NOrder);
if (METHOD=="periodic") then // periodic spline
xy(N,2)=xy(1,2);
end
if (METHOD=="order 2" | METHOD=="not_a_knot"|METHOD=="periodic" | METHOD=="monotone"| METHOD=="fast" | METHOD=="clamped") then
rpar=[xy(:,1);xy(:,2);rpar];
else
if (METHOD=="zero order"|METHOD=="linear")
rpar=[xy(:,1);xy(:,2);]
end
end
ok=%t
delete(f);
return
//-------------------------------------------------------------------
case "Exit without save" then
ipar=[];
rpar=[];
ok=%f
delete(f);
return
//-------------------------------------------------------------------
case "Clear" then
xy=[0,0];
NOrder=0;
ipar(2)=NOrder;
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
//----------------------------------------------------------------
case "Edit text data NOT IN USE" then
// editvar xy;
[mok,xt,yt]=scicos_getvalue("Enter x and y data",["x";"y"],list("vec",-1,"vec",-1),list(strcat(sci2exp(xy(:,1))),strcat(sci2exp(xy(:,2)))));
if mok then,
xy=[xt,yt];
[xy]=cleandata(xy),
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
end
//---------------------------------------------------------------
case "Help" then
t1="Mouse-left click: adding a new point"
t2="Mouse-right click: remove a point"
t3="Mouse-left double click: edit a point''s coordinates"
t4="Mouse-left button press/drag/release: move a point"
t5="Change the window size: ''Data'' menu -> ''Databounds''"
messagebox([t1;t2;t3;t4;t5],"modal","info");
//---------------------------------------------------------------
case "Load from Excel" then
[tok,xytt]=ReadExcel()
if tok then
xy=xytt;
NOrder=1
ipar(2)=NOrder;
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
end
//---------------------------------------------------------------
case "Load from text file" then
[tok,xytt]=ReadFromFile()
if tok then
xy=xytt;
NOrder=1
ipar(2)=NOrder;
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
end
//---------------------------------------------------------------
case "Save to text file" then
[sok]=SaveToFile(xy)
//---------------------------------------------------------------
case "Replot" then
if xy<>[] then
drawlater();
points.data=xy;
[rpar,ipar]=drawSplin(a,xy,ipar,rpar);
drawnow()
end
//----------------------------------------------------------
case "edit" then
HIT=%f
if N<>0 then
xt=xy(:,1);
yt=xy(:,2);
dist=((xt-ones(N,1)*xc))^2+((yt-ones(N,1)*yc))^2
[dca,k]=min(dist);
rectx=a.data_bounds;
ex=abs(rectx(2,1)-rectx(1,1))/80;
ey=abs(rectx(2,2)-rectx(1,2))/80;
if (abs(xc-xt(k))<ex & abs(yc-yt(k))<ey) then
HIT=%t
end
end
//_________________________
// if ~((NOrder==-1|NOrder==-2|NOrder==-3|NOrder==-4)) then
if (~HIT)&(btn==0 | btn==3) then // add point
if (xc>=0) then
if (xc==0) then
zz=find(x==0);
xy(zz,:)=[];
end
xy=[xy;xc,yc];
[xtt,k2]=gsort(xy(:,1),"r","i");xy=xy(k2,:)
drawlater();
points.data=xy;
[rpar,ipar]=drawSplin(a,xy,ipar,rpar);
drawnow();
end
end
if (HIT)&(btn==2 | btn==5) then // remove point
if (xy(k,1)>0) |( xy(k,1)==0 & (size(find(xy(:,1)==0),"*")>1)) then
xy(k,:)=[];
end
drawlater();
points.data = xy;
[rpar,ipar] = drawSplin(a,xy,ipar,rpar);
drawnow();
end
if (HIT)&(btn==0) then // move point
[xy,rpar,ipar] = movept(a,xy,ipar,rpar,k)
end
if (HIT)&(btn==10) then // change data:: double click
[mok,xt,yt]=scicos_getvalue("Enter new x and y",["x";"y"],...
list("vec",1,"vec",1),list(sci2exp(xy(k,1)),sci2exp(xy(k,2))));
if mok then
xy(k,:) = [xt,yt];
[xy] = cleandata(xy)
drawlater();
points.data=xy;
[rpar,ipar]=AutoScale(a,xy,ipar,rpar)
drawnow()
end
end
// end
//_________________________________
end
//----------------------------------------------------------
end
endfunction
//========================================================================
function [orpar,oipar] = drawSplin(a,xy,iipar,irpar)
N=size(xy,"r");// new size of xy
x=xy(:,1);
y=xy(:,2);
points=a.children(2).children
splines=a.children(1).children
order=iipar(2);
periodicoption=iipar(3);
orpar=irpar;
METHOD=getmethod(order);
if periodicoption==1 then
PERIODIC="periodic, T="+string(x(N)-x(1));
else
PERIODIC="aperiodic";
end
a.title.text=[string(N)+" points, "+"Method: "+METHOD+", "+PERIODIC];
if (N==0) then,
return;
end
if (N==1) then,
order=0;
end
// NP=50;// number of intermediate points between two data points
[X,Y,orpar]=Do_Spline(N,order,x,y);
if (periodicoption==1) then
X=[X;X($)];
Y=[Y;Y(1)];
else
xmx=max(points.data(:,1)); xmn=min(points.data(:,1));
XMX=max(0,xmx);
XMN=max(0,xmn);
xmx1=max(a.x_ticks.locations)
XMX=max(XMX,xmx1);
X=[X;XMX];
Y=[Y;Y($)];
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
splines.data=[X,Y];
oipar=[N;iipar(2);periodicoption]
endfunction
//=============================================================
function [xyt,orpar,oipar]=movept(a,xy,iipar,irpar,k)
//on bouge un point existant
points=a.children(2).children
splines=a.children(1).children
oipar=iipar
orpar=irpar
order=iipar(2);
x=xy(:,1);
y=xy(:,2);
if (x(k)==0) then
zz=find(x==0);
x(zz)=[];
y(zz)=[];
ZERO_POINT=%t
else
x(k)=[];
y(k)=[];
ZERO_POINT=%f
end
btn=-1
while ~(btn==3 | btn==0| btn==10| btn==-5)
rep=xgetmouse([%t %t]); xc=rep(1);yc=rep(2);btn=rep(3);
if (ZERO_POINT) then
xc=0;
else
if (xc<=0) then
zz=find(x==0);
x(zz)=[];
y(zz)=[];
ZERO_POINT=%t;
xc=0;
end
end
xt=[x;xc];
yt=[y;yc];
[xt,k2]=gsort(xt,"r","i");yt=yt(k2)
xyt=[xt,yt];
drawlater();
points.data=xyt;
[orpar,oipar]=drawSplin(a,xyt,oipar,orpar);
drawnow()
end
endfunction
//==========================================================
function rectx = findrect(a)
splines=a.children(1).children
points=a.children(2).children
if (points.data==[]) then
rectx=a.data_bounds;
return;
end
ymx1=max(splines.data(:,2));
ymn1=min(splines.data(:,2))
xmx=max(points.data(:,1));
xmn=min(points.data(:,1));
ymx=max(points.data(:,2));
ymn=min(points.data(:,2));
XMX=max(0,xmx);
XMN=max(0,xmn);
YMX=max(ymx,ymx1);
YMN=min(ymn,ymn1);
dx=XMX-XMN;
dy=YMX-YMN
if dx==0 then
dx=max(XMX/2,1),
end;
XMX=XMX+dx/50
if dy==0 then
dy=max(YMX/2,1),
end;
YMN=YMN-dy/50;
YMX=YMX+dy/50;
rectx=[XMN,YMN;XMX,YMX];
endfunction
//============================================================
function [tok,xyo]=ReadExcel()
TA=["A";"B";"C";"D";"E";"F";"G";"H";"I";"J";"K";"L";"M";"N";"O";"P"; ...
"Q";"R";"S";"T";"U";"V";"W";"X";"Y";"Z";"a";"b";"c";"d";"e";"f"; ...
"g";"h";"i";"j";"k";"l";"m";"n";"o";"p";"q";"r";"s";"t";"u";"v"; ...
"w";"x";"y";"z"];
TN=["0","1","2","3","4","5","6","7","8","9"];
xyo=[];
tok=%f;
while %t
[zok,filen,sheetN,xa,ya]=scicos_getvalue("Excel data file ",["Filename";"Sheet #"+...
" ";"X[start:Stop]";"Y[start:stop]"],list("str",1, ...
"vec",1,"str",1, ...
"str",1), ...
list(["Classeur1.xls"],["1"],["C5:C25"],["D5:D25"]));
if ~zok then
break,
end
try
[fd,SST,Sheetnames,Sheetpos] = xls_open(filen);
catch
xinfo("Scicos cannot find the excel file:"+filen);
break;
end
try
N=size(Sheetnames,"*");
if ((sheetN<=N) &(sheetN>0)) then
[Value,TextInd] = xls_read(fd,Sheetpos(sheetN))
mclose(fd)
end
xa=strsubst(xa," ","");
px=strindex(xa,":");
ya=strsubst(ya," ","");
py=strindex(ya,":");
x1=part(xa,1:px-1);
x2=part(xa,px+1:length(xa));
y1=part(ya,1:py-1);
y2=part(ya,py+1:length(ya));
x1p=min(strindex(x1,TN));
if x1p==[] then,
xinfo("Bad address in X:"+x1);
break,
end
x11=part(x1,1:x1p-1);
x12=part(x1,x1p:length(x1));
x2p=min(strindex(x2,TN));
if x2p==[] then,
xinfo("Bad address in X:"+x2);
break, end
x21=par
t(x2,1:x2p-1);
x22=part(x2,x2p:length(x2));
y1p=min(strindex(y1,TN));
if y1p==[] then,
xinfo("Bad address in Y:"+y1);
break,
end
y11=part(y1,1:y1p-1);
y12=part(y1,y1p:length(y1));
y2p=min(strindex(y2,TN));
if y2p==[] then,
xinfo("Bad address in Y:"+y2);
break,
end
y21=part(y2,1:y2p-1);
y22=part(y2,y2p:length(y2));
// x11 x12: x21 x22
lx11=length(x11);
lx21=length(x21);
ly11=length(y11);
ly21=length(y21)
xstC=0;
for i=1:lx11,
xstC=xstC+modulo(find(TA==part(x11,lx11-i+1)),26)*26^(i-1);
end
xenC=0;
for i=1:lx21,
xenC=xenC+modulo(find(TA==part(x21,lx21-i+1)),26)*26^(i-1);
end
ystC=0;
for i=1:ly11,
ystC=ystC+modulo(find(TA==part(y11,ly11-i+1)),26)*26^(i-1);
end
yenC=0;
for i=1:ly11,
yenC=yenC+modulo(find(TA==part(y21,ly21-i+1)),26)*26^(i-1);
end
xstR=evstr(x12);
xenR=evstr(x22);
ystR=evstr(y12);
yenR=evstr(y22);
[mv,nv]=size(Value)
if ~(xstR<=mv & xstR>0 & xenR<=mv & xenR>0&ystR<=mv & ystR>0¥R<=mv¥R>0 ) then
xinfo("error in Row data addresses");
break
end
if ~(xstC<=nv & xstC>0 & xenC<=nv & xenC>0&ystC<=nv & ystC>0¥C<=nv¥C>0 ) then
xinfo("error in Column data addresses");
break
end
xo=Value(min(xstR,xenR):max(xstR,xenR),min(xstC,xenC):max(xstC,xenC));
yo=Value(min(ystR,yenR):max(ystR,yenR),min(ystC,yenC):max(ystC,yenC));
[nx,mx]=size(xo);// adjusting the x and y size
[ny,my]=size(yo);
N=min(nx,ny);
xo=xo(1:N,:);
yo=yo(1:N,:);
xyo=[xo,yo];
[xyo]=cleandata(xyo)
tok=%t;
break,
catch
xinfo(" Scicos cannot read your Excel file, please verify"+...
" the parameters ");
break
end
end
endfunction
//---------------------------------------------------------------
function [xyo]=cleandata(xye)
xe=xye(:,1)
ye=xye(:,2)
[nx,mx]=size(xe);// adjusting the x and y size
[ny,my]=size(ye);
N=min(nx,ny);
xe=xe(1:N,:);
ye=ye(1:N,:);
// checking for NULL data
for i=1:N
if (xe(i)<>xe(i)) then
xinfo("x contains no data:x("+string(i)+")");
return;
end
if (ye(i)<>ye(i)) then
xinfo("Y contains no data:y("+string(i)+")");
return;
end
end
zz=find(xe<0);
xe(zz)=[];
ye(zz)=[]
if (find(xe==0)==[]) then // add zero point
xe($+1)=0;
ye($+1)=0;
end
[xo,k2]=gsort(xe,"r","i");
yo=ye(k2)
xyo=[xo,yo];
endfunction
//---------------------------------------------------------------
function [orpar,oipar] = AutoScale(a,xy,inipar,inrpar)
drawlater();
oipar = inipar
orpar = inrpar
points = a.children(2).children
splines = a.children(1).children
points.data = xy;
splines.data = xy;
[orpar,oipar] = drawSplin(a,xy,oipar,orpar);
rectx=findrect(a);
a.data_bounds = rectx;
drawnow()
endfunction
//============================
function METHOD = getmethod(order)
select order
case 0 then,
METHOD="zero order"
case 1 then,
METHOD="linear"
case 2 then,
METHOD="order 2"
case 3 then,
METHOD="not_a_knot"
case 4 then,
METHOD="periodic"
case 5 then,
METHOD="monotone"
case 6 then,
METHOD="fast"
case 7 then,
METHOD="clamped"
end
endfunction
//=======================================
function [sok,xye] = ReadFromFile()
xye=[];sok=%f;
while %t
[sok,filen,Cformat,Cx,Cy]=scicos_getvalue("Text data file ",["Filename";"Reading [C] f"+...
"ormat";"Abscissa column";"Output"+...
" column"],list("str",1,"str",1,"vec",1,"vec",1), ...
list(["mydatafile.dat"],["%g %g"],["1"],["2"]));
if ~sok then
break,
end
px=strindex(Cformat,"%");
NC=size(px,"*");
if NC==[] then,
xinfo("Bad format in reading data file");
sok=%f;
break;
end
Lx=[];
try
fd=mopen(filen,"r");
Lx=mfscanf(-1,fd,Cformat);
mclose(fd);
catch
xinfo("Scicos cannot open the data file: " + filen);
break;
end
[nD,mD] = size(Lx);
if ((mD==0) | (nD==0)) then,
xinfo("No data read");
sok=%f;
break;
end
if (mD<>NC) then,
xinfo("Bad format");
sok=%f;
break;
end
xe=Lx(:,Cx);
ye=Lx(:,Cy);
xye=[xe,ye];
[xye]=cleandata(xye)
sok=%t;
break,
end
endfunction
//=======================================
function [sok]=SaveToFile(xye)
xe=xye(:,1)
ye=xye(:,2)
sok=%f;
while %t
[sok,filen,Cformat]=scicos_getvalue("Text data file ",["Filename";"Writing [C] f"+...
"ormat"],list("str",1,"str",1), ...
list(["mydatafile.dat"],["%g %g"]));
if ~sok then
break,
end
px=strindex(Cformat,"%");
NC=size(px,"*");
if NC<>2 then,
xinfo("Bad format in writing data file");
sok=%f;
break;
end
Cformat=Cformat+"\n";
try
fd=mopen(filen,"w");
mfprintf(fd,Cformat,xe,ye);
mclose(fd);
catch
xinfo("Scicos cannot open the data file:"+filen);
break;
end
sok=%t;
break,
end
endfunction
//=========================================================
function [X,Y,orpar]=Do_Spline(N,order,x,y)
X=[];
Y=[];
orpar=[];
METHOD=getmethod(order);
if (METHOD=="zero order") then
X=x(1);
Y=y(1);
for i=1:N-1
X=[X;x(i);x(i+1);x(i+1)];
Y=[Y;y(i);y(i);y(i+1)];
end
return
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (METHOD=="linear") then
X=[];
for i=1:N
X=[X;x(i)];
Y=[Y;y(i)];
end
return
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (N<25) then
NP=10;
else
if (N<50) then
NP=5;
else
if (N<100) then
NP=2;
else
if (N<200) then
NP=1;
else
NP=0;
end;
end;
end;
end
for i=1:N-1
X=[X;linspace(x(i),x(i+1),NP+2)']; // pour tous sauf "linear" et "zero order"
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (N>2) & (METHOD=="order 2") then
Z=ORDER2(x,y);
A=Z(1:N-1);
B=Z(N:2*N-2);
C=Z(2*N-1:3*N-3);
for j=1:size(X,"*")
for i=N-1:-1:1
if X(j)>=x(i) then,
break;
end
end
Y(j)=A(i)*(X(j)-x(i))^2+B(i)*(X(j)-x(i))+C(i);
end
orpar=matrix(Z,-1,1)
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (METHOD=="not_a_knot") then
try
d = splin(x, y, METHOD);
Y = interp(X, x, y, d);
orpar=d(:);
catch
xinfo("ERROR in SPLINE: "+METHOD)
end
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (METHOD=="periodic") then
if y(1)<>y(N) then
y(N)=y(1)
end
try
d = splin(x, y,METHOD);
Y = interp(X, x, y, d);
orpar=d(:);
catch
xinfo("ERROR in SPLINE: "+METHOD)
end
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (METHOD=="monotone" ) then
try
d = splin(x, y, METHOD);
Y = interp(X, x, y, d);
orpar=d(:);
catch
xinfo("ERROR in SPLINE: "+METHOD)
end
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (METHOD=="fast") then
try
d = splin(x, y, METHOD);
Y = interp(X, x, y, d);
orpar=d(:);
catch
xinfo("ERROR in SPLINE: "+METHOD)
end
end
//!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
if (METHOD=="clamped") then
try
d = splin(x, y, METHOD,[0;0]);
Y = interp(X, x, y, d);
orpar=d(:);
catch
xinfo("ERROR in SPLINE: "+METHOD)
end
end
endfunction
//=================================================
function [Z]=ORDER2(x,y)
N=size(x,"*")-1;
A=zeros(3*N-1,N*3);
B=zeros(3*N-1,1);
for i=1:N
j=3*(i-1)+1;
A(j,i+2*N)=1;
B(j)=y(i);
A(j+1,i)=(x(i+1)-x(i))^2;
A(j+1,i+N)=x(i+1)-x(i);
A(j+1,i+2*N)=1;
B(j+1)=y(i+1);
end
for i=1:N-1
j=3*(i-1)+1;
A(j+2,i)=2*(x(i+1)-x(i));
A(j+2,i+N)=1;
A(j+2,i+N+1)=-1;
end
Q=zeros(3*N,3*N);
for i=1:N
Q(i,i)=4*(x(i+1)-x(i))^2
Q(i,i+N)=2*(x(i+1)-x(i))
Q(i+N,i)=2*(x(i+1)-x(i))
Q(i+N,i+N)=1;
end
At=[Q,A';A,zeros(3*N-1,3*N-1)]
Bt=[zeros(3*N,1);B]
Zt=At\Bt;
Z=Zt(1:3*N,1)
endfunction
//===================================================
|
6c927a06f266edc1089f101ea313f45155e38434
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/866/CH4/EX4.3/4_3.sce
|
615e11edf95ee8f420ef6476586edf1050e8090d
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 474 |
sce
|
4_3.sce
|
clc
//initialisation of variables
Re= -4 //KN
Rh= -6 //KN
Ro= 2 //KN
x1= 1 //m
x2= 3 //m
x3= 5 //m
x4= 4 //m
//CALCULATIONS
Rb= (Ro*x1-Re*x2-Rh*x3)/8
Rav= (-Ro*x1-Re*x3-Rh*x2)/8
Rah= Ro
Fcf= (Rav+Re)/cosd(45)
Fcd= (-Re*x1-Rav*x4-Ro*x1)/x1
Fef= (Rav*x2+Ro*x1)/x1
//RESULTS
printf ('Rb= %.1f KN',Rb)
printf (' \n Rav=%.1f KN',Rav)
printf (' \n Rah=%.f KN',Rah)
printf (' \n Fcf=%.2f KN',Fcf)
printf (' \n Fcd=%.f KN',Fcd)
printf (' \n Fef=%.1f KN',Fef)
|
6e72ac62193f7dbcf5dffda247938fb353cf1b1d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1436/CH7/EX7.12/ex7_12.sce
|
b43c3d1f86980e90a27bbe44a740008e248856da
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 117 |
sce
|
ex7_12.sce
|
//Example 7.12, page no-443
clear
clc
i2=150
i1=125
m=(i2-i1)*100/i1
printf("Moisture percentage = %d%%",m)
|
f84f282410ede061c88cc00b02756a225a98d205
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3411/CH5/EX5.3.u1/Ex5_3_u1.sce
|
13d3d0f2079d8dd0be4811adc61102fe8501f5ae
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 372 |
sce
|
Ex5_3_u1.sce
|
//Example 5_3_u1
clc();
clear;
//To find the intercepts along the Y and Z axes
a=0.121 //units in nm
b=0.184 //units in nm
c=0.197 //units in nm
//Given miller indices are (2,3,1)
OA_OB=3/2
OA_OC=1/2
OB=(2/3)*b //units in nm
OC=2*c //units in nm
printf("The Intercepts along the Y and Z axes are OB=%.3fnm and OC=%.3fnm",OB,OC)
|
f36f7e9118a3c0e20261178bdc3e902ea3d0001f
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2870/CH3/EX3.9/Ex3_9.sce
|
3004a3bc985b4e734ab6a48263730137a9316f93
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,601 |
sce
|
Ex3_9.sce
|
clc;clear;
//Example 3.9
//part a
disp('Part a');
//given values
P=200;
x=0.6;
//from Table A-5
T=120.21;
uf=504.50;
ufg=2024.6;
//calcualtions
u=uf+(x*ufg);
disp(T,'temperature in Celcius ');
disp(u,'internal energy in kJ/kg');
disp('saturated liquid–vapor mixture at a pressure of 200 kPa');
//part b
disp('Part b');
//given values
T=125;
u=1600;
//from Table A–4
uf=524.83;
ug=2534.3;
//ug>u>ufg so its aturated liquid–vapor mixture
P=232.23;
//calculation
ufg=ug-uf;
x=(u-uf)/ufg;
disp(P,'Pressure in kPa');
disp(x,'x is');
disp('saturated liquid–vapor mixture at a temp of 125 of celcius');
//part c
disp('Part c');
//given values
P=1000;
u=2950;
//from Table A–6
uf=761.39;
ug=2582.8;
//u>ug so its superheated steam
T=395.2;
//calculation
disp(T,'temperature in Celcius');
disp('superheated vapor at 1MPa ');
//part d
disp('Part d');
//given values
T=75;
P=100;
//from Table A–5
Tsat=151.83;
//T<Tsat so it is a compressed liquid
//the given pressure is much lower than the lowest pressure value in the compressed liquid table i.e 5 MPa
//assuming, the compressed liquid as saturated liquid at the given temperature
//from Table A-4
u=313.99;
disp(u,'Internal energy in kJ/kg');
disp('the compressed liquid condition');
//Part e
disp('Part e');
//given values
P=850;
x=0;
//x=0 therefore it is a saturateed liquid condition
//from Table A-5
T=172.94;
u=731.00;
disp(T,'temperature in Celcius');
disp(u,'Internal energy in kJ/kg');
disp('saturateed liquid condition')
|
2eb8d97926e5a118db377eadcf834becd2ae495f
|
fdc5047b7bf8122bad1e621df236b0481226c36e
|
/exemplos/xls-link-0.5.0-src/tests/unit_tests/xls_GetData.tst
|
59fc71d8dab996eb9e58a3f8e9f0f7c4d1518eb7
|
[] |
no_license
|
jpbevila/virtualHartSci
|
aea3c6ba23d054670eb193f441ea7de982b531cc
|
a3f5be6041d230bd9f0fd67e5d7efa71f41cfca5
|
refs/heads/main
| 2023-07-26T23:05:28.044194 | 2021-09-09T11:50:59 | 2021-09-09T11:50:59 | null | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 5,571 |
tst
|
xls_GetData.tst
|
// ====================================================================
// Allan CORNET
// DIGITEO 2008 - 2010
// ====================================================================
// <-- CLI SHELL MODE -->
// ====================================================================
test_path = fullfile(xls_getRootPath(), "tests", "unit_tests");
assert_checkfalse(xls_IsExcelRunning());
r = xls_NewExcel();
assert_checktrue(r);
r = xls_Open(fullfile(test_path, "xls_GetData.xls"));
assert_checktrue(r);
r = xls_SetWorksheet(1);
assert_checktrue(r);
v = xls_GetData('A1');
assert_checkequal(type(v), 1);
assert_checkequal(v, 1);
v = xls_GetData('IntType');
assert_checkequal(type(v), 1);
assert_checkequal(v, 1);
v = xls_GetData('B4');
assert_checkequal(type(v), 1);
assert_checkequal(v, 1.2);
v = xls_GetData('DoubleType');
assert_checkequal(type(v), 1);
assert_checkequal(v, 1.2);
v = xls_GetData('A12');
assert_checkequal(type(v), 10);
assert_checkequal(v, 'Test');
v = xls_GetData('StringType');
assert_checkequal(type(v), 10);
assert_checkequal(v, 'Test');
v = xls_GetData('B13');
assert_checkequal(type(v), 1);
assert_checkequal(v, []);
v = xls_GetData('EmptyType');
assert_checkequal(type(v), 1);
assert_checkequal(v, []);
v = xls_GetData('A14');
assert_checkequal(type(v), 1);
assert_checkequal(v, 0.5625);
v = xls_GetData('TimeType');
assert_checkequal(type(v), 1);
assert_checkequal(v, 0.5625);
v = xls_GetData('A15');
assert_checkequal(type(v), 10);
if getlanguage() == "en_US" then
assert_checkequal(v, '8/12/1989');
else
assert_checkequal(v, '12/08/1989');
end
v = xls_GetData('DateType');
assert_checkequal(type(v), 10);
if getlanguage() == "en_US" then
assert_checkequal(v, '8/12/1989');
else
assert_checkequal(v, '12/08/1989');
end
v = xls_GetData('A16');
assert_checkequal(type(v), 1);
assert_checkequal(v, -1326.1);
v = xls_GetData('NegType');
assert_checkequal(type(v), 1);
assert_checkequal(v, -1326.1);
v = xls_GetData('A17');
assert_checkequal(type(v), 1);
assert_checkequal(v, 14);
v = xls_GetData('EuroType');
assert_checkequal(type(v), 1);
assert_checkequal(v, 14);
v = xls_GetData('A18');
assert_checkequal(type(v), 10);
if getlanguage() == "en_US" then
assert_checkequal(v, '3/14/2001');
else
assert_checkequal(v, '14/03/2001');
end
v = xls_GetData('DateType2');
assert_checkequal(type(v), 10);
if getlanguage() == "en_US" then
assert_checkequal(v, '3/14/2001');
else
assert_checkequal(v, '14/03/2001');
end
v = xls_GetData('A19');
assert_checkequal(type(v), 10);
assert_checkequal(v, '30/100');
v = xls_GetData('StringType2');
assert_checkequal(type(v), 10);
assert_checkequal(v, '30/100');
v = xls_GetData('A20');
assert_checkequal(type(v), 1);
assert_checkequal(v, 1.000D+99);
v = xls_GetData('ExpoType');
assert_checkequal(type(v), 1);
assert_checkequal(v, 1.000D+99);
v = xls_GetData('A21');
assert_checkequal(type(v), 1);
assert_checkequal(v, -1.000D-99);
v = xls_GetData('ExpoType2');
assert_checkequal(type(v), 1);
assert_checkequal(v, -1.000D-99);
v = xls_GetData('D1:G2');
assert_checkequal(type(v), 1);
assert_checkequal(size(v), [0 0]);
assert_checkequal(v, []);
v = xls_GetData('EmptyMatrixType');
assert_checkequal(type(v), 1);
assert_checkequal(size(v), [0 0]);
assert_checkequal(v, []);
ref_1 = [1 2 3;4 5 6];
v = xls_GetData('A1:C2');
assert_checkequal(type(v), 1);
assert_checkequal(size(v), [2 3]);
assert_checkequal(v, ref_1);
v = xls_GetData('IntMatrixType');
assert_checkequal(type(v), 1);
assert_checkequal(size(v), [2 3]);
assert_checkequal(v, ref_1);
ref_2 = [1.1 1.2 1.3;1.4 1.5 1.6];
v = xls_GetData('A4:C5');
assert_checkequal(type(v), 1);
assert_checkequal(size(v), [2 3]);
assert_checkequal(v, ref_2);
v = xls_GetData('DoubleMatrixType');
assert_checkequal(type(v), 1);
assert_checkequal(size(v), [2 3]);
assert_checkequal(v, ref_2);
ref_3 = [ 'A' 'B' 'C';'D' 'E' 'F';'G' 'H' 'I'];
v = xls_GetData('E7:G9');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [3 3]);
assert_checkequal(v, ref_3);
v = xls_GetData('StringMatrixType');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [3 3]);
assert_checkequal(v, ref_3);
ref_4 = [string(ref_1); '' '' '' ;string(ref_2)];
if getlanguage() <> "en_US" then
ref_4 = strsubst(ref_4,'.',',');
end
v = xls_GetData('A1:C5');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [5 3]);
assert_checkequal(v, ref_4);
v = xls_GetData('BigDoubleMatrixType');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [5 3]);
assert_checkequal(v, ref_4);
ref_5 = ['1' 'A' 'B' '2' '' ; 'Test' '3' 'Scilab' '4' 'Datas'];
v = xls_GetData('A11:E12');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [2 5]);
assert_checkequal(v, ref_5);
v = xls_GetData('BigStringMatrixType');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [2 5]);
assert_checkequal(v, ref_5);
ref_6 = ['Tests ' 'Automation xls_GetData'];
v = xls_GetData('A23:B23');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [1 2]);
assert_checkequal(v, ref_6);
v = xls_GetData('AnotherStringMatrixType');
assert_checkequal(type(v), 10);
assert_checkequal(size(v), [1 2]);
assert_checkequal(v, ref_6);
v = xls_GetData('A1:BZ1000');
assert_checkequal(size(v), [1000 78]);
ver_excel_num = strtod(xls_GetExcelVersion());
if ver_excel_num < 12 then
max_cell_xls = "IV65536";
else
max_cell_xls = "XFD1048576";
end
ierr = execstr('v = xls_SelectRange(''A1:''+max_cell_xls);','errcatch');
assert_checkequal(ierr, 0);
assert_checktrue(xls_Close());
assert_checktrue(xls_Quit());
|
e810370c1005f516892bc67b71d58d37c992355b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3871/CH12/EX12.16/Ex12_16.sce
|
585f51ad7d7e09400a1c4ce0ab5326c6dc3e76ee
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 965 |
sce
|
Ex12_16.sce
|
//=====================================================================================
//Chapter 12 example 16
clc;clear all;
//variable decalaration
R4 = 1000; //resistance in Ω
C3 = 50*10^-12; //capacitance in F
A = 314*10^-4; //area in m**2
D = 0.3*10^-2; //thickness in m
er = 2.3; //dielectric constant
e0 = 8.854*10^-12; //dielectric constant
d = 9; //loss angle in °
f = 50;
theta = 9;
//calculations
C1 = (er*e0*A)/D; //capacitance in F
tand = tan(9*%pi/180);
cosd = cos(9*%pi/180);
w = 2*%pi*f;
R1 = 1/(w*C1*tand); //resistance in Ω
C4 = 1/((w^2)*C1*R1*R4); //variable capacitor in F
R2 = (C3*R4*(cosd^2))/(C1); //variable resistance in Ω
//result
mprintf("Variable capacitor = %3.2f uF",(C4*10^6));
mprintf("\nvariable resistance = %3.3f Ω",cosd);
mprintf("\nNote:Answer in textbooks is taken tha approximate values")
|
0b1a73980d8985c856c5f5f3665a6ff2a6174483
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/69/CH13/EX13.2/13_2.sce
|
69b123ca80a71d87305f854779aab55b05b0a2f9
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 124 |
sce
|
13_2.sce
|
clear; clc; close;
Ra = 10*10^(3);
C = 0.1*10^(-6);
Thigh = 1.1*Ra*C;
disp(Thigh,'Period of output waveform = ')
|
b7cda936fc407dbcb2f4d9ad9a54742d8673504f
|
b71010cb7f3a32a740cb4f979067f4bdc2ad0edd
|
/test2/lcc.x86.tst
|
0f2f592059451d994d3b3959e962caf61a85e7a7
|
[] |
no_license
|
8l/cmm
|
d1b76b044c2e1378e607e44d095350d1966ffb2f
|
e6365afe66f1a415608fdcbbf40f183d974ad3bb
|
refs/heads/master
| 2021-01-22T13:12:18.199696 | 2014-12-20T01:58:29 | 2014-12-20T01:58:29 | 28,253,392 | 2 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,317 |
tst
|
lcc.x86.tst
|
backend = Backend.x86
backend.ralloc = backend.ralloc or Ralloc.color
Ld.rtend = "" --- don't need the run-time system
Test.trust_exe = 1
Test.source = "lcc"
Test.asmdir = Test.asmdir or "lcc/x86"
Test.outdir = Test.outdir or "lcc/output"
Test.files =
{ { source="8q.c--", }
, { source="array.c--", }
, { source="cf.c--", stdin="juliet.txt" }
--, { source="cq.c--", }
, { source="cvt.c--", }
, { source="fields.c--", }
, { source="front.c--", }
, { source="incr.c--", }
, { source="init.c--", }
, { source="limits.c--", }
--, { source="paranoia.c--", }
, { source="sort.c--", }
, { source="spill.c--", }
-- , { source="stdarg.c--", } -- uses varargs
, { source="struct.c--", }
, { source="switch.c--", }
, { source="wf1.c--", stdin="juliet.txt" }
-- , { name="wf2", source="wf1.c--", force=1, --- buffer overrun
-- stdin="wf2.0", stdout="wf2.1", stderr="wf2.2" }
--, { source="yacc.c--", }
}
|
3c2461205a00d2089a3ae609b5d00a23d47aa284
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/626/CH4/EX4.4/4_4.sce
|
7472ca5c5dd06076bb94956c5a9abac1b7f88195
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 779 |
sce
|
4_4.sce
|
clear;
clc;
close;
disp("Example 4.4")
m=50 //air mass flow in kg/s
mf=1 // fuel mass flow in kg/s
tae=0.88 //turbine adiabatic efficiency
pe=45*10^6 //shaft power in Watt
cp4=1156 // in J/kg.K
Tt4=1390.0197 // in K
pt4=1.92 //units in MPa
cp5=cp4//specific heat
mt=m+mf//total mass
gm=1.33 //gamma
ht5=cp4*Tt4/1000-(pe/(mt*1000))
//disp(ht5)
Tt5=ht5/(cp5/1000)
y=Tt5/Tt4 //turbine expansion parameter
tpe=log(y)/log(1-(1-y)/tae)
pr=y^(gm/((gm-1)*tpe))
pt5=pr*pt4*1000 // turbine total exit pressure
pt=mt*cp5*(Tt4-Tt5)/10^6
disp(Tt5,"(a)Turbine exit total temperature in K :")
disp(tpe,"(b)Turbine polytropic efficiency:")
disp(pt5,"(c)Turbine exit total pressure in kPa :")
disp(pt,"(d)Turbine shaft power based on turbine expansion delta(Tt) in MW:")
|
43e2f96c9006a8e5d61b710e0c5c5d02bf87747b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3526/CH4/EX4.6/EX4_6.sce
|
69da0514e149648e95df9c250033a3fbd105cc63
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 724 |
sce
|
EX4_6.sce
|
//page 98
clc;funcprot(0);//EXAMPLE 4.6
// Initialisation of Variables
n=2;........//No. of Atoms present per cell in BCC
a0=2.866*10^-8;.....//The lattice parameter of BCC iron in cm
rho1=0.994*10^15;.......//Planar density of (112)BCC in atoms/cm^2
//CALCULATIONS
a=sqrt(2)*a0^2;.........//Area of BCC iron in cm^2
rho2=n/a;........//Planar density of (110)BCC in atoms/cm^2
d1=a0*10^-9/(sqrt(1^2+1^2+0));......//The interplanar spacings for (110)BCC in cm
d2=a0*10^-9/(sqrt(1^2+1^2+2^2));......//The interplanar spacings for (112)BCC in cm
disp(rho2,"Planar density of (110)BCC in atoms/cm^2:")
disp(d1,"The interplanar spacings for (110)BCC in cm:")
disp(d2,"The interplanar spacings for (112)BCC in cm:")
|
7e316a23e3155abd05eb4c7a2ef489b3cdbcf17c
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/905/CH7/EX7.7/7_7.sce
|
d270799f0877571475148e9b63f2adcd46793159
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,403 |
sce
|
7_7.sce
|
clear;
clc;
// Illustration 7.7
// Page: 454
printf('Illustration 7.7 - Page: 454\n\n');
// solution
//*****Data*****//
Ff = 1.89; // [cubic m/min]
Fs = 2.84; // [cubic m/min]
t = 2; // [min]
//*****//
printf('Illustration 7.7(a) - Page: 454\n\n');
// Solution(a)
Q = Ff+Fs; // [total flow rate, cubic m/min]
Vt = Q*t; // [cubic m]
// For a cylindrical vessel H = Dt
Dt = (4*Vt/%pi)^(1/3); // [m]
H = Dt; // [m]
printf("The diameter and height of each mixing vessel is %f m and %f m respectively.\n\n",Dt,H);
printf('Illustration 7.7(b) - Page: 454\n\n');
// Solution(b)
// Based on a recommendation of Flynn and Treybal (1955),
P = 0.788*Vt; // [mixer power, kW]
printf("The agitator power for each mixer is %f kW.\n\n",P);
printf('Illustration 7.7(c) - Page: 454\n\n');
// Solution(c)
// Based on the recommendation by Ryan et al. (1959), the disengaging area // in the settler is
// Dt1*L1 = Q/a = Y
a = 0.2; // [cubic m/min-square m]
Y = Q/a; // [square m]
// For L/Dt = 4
Dt1 = (Y/4)^0.5; // [m]
L1 = 4*Dt1; // [m]
printf("The diameter and length of a settling vessel is %f m and %f m respectively.\n\n",Dt1,L1);
printf('Illustration 7.7(d) - Page: 454\n\n');
// Solution(d)
// Total volume of settler
Vt1 = %pi*Dt1^2*L1/4; // [cubic m]
tres1 = Vt1/Q; // [min]
printf("The residence time in the settling vessel is %f min.\n\n",tres1);
|
71d99c4e99144336e2c12a8e1169ed59fbcbf525
|
06a62d768e69fd9dda11b30011c252807e301813
|
/mclaurinExp.sci
|
a3e4c168861d46c1301e5dac6c280d61e889963c
|
[] |
no_license
|
vikram-niit/matlab
|
36ce3d9539629128251eab060164ce81c03aa690
|
da8aeb4d727c47474d37676650664bd028d7e41d
|
refs/heads/master
| 2020-03-18T13:40:37.068765 | 2018-05-25T03:51:55 | 2018-05-25T03:51:55 | 134,800,217 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 227 |
sci
|
mclaurinExp.sci
|
//Mclaurin Expansion
n = 5;
a = 0.1;
expvalue = 1.0;
currentTerm = 1.0;
for i=1:n
currentTerm = currentTerm * a / i;
expvalue(i+1) = expvalue(i) + currentTerm;
end
trueVal = exp(a);
error = abs(trueVal - expvalue);
|
b299d4ff393c2b6f28e58663512d96453e0bf8db
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1484/CH8/EX8.8/8_8.sce
|
90ea002a6374bec2d9bdc405f327c57efb68fab4
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 501 |
sce
|
8_8.sce
|
clc
//initialisation of variables
v= 100 //ft/sec
u= 40 //ft/sec
a= 25 //degrees
g= 32.2 //ft/sec^2
vr= 66 //ft/sec
a1= 20 ///degrees
a2= 8 //degrees
r= 0.14
//CALCULATIONS
A= atand(v*sind(a)/(v*cosd(a)-u))
A1= atand(r)
v1= vr*sind(A1)/sind(a1)
W= (v^2-v1^2)/(2*g)
e= (v^2-v1^2)*100/v^2
//RESULTS
printf ('inlet blade angle = %.2f degrees',A)
printf ('\n outlet blade angle = %.2f degrees',A1)
printf ('\n Work done = %.f ft lbs',W)
printf ('\n efficiency = %.2f ft per cent',e)
|
3a6d0789e4fd25c46535148e9840715f8da11fa7
|
127061b879bebda7ce03f6910c80d0702ad1a713
|
/bin/PIL_dirprod.sci
|
c5f1d2584c566073edd9fdd44120fbcb7aad0a81
|
[] |
no_license
|
pipidog/PiLib-Scilab
|
961df791bb59b9a16b3a32288f54316c6954f128
|
125ffa71b0752bfdcef922a0b898263e726db533
|
refs/heads/master
| 2021-01-18T20:30:43.364412 | 2017-08-17T00:58:50 | 2017-08-17T00:58:50 | 100,546,695 | 0 | 1 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 522 |
sci
|
PIL_dirprod.sci
|
// **** Purpose ****
// calculate the direct product
// **** Variables ****
// A: nxn, real or complex
// <= matrix A
// B: nxn, real or complex
// <= matrix B
// C: nxn, real or complex
// => A direct prod of B
// **** Version ****
// 05/01/2014
// **** Comment ****
function [C]=PIL_dirprod(A,B)
A_dim=size(A);
B_dim=size(B);
C=zeros(A_dim(1)*B_dim(1),A_dim(2)*B_dim(2));
for n=1:A_dim(1)
for m=1:A_dim(2)
C((n-1)*B_dim(1)+1:n*B_dim(1),(m-1)*B_dim(2)+1:m*B_dim(2))=A(n,m)*B;
end
end
endfunction
|
e351044d08714cf1f27511bfbb450e42cd4d78e0
|
717ddeb7e700373742c617a95e25a2376565112c
|
/1766/CH2/EX2.15/EX2_15.sce
|
d845c049d0479b7e1e3e9ab5cddffa848602c21f
|
[] |
no_license
|
appucrossroads/Scilab-TBC-Uploads
|
b7ce9a8665d6253926fa8cc0989cda3c0db8e63d
|
1d1c6f68fe7afb15ea12fd38492ec171491f8ce7
|
refs/heads/master
| 2021-01-22T04:15:15.512674 | 2017-09-19T11:51:56 | 2017-09-19T11:51:56 | 92,444,732 | 0 | 0 | null | 2017-05-25T21:09:20 | 2017-05-25T21:09:19 | null |
UTF-8
|
Scilab
| false | false | 524 |
sce
|
EX2_15.sce
|
clc;funcprot(0);//Example 2.15
//Initilisation of Variables
d=0.03;....//diameter of uranium steel rod in m
qg=50000000;....//heat generated rate in W/m^2
Tw=120;....//surface temparature of uranium steel rod in degrees celcius
K=30;....//thermal conductivity of uranium steel rod in W/m*K
//calculations
R=d/2;....//radius of uranium steel rod in m
Tmax=((qg*R^2)/(4*K))+Tw;....//maxium steel temparature inside the rod in degrees celcius
disp(Tmax,"maxium steel temparature inside the rod in degrees celcius:")
|
16f0be02dc61f79a5a0328b11c33ce40796ab00f
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449d555969bfd7befe906877abab098c6e63a0e8
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/1394/CH10/EX10.3.2/Ex10_3_2.sce
|
571a135bf61807e414badc49764b602b1e17e123
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[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
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7bc77cb1ed33745c720952c92b3b2747c5cbf2df
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refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 530 |
sce
|
Ex10_3_2.sce
|
clc
//initialization of variables
l = 200 // Length of the tower in cm
d = 60 // diameter of the tower
Lf = 300 // Liquid flow in cc/sec
Kx = 2.2*10^-3 // dominant transfer co efficient in liquid in cm/sec
//Calculations
A = %pi*60*60/4 // Area of the cross section in sq cm
L = Lf/A // Liquid flux in cm^2/sec
ratio = 1/(exp((l*Kx)/L))
percentage = (1-ratio)*100 // Percentage removal of Oxygen
//Results
printf("the percentage of oxygen we can remove is %.1f",percentage)
// Rounding of error in textbook
|
6264a9a22393c8576b5ff2f1721e12f785794738
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449d555969bfd7befe906877abab098c6e63a0e8
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/1859/CH2/EX2.17/exa_2_17.sce
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00b9cce2ef14a38eba392f3b102c95018061d885
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[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
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7bc77cb1ed33745c720952c92b3b2747c5cbf2df
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refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,347 |
sce
|
exa_2_17.sce
|
// Exa 2.17
clc;
clear;
close;
// Given data
R1= 200;//in ohm
R2= 100;//in ohm
R3= 50;//in ohm
del_R1ByR1= 5;
del_R2ByR2= 5;
del_R3ByR3= 5;
// Part (i) when the resistance are connected in series
Rse= R1+R2+R3;// in ohm
disp(Rse,"Equivalent resistance when connected in seried in ohm");
LimError= R1/Rse*del_R1ByR1 + R2/Rse*del_R2ByR2 + R3/Rse*del_R3ByR3;
disp(LimError,"Relative limiting error of series resistances in percentage (with pos and neg)") ;
LimError= Rse*LimError/100;//relative limiting error of series equivalent resistance in ohm
disp(LimError,"Relative limiting error of series equivalent resistance in ohm")
// Part(ii) when the resistance are connected in parallel
Rp= R1*R2*R3/(R1*R2+R2*R3+R3*R1);
disp(Rp,"Equivalent resistance when connected in parallel in ohm")
// Let Rp= X/Y
X= R1*R2*R3;
Y=R1*R2+R2*R3+R3*R1;
y1= R1*R2;
y2= R2*R3;
y3= R3*R1;
ErrorX= del_R1ByR1 + del_R2ByR2 + del_R3ByR3;
Errory1= del_R1ByR1 + del_R2ByR2 ;
Errory2= del_R2ByR2 + del_R3ByR3 ;
Errory3= del_R3ByR3 + del_R1ByR1 ;
ErrorY= [ y1/Y*Errory1 + y2/Y*Errory2 + y3/Y*Errory3];
LimError= ErrorX+ErrorY;
disp(LimError,"Percentage error (maximum possible) in equivalent parallel resistance in percentage")
LimError= Rp*LimError/100;
disp(LimError,"Error (maximum possible) in equivalent parallel resistance in ohm")
|
2aeb80c497cf64f70b654e9e88cadb8b81b9bd63
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717ddeb7e700373742c617a95e25a2376565112c
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/278/CH4/EX4.5/ex_4_5.sce
|
df6edb49ab2adfa8fc94b3a765f7b4c3d9ca17d4
|
[] |
no_license
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appucrossroads/Scilab-TBC-Uploads
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b7ce9a8665d6253926fa8cc0989cda3c0db8e63d
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1d1c6f68fe7afb15ea12fd38492ec171491f8ce7
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refs/heads/master
| 2021-01-22T04:15:15.512674 | 2017-09-19T11:51:56 | 2017-09-19T11:51:56 | 92,444,732 | 0 | 0 | null | 2017-05-25T21:09:20 | 2017-05-25T21:09:19 | null |
UTF-8
|
Scilab
| false | false | 490 |
sce
|
ex_4_5.sce
|
//find the compression of the piston rod
clc
//solution
//given
d=50//mm//diameter of rod
l=600//mm//length of rod
D=400//mm//diameter of piston
p=0.9//(N/mm^2)//maximum steam pressure
E=210*10^3//(N/mm^2)//young's modulus
pi=3.14
A=(pi/4)*D^2//(mm^2)//area of cross section of piston
P=A*p//N//max load acting on piston
a=(pi/4)*d^2//(mm^2)//area of cross section of piston rod
//let x be the compression
x=(P*l)/(E*a)//mm
printf("the compression in piston rod is,%f mm",x)
|
dd26c1d4694d1ba6f30f4b15b253ec948ce97b8c
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449d555969bfd7befe906877abab098c6e63a0e8
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/1388/CH6/EX6.1/6_1.sce
|
ee9f29d2b4f28ee1965f4a3a8a7b711303499435
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 246 |
sce
|
6_1.sce
|
clc
//initialisation of variables
d= 3.880 //g l^-1
M= 208.3 //gm
P= 1 //atm
R= 0.08205 //cal/mol K
T= 473.1 //K
//CALCULATIONS
d1= M*P/(R*T)
d2= (d1-d)/d
Kp= d2^2/(1-d2^2)
Kc= Kp/(R*T)
//RESULTS
printf (' Kc = %.3e moles l^-1',Kc)
|
4aa5e5c8df7bf4e40a46786f7d0585c24bb205e7
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6c9a6a1488d24fab72280520aba7d98c82d25c6f
|
/sigopt-uncertainty/Données graphe aléatoire.sce
|
916d397b95172fbddda3eef04a5513ed13f8e43b
|
[] |
no_license
|
IGNF/SIGOPT
|
1f9b91de43de7aab4ca88b875f3ac1f4aa36b82b
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b5f33f5940e15fb46fa3979dd096098508dc66a3
|
refs/heads/master
| 2020-04-06T07:12:27.471020 | 2017-09-07T14:37:45 | 2017-09-07T14:37:45 | 59,760,247 | 1 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 4,975 |
sce
|
Données graphe aléatoire.sce
|
//Données graphe aléatoire
NPE=2; //Nombre de paramètres environnementaux (déchets)
//Choix d'un jeu de paramètres de lois gamma
ks=[25 35]; //Shape parameters
mu=[6 7]; //Moyennes
Beta=ks./mu; //Rate parameters
NQ=7; //Nombre de quantiles extraits + 1
Q=zeros(NPE,NQ-1);
for i=1:NPE
for l=1:(NQ-1)
Q(i,l)=cdfgam("X",ks(i),Beta(i),l/NQ,1-l/NQ);
end
end
//Grille des indices des paramètres
GI=list();
l=ones(1,NPE);
i=1;
GI(i)=l;
h=1;
while sum(l)<(NQ-1)*NPE //Construction de la grille des indices
l(h)=l(h)+1;
if l(h)>NQ-1
l(h)=1;
end
while l(h)==1
h=h+1;
l(h)=l(h)+1;
if l(h)>NQ-1
l(h)=1;
end
end
h=1;
i=i+1;
GI(i)=l;
end
//Grille des paramètres
G=list();
for i=1:size(GI)
G(i)=zeros(1,NPE);
for h=1:NPE
G(i)(h)=Q(h,GI(i)(h));
end
end
//Voisins (de niveau 1, en indices "uniques")
//V1=list();
//Delta=PH(NPE);
//for i=1:size(G)
// V1(i)=[];
// for j=1:size(Delta)
// if min(GI(i)+Delta(j))>=1 & max(GI(i)+Delta(j))<=NQ-1 then
// V1(i)=[V1(i) GIinv(NPE,NQ-1,GI(i)+Delta(j))];
// end
// end
//end
//Voisins (de niveau 1, en indices "simples")
VP=list();
NMV=1; //Niveau maximal de voisins
for i=1:size(G)
VP(i)=list();
for k=1:NMV
VP(i)(k)=[];
end
end
Delta=PH(NPE);
for i=1:size(G)
for j=1:size(Delta) //Voisins de niveau 1
if min(GI(i)+Delta(j))>=1 & max(GI(i)+Delta(j))<=NQ-1 then
VP(i)(1)=[VP(i)(1) GIinv(NPE,NQ-1,GI(i)+Delta(j))];
end
end
for j=1:size(G) //Voisins de niveaux 2 et plus
if norm(GI(i)-GI(j),'inf')<=NMV & norm(GI(i)-GI(j),'inf')>=2
VP(i)(norm(GI(i)-GI(j),'inf'))=[VP(i)(norm(GI(i)-GI(j),'inf')) j];
end
end
end
//Matrice des distances (déterministe)
c=-1*ones(17,17);
for k=2:7 //1=dépôt
c(1,k)=2;
end
for k=2:6
c(k,k+1)=2;
end
c(2,7)=2;
c(2,10)=2;
c(7,10)=2;
c(7,11)=2;
c(6,11)=2;
c(3,8)=2;
c(4,8)=2;
c(4,9)=2;
c(5,9)=2;
c(8,9)=5;
c(10,11)=5;
c(8,12)=2;
c(3,12)=2;
c(12,13)=2;
c(3,13)=2;
c(2,13)=2;
c(13,14)=2;
c(2,14)=2;
c(10,14)=2;
c(9,15)=2;
c(5,15)=2;
c(15,16)=2;
c(5,16)=2;
c(6,16)=2;
c(16,17)=2;
c(6,17)=2;
c(11,17)=2;
NS=size(c,1);
for i=2:NS //Symétrisation
for j=1:(i-1)
c(i,j)=c(j,i);
end
end
a=bool2s(c>0); //Matrice d'adjacence
//Altitudes
alt(1)=4;
alt(2)=2.5;
alt(3)=2;
alt(4)=2;
alt(5)=3.5;
alt(6)=3;
alt(7)=3.5;
alt(8)=1.5;
alt(9)=2.5;
alt(10)=2.5;
alt(11)=3.5;
alt(12)=1;
alt(13)=1.5;
alt(14)=2;
alt(15)=3;
alt(16)=3.5;
alt(17)=4;
//Quantités de déchets
P=size(G); //Taille de la grille=nombre de fourmis dans une colonie
NS=17;
q=zeros(NS,NS,NPE); //Coordonnées de déchets en composantes principales (ici: choix aléatoire)
q(1,2,1)=1.3447899;
q(1,2,2)=0.4034345;
q(1,3,1)=0.7823148;
q(1,3,2)=1.6600633;
q(1,4,1)=1.175744;
q(1,4,2)=0.9658359;
q(1,5,1)=0.4465730;
q(1,5,2)=1.6801771;
q(1,6,1)=0.2411992;
q(1,6,2)=0.5710728;
q(1,7,1)=1.7215029;
q(1,7,2)=1.6988203;
q(2,3,1)=1.0514122;
q(2,3,2)=1.986242;
q(2,7,1)=1.2977126;
q(2,7,2)=1.9846382;
q(2,10,1)=0.1000840;
q(2,10,2)=1.4971013;
q(2,13,1)=0.8208118;
q(2,13,2)=1.2169053;
q(2,14,1)=1.7088422;
q(2,14,2)=0.1285293;
q(3,4,1)=1.6558166;
q(3,4,2)=1.8524688;
q(3,8,1)=1.1334423;
q(3,8,2)=1.1423278;
q(3,12,1)=1.6320221;
q(3,12,2)=0.1137856;
q(3,13,1)=1.1191873;
q(3,13,2)=0.2498681;
q(4,5,1)=1.4558445;
q(4,5,2)=0.5355533;
q(4,8,1)=1.093067;
q(4,8,2)=1.9770815;
q(4,9,1)=1.4791313;
q(4,9,2)=0.0074346;
q(5,6,1)=1.1801146;
q(5,6,2)=0.6192935;
q(5,9,1)=0.5104411;
q(5,9,2)=1.2503759;
q(5,15,1)=0.2314835;
q(5,15,2)=1.2234008;
q(5,16,1)=1.3567913;
q(5,16,2)=0.6640191;
q(6,7,1)=0.0517420;
q(6,7,2)=1.0348936;
q(6,11,1)=0.7833746;
q(6,11,2)=0.4827077;
q(6,16,1)=1.012887;
q(6,16,2)=0.8472204;
q(6,17,1)=0.5787455;
q(6,17,2)=0.1775864;
q(7,10,1)=1.2425764;
q(7,10,2)=0.6909969;
q(7,11,1)=1.4129735;
q(7,11,2)=1.0422945;
q(8,9,1)=0.5740802;
q(8,9,2)=1.300559;
q(8,12,1)=0.1762670;
q(8,12,2)=0.8997527;
q(9,15,1)=1.4454506;
q(9,15,2)=1.7953593;
q(10,11,1)=0.4855644;
q(10,11,2)=0.8675442;
q(10,14,1)=1.9354106;
q(10,14,2)=1.0137069;
q(11,17,1)=1.0465953;
q(11,17,2)=1.1193895;
q(12,13,1)=1.1234614;
q(12,13,2)=0.9363520;
q(13,14,1)=1.5589093;
q(13,14,2)=1.5802144;
q(15,16,1)=1.9617084;
q(15,16,2)=1.6374132;
q(16,17,1)=1.9617084;
q(16,17,2)=1.6374132;
for i=2:NS //Symétrisation
for j=1:(i-1)
q(i,j,:)=q(j,i,:);
end
end
q2=zeros(NS,NS,P); //Déchets par paramètres
for k=1:P
l=GI(k);
for i=1:NS
for j=1:NS
q2(i,j,k)=0;
for h=1:NPE
q2(i,j,k)=q2(i,j,k)+q(i,j,h)*Q(h,l(h));
end
end
end
end
q2A=q2;
N=3; //Nombre de tournées
C=170; //Capacité d'un camion
|
1cba558ad5d6193589cded92e1056bac64a5e687
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449d555969bfd7befe906877abab098c6e63a0e8
|
/2168/CH23/EX23.17/Chapter23_example17.sce
|
36dcf7819c6897af2f0a80a2608b9b83ca393adf
|
[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
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7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 958 |
sce
|
Chapter23_example17.sce
|
clc
clear
//Input data
Vs=0.0015//Stroke volume in cu.m
rc=5.5//Volume compression ratio
p2=8//Pressure at the end of compression stroke in kg/cm^2
T2=350+273//Temperature at the end of compression stroke in K
p3=25//Pressure in kg/cm^2
x=(1/30)//Fraction of distance travelled by piston
pa=1/16//Petrol air mixture ratio
R=29.45//Characteristic gas constant in kg.m/kg degree C
CV=10000//Calorific value of fuel in kcal per kg
Cv=0.23//Specific heat in kJ/kg.K
//Calculations
V2=(Vs*10^6)/(rc-1)//Volume in c.c
V3=(Vs*10^6)*x+V2//Volume in c.c
T3=(T2*p3*V3)/(p2*V2)//Temperature in K
W=((p3+p2)/2)*(V3-V2)//Workdone in kg.cm
mM=((p2*V2)/(T2*R*100))//Mass of mixture present in kg
dE=(mM*Cv*(T3-T2))//Change in energy in kcal
q=(dE+(W/(427*100)))//Heat in kcal
qc=(1/(1+(1/pa)))*mM*CV //Heat in kcal
ql=(qc-q)/mM//Heat lost in kcal per kg of charge
//Output
printf('Heat lost per kg of charge during explosion is %3.0f kcal',ql)
|
38ca85b8ce9f2f6291c1789946bf87976390f5ee
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449d555969bfd7befe906877abab098c6e63a0e8
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/3035/CH6/EX6.2/Ex6_2.sce
|
ec90610d3e18724d716bda288b85d6b55c5c6a20
|
[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
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7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 545 |
sce
|
Ex6_2.sce
|
// Variable Declaration
E_c = 100.0 //Safe working stress(kV/cm) rms
V = 130.0 //Operating voltage(kV) rms
d = 1.5 //Diameter of conductor(cm)
// Calculation Section
ln_D = 2*V/(E_c*d)+log(d)
D = exp(ln_D)
thick_1 = (D-d)/2 //Insulation thickness(cm)
d_2 = 2*V/E_c
D_2 = 2.718*d_2 //Sheath diameter(cm)
thick_2 = (D_2-d_2)/2 //Insulation thickness(cm)
// Result Section
printf('(i) Internal sheath radius = %.2f cm' ,thick_1)
printf('(ii) Internal sheath radius = %.2f cm' ,thick_2)
|
f102224329574cd69f8e66477e0586065a6984b5
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449d555969bfd7befe906877abab098c6e63a0e8
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/1271/CH16/EX16.9/example16_9.sce
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62042abc8172ae874976e82fcad9c368e4bd4ff8
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[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 853 |
sce
|
example16_9.sce
|
clc
// Given that
d1= 0.534*10^3 // densiy of Li in kg/m^3
d2= 0.971*10^3 // densiy of Na in kg/m^3
d3= 0.86*10^3 // densiy of K in kg/m^3
w1 = 6.939 // atomic weight of Li
w2 = 22.99 // atomic weight of Na
w3 = 39.202 // atomic weight of K
h = 6.62e-34 // Planck constant in J sec
m = 9.1e-31 // mass of an electron in kg
NA = 6.023e26 // Avogadro no.
e = 1.6e-19 // charge on an electron in C
// Sample Problem 9 on page no. 16.17
printf("\n # PROBLEM 9 # \n")
printf("Standard formula used \n")
printf("E = h^2 / (8 * m * pi^2) * (3*pi^2*N/V)^2/3 \n")
// For Li
n1 = NA * d1/w1
E1 = h^2/(8*%pi^2*m)*(3*%pi^2*n1)^(2/3)
// For Na
n2 = NA * d2/w2
E2 = h^2/(8*%pi^2*m)*(3*%pi^2*n2)^(2/3)
// For K
n3 = NA * d3/w3
E3 = h^2/(8*%pi^2*m)*(3*%pi^2*n3)^(2/3)
printf("\n Fermi Energy \n For Li is %f eV.\n For Na is %f eV. \n For K is %f eV",E1/e,E2/e,E3/e)
|
53354f44d1ee724b8f67db7ec7ded6bb6e7e9d68
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449d555969bfd7befe906877abab098c6e63a0e8
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/564/CH7/EX7.1/7_1.sce
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2e018a1e60330596ca3565988ae815d8cbcae2c7
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[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
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7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,037 |
sce
|
7_1.sce
|
pathname=get_absolute_file_path('7_1.sce')
filename=pathname+filesep()+'7_1data.sci'
exec(filename)
D=(E*t^3)/(12*(1-v^2));
X=(16*q0/(D*%pi^6))/(((1/a^2)+(1/b^2))^2);
X1=(16*q0/%pi^4)*((1/a^2)+(v/b^2))/(((1/a^2)+(1/b^2))^2);
X2=(16*q0/%pi^4)*((v/a^2)+(1/b^2))/(((1/a^2)+(1/b^2))^2);
function[w]=f(x,y),//taking first term only
w=X*(sin(%pi*x/a))*sin(%pi*y/b);
endfunction
x=linspace(0,a,10*a);
y=linspace(0,b,10*b);
w=feval(x,y,f);
plot3d1(x,y,w);
Wmax=(0.0443*q0*a^4)/(E*t^3);//from summation of first 4 terms
printf("\nWmax: %f mm",Wmax);
function[Mx,My]=f1(x,y)//taking first term only
Mx=X1*(sin(%pi*x/a))*sin(%pi*y/b);
My=X2*(sin(%pi*x/a))*sin(%pi*y/b);
endfunction
function[Sx,Sy]=f2(x,y,z)//taking first term only
Sx=12*X1*(sin(%pi*x/a))*sin(%pi*y/b)*z/t^3;
Sy=12*X2*(sin(%pi*x/a))*sin(%pi*y/b)*z/t^3;
endfunction
Mxmax=0.0479*q0*a^2;//from summation of first 5 terms
printf("\nMx,max= My,max= %f N.mm",Mxmzx);
Sxmax=(0.287*q0*a^2)/t^2;
printf("\nσx,max= σy,max= %f N.mm",Sxmax);
|
7933894713c84a7671e0656570be7458a2cfafd9
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2708/CH1/EX1.23/ex_1_23.sce
|
21bfbb2f846fec9e7b19236bdc4ca85688164d22
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 428 |
sce
|
ex_1_23.sce
|
//Example 1.23 // distance between rings
clc;
clear;
//given data :
R1=100;//radii of curvature in cm
R2=R1;// given
w=5400D-8;// wavelength of light in m
n1=5;// order of ring for case one
r1=sqrt(n1*w/((1/R1)+(1/R2)));//radii of curvature in cm
n2=15;// order of ring for second case
r2=sqrt(n2*w/(1/R1+1/R2));// radii of curvature in cm
d=r2-r1;// distance between rings
disp(d,"distance between rings in cm")
|
1b725021b14ab79992f1993a54b3d22546cf84de
|
f723e412ff19820dcd1f727100562b15a3e5d87d
|
/2 Ray Ground Propogation Model.sce
|
5f194ec0cfe09d8cb5ee92177a2d9e736fb93be4
|
[] |
no_license
|
Sid-149/Mobile-Communication-System
|
f53593fa9ceedeb95e41dab9a530f1b6e71ce991
|
7e249472fa7b038ec5cfe7a92e28f79e95d01470
|
refs/heads/master
| 2023-01-09T23:21:09.222110 | 2020-10-21T05:24:43 | 2020-10-21T05:24:43 | 288,692,109 | 0 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 766 |
sce
|
2 Ray Ground Propogation Model.sce
|
clc
clear
Fc = input("Enter Frequency in Hz: ")
E = input("Enter Electric Field in v/m: ")
GrdB = input("Enter Gain of Receiver Antenna in dB: ")
d = input("Enter distance between Transmitting and Receiving Antenna in meters: ")
c = 3*10^8
lambda = c/Fc
disp("Wavelength in meters: ")
disp(lambda)
Gr = 10^(GrdB/10)
Ae = (Gr*lambda*lambda)/(4*3.14)
disp("Effective Aperture of the Antenna: ")
disp(Ae)
d0m = 1*10^3
ht = 50
hr = 1.5
Er = (2*E*d0m*2*3.14*ht*hr)/(lambda*d*d)
disp("Electric Field at Receiving Side in v/m: ")
disp(Er)
Pr = ((Er)^2)*Ae/(120*3.14)
disp("Power Received in watts: ")
disp(Pr)
PrdB = 10*log10(Pr)
disp("Power Received in dBw: ")
disp(PrdB)
PrdBM = 10*log10(Pr/10^-3)
disp("Power Received in dBm: ")
disp(PrdBM)
|
936afc1358f2480fa23f36207c63825fd780eeae
|
9d545f988a80789144df937ce4a90017c378cb92
|
/Lab 9/dpcm.sci
|
06d2aef87b7f18bc5fbdd78c85d37c7adc4f6d82
|
[] |
no_license
|
tshrjn/EE304P
|
215dc669daaf372242afe2c1f580a36df26e51ce
|
ac1c045262dd0b419354d2d22861c734508b7b8e
|
refs/heads/master
| 2021-01-10T03:02:18.270276 | 2015-12-01T02:42:16 | 2015-12-01T02:42:16 | 46,113,211 | 1 | 0 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 948 |
sci
|
dpcm.sci
|
delta=.9957;
function [xrec]=reciever(quant,delay)
xrec=quant+delay;
// xrec=bin2dec(bit)*delta+x_i+delay;
endfunction
function [xrec]=reciever_bin(bit,delay,x_i)
// xrec=qua+delay;
xrec=bin2dec(bit)*delta+x_i+delay;
endfunction
//indicator=1;
function [bit]= delMod(x_high,x_low)
if x_high > x_low then
bit=1;
else
bit=-1;
end
endfunction
function [xrec]=delrec(bit,n,delta)
xrec=0;
for i=1:1:n
xrec=xrec+bit(i)*delta;
end
endfunction
function [Q,level]= Quant(a,x_i,x)
Q=0;
level=0;
[n,r]=size(x_i);
for i=1:1:n
if x>=a(i) & x<=a(i+1) then
Q=x_i(i);
level=i-1;
break;
end
end
endfunction
function [d]= MeanSquare(x,x_i)
[n,r]=size(x_i);
d=0;
for i=1:1:r
d=d+((x(i)-x_i(i)).^2);
end
d=d/r;
endfunction
|
43efcde8201b206b84187a5d8567755a03fe24ba
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3835/CH2/EX2.14/Ex2_14.sce
|
cf5eb71acb472bc91e5a04f4c62e2072b0352d07
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 233 |
sce
|
Ex2_14.sce
|
clear
//
//kcl is applied to the circuit and the eqns obtained are solved using cramer's rule
printf("\n the voltages of nodes 1 and 3 are 50.29 and 57.71 respectively")
//i3=v/r
printf("\n current through 16 ohm resistor is 1.64A")
|
7ffb5b264a21d54b82b753a5a0d9cba98c6e0bdc
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2048/DEPENDENCIES/polsplit3.sci
|
caffc7509b6380a025c34d55a8e883df12a07c2e
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,392 |
sci
|
polsplit3.sci
|
// Procedure to split a polynomial into good and bad factors, as discussed in Sec. 9.5. The factors that have roots outside unit circle or with negative real parts are defined as bad.
// 9.12
// function [goodpoly,badpoly] = polsplit3(fac,a)
// Splits a scalar polynomial of z^{-1} into good and bad
// factors. Input is a polynomial in increasing degree of
// z^{-1}. Optional input is a, where a <= 1.
// Factors that have roots outside a circle of radius a or
// with negative roots will be called bad and the rest
// good. If a is not specified, it will be assumed as 1.
function [goodpoly,badpoly] = polsplit3(fac,a)
if argn(2) == 1, a = 1; end
if a>1 error('good polynomial also is unstable'); end
fac1 = poly(fac(length(fac):-1:1),'z','coeff');
rts = roots(fac1);
rts = rts(length(rts):-1:1);
// extract good and bad roots
badindex = mtlb_find((abs(rts)>=a-1.0e-5)|(real(rts)<-0.05));
badpoly = coeff(poly(rts(badindex),'z'));
goodindex = mtlb_find((abs(rts)<a-1.0e-5)&(real(rts)>=-0.05));
goodpoly = coeff(poly(rts(goodindex),'z'));
// scale by equating the largest terms
[m,index] = max(abs(fac));
goodbad = convol(goodpoly,badpoly);
goodbad = goodbad(length(goodbad):-1:1);
factor1 = fac(index)/goodbad(index);
goodpoly = goodpoly * factor1;
goodpoly = goodpoly(length(goodpoly):-1:1);
badpoly = badpoly(length(badpoly):-1:1);
endfunction;
|
ec8e748cb628ed6ebbdbe9faba6770e85e61e66f
|
01ecab2f6eeeff384acae2c4861aa9ad1b3f6861
|
/xcos_blocks/macrocab_out.sci
|
48f5657a0e29c19e9968f7a2497f124f5d25522f
|
[] |
no_license
|
jhasler/rasp30
|
9a7c2431d56c879a18b50c2d43e487d413ceccb0
|
3612de44eaa10babd7298d2e0a7cddf4a4b761f6
|
refs/heads/master
| 2023-05-25T08:21:31.003675 | 2023-05-11T16:19:59 | 2023-05-11T16:19:59 | 62,917,238 | 3 | 3 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,547 |
sci
|
macrocab_out.sci
|
function [x,y,typ]=macrocab_out(job,arg1,arg2)
x=[];y=[];typ=[];
select job
case 'plot' then standard_draw(arg1);
case 'getinputs' then [x,y,typ]=standard_inputs(arg1);
case 'getoutputs' then [x,y,typ]=standard_outputs(arg1);
case 'getorigin' then [x,y]=standard_origin(arg1);
case 'set' then
x=arg1; graphics=arg1.graphics; exprs=graphics.exprs; model=arg1.model;
while %t do
[ok,global_out,local_out,fg_address,exprs]=scicos_getvalue('In',['Output:0-4, No use:-';'local output (Do not change)';'FG address (Do not change)'],list('str',-1,'str',-1,'vec',-1),exprs);
if ~ok then break,end
if ok then
model.ipar= [fg_address'];
model.rpar= [global_out,local_out];
graphics.exprs=exprs; x.graphics=graphics; x.model=model;
break;
end
end
case 'define' then
global_out="-";
local_out="-";
fg_address=[0];
model=scicos_model(); model.sim=list('out_c',5);
model.in=[1]; model.in2=[1]; model.intyp=[-1];
model.out=[]; model.out2=[]; model.outtyp=[];
model.ipar= [fg_address'];
model.rpar= [global_out,local_out];
model.state=zeros(1,1); model.blocktype='d'; model.dep_ut=[%t %f];
exprs=[global_out;local_out;sci2exp(fg_address)];
gr_i= ['text=[''Src'';'' Gate''];';'xstringb(orig(1),orig(2),text,sz(1),sz(2),''fill'');'];
x=standard_define([3 1],model,exprs,gr_i);
end
endfunction
|
a51132d203b960c628dea692f4080899533254a4
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1019/CH4/EX4.15/Example_4_15.sce
|
f779b7e247dac122a01300c111b190c9405d2658
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,265 |
sce
|
Example_4_15.sce
|
//Example 4.15
clear;
clc;
//Given
Cpw=75.42;//heat capacity of water in J K^-1 mol^-1
T=263; //temperature in K
P=1;//pressure in atm
Cpi=37.20;//heat capacity of ice in J K^-1 mol^-1
delHf=6008;// latent heat of fusion in J mol^-1
mp=273;//melting point of water in K
n=1;//moles of ice taken
//To calculate the entropy change
delS1=Cpw*log(mp/T);//entropy change during 1st step in J K^-1
delS2=-delHf/mp;//entropy change during 2nd step in J K^-1
delS3=Cpi*log(T/mp);//entropy change during final step in J K^-1
delS=delS1+delS2+delS3;//total entropy change in J K^-1
mprintf('Entropy change = %f J K^-1 mol^-1',delS);
delH1=Cpw*(mp-T);//enthalpy change during 1st step in J
delH2=-delHf;//enthalpy change during 2nd step in J
delH3=Cpi*(T-mp);//entropy change during final step in J
delHsys=delH1+delH2+delH3;//total enthalpy change in J
delSsurr=-delHsys/T;//entropy change of surrounding in J K^-1
delSuni=delS+delSsurr;//entropy of universe in J K^-1
mprintf('\n Enthalpy change of the system = %f J mol^-1',delHsys);
mprintf('\n Enthalpy change of the surrounding = %f J',-delHsys);
mprintf('\n Entropy change of the surrounding = %f J K^-1',delSsurr);
mprintf('\n Entropy change of the universe = %f J K^-1',delSuni);
//end
|
99cbcb1b7b41a44254bdcda70ba0c691065b421a
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2165/CH6/EX6.11/6_11.sce
|
972c6707cfeeac0c9388e1b58677d5f2693a6bc4
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 479 |
sce
|
6_11.sce
|
clc
//initialisation of variables
h=0.5//lb
p1=2.5//lb/in^2
p2=100//lb/in^2
t=250//Degree C
pv=1.3//constant
pt=0.5457*p2//lb/in^2
t1=18//degree C
h1=32//C.H.U/lb
h2=151//C.H.U/lb
D=0.887//in
V1=sqrt(2*32.2*1400*h1)//ft/sec
V2=sqrt(2*32.2*1400*h2)//ft.sec
s1=8.74//ft^3
s2=140.8//ft^3
T1=0.687//in
T1=1.77//in
V3=h*s1//ft^3/sec
V4=h*s2//ft^3/sec
//CALCULATIONS
A1=(V3/V1)*144//in^2
A2=(V4/V2)*144//in^2
//RESULTS
printf('the size os nozzle=% f in^2',A2)
|
c46473c505a23669064b46b907b5c772274ae330
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1202/CH13/EX13.7/13_7.sce
|
7f15f22ade6eb7fb890f2f15e15ec525b8a72e4f
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,511 |
sce
|
13_7.sce
|
clear
clc
//Example 13.7
disp('Example 13.7')
s = %s;
num = 4;
den = (5*s+1);
delay=1;
w = 0.001:0.002:10*%pi;
LF = "loglog" // Warning: Change this as necessary
Gv=2;Gm=0.25;Gc=1;
G1 = num/den*Gc*Gm*Gv;
G1m = horner(G1,%i*w); //G1m denotes magnitude
G1p = phasemag(G1m)-delay*w*180/%pi; //G1p denotes phase
xset('window',0);
subplot(2,1,1)
plot2d(w,abs(G1m),logflag="ll",style = 3,rect=[0.01,0.1,100,10]);
xgrid();
xtitle('Loglog','','Magnitude');
subplot(2,1,2)
plot2d1(w,G1p,logflag="ln",style = 1,rect=[0.01,-400,100,100]);
xgrid();
xtitle('w(rad/sec)','','Phase(deg)');
//Example ends
//*********************************************************************************//
//In the SECOND EDITION of the book, this example also asks for drawing Nyquist plot
//In case you want to learn how to do it, Uncomment the code below
////Please install IODELAY toolbox from Modeling and Control tools in ATOMS
////http://atoms.scilab.org/toolboxes/iodelay/0.4.5
////There is no inbuilt toolbox in scilab for introducing time delays other than
////above mentioned. The output of iodelay toolbox however does not work
////with csim and syslin commands
////The output of iodelay however can be used for frequency related analyses
////like bode and nyquist
//xset('window',1);
//G=syslin('c',G1);
//G=iodelay(G,delay);
//nyquist(G,%f); //%f => asymmetric, see help nyquist
////*********************************************************************************//
|
3ff48f26c45c452dacdeadee560a8a2fd2329d62
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2939/CH10/EX10.2/Ex10_2.sce
|
0805d72cfb5485c4a806f8574eb4f8470eea2089
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 214 |
sce
|
Ex10_2.sce
|
//Ex10_2
clc;
// Given:
E=1.1;// in MeV
M=65;// molecular weight of zinc
//Formula:
// Er=(536*E^2)/M
// Solution:
Er=(536*E^2)/M;
printf("The energy of recoil of Zinc atom is = %f eV", Er)
|
7dd032c61a627b0e0faf395c63db33fd2f1665fd
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3772/CH7/EX7.2/Ex7_2.sce
|
93e2e4e895197488d127ca6171c9f7f7789abc40
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 1,096 |
sce
|
Ex7_2.sce
|
// Problem no 7.2,Page no.184
clc;clear;
close;
P=295 //KW //Power
N=100 //R.p.m
sigma_s=80 //MPa //shear stress
//Calculations
T_mean=((P*60000)*(2*%pi*N)**-1) //N*m
//T_max=T_mean=(%pi*D**3*sigma_s)*16**-1
D=((T_mean*16)*(%pi*sigma_s*10**6)**-1)**0.333 //m //Diameter of solid shaft
//For hollow shaft
//I_p_h=%pi*32**-1*(D_1**4-d_1**4) (equation 1)
//Now d_1=0.6*D_1
//substituting above value in equation 1,we get,
//I_p_h=0.0272*%pi*D_1**4
//For solid shaft
//I_p_s=%pi*32**-1*D**4
//T and sigma_s being the same then I_p*R**-1 will be the same for the two shafts
//Using relation I_p_h*R_1**-1=I_p_s*R**-1
//Substituting values and simplifying we get
D_1=(D**3*0.8704**-1)**0.3333333 //m //External diameter of hollow shaft
d_1=0.6*D_1 //cm //Internal diameter of hollow shaft
A_s=%pi*4**-1*(D*10**2)**2 //cm**2 //Area of solid shaft
A_h=%pi*4**-1*(((D_1*10**2)**2)-((d_1*10**2)**2))
W=(A_s-A_h)*A_s**-1*100 //Percentage //Percentage saving in weight
//Result
printf("Diameter of solid shaft is %.5f m",D)
printf("\n Percentage saving in weight is %.2f",W);printf(" %%")
|
0261e48056f9f900d3e4fcab01b3fd145b346e83
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1970/CH9/EX9.7/CH09Exa7.sce
|
7293243ad484f9ecce70ddc64943d3d93bda0c5d
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 774 |
sce
|
CH09Exa7.sce
|
// Scilab code Exa9.7 : : Page-392 (2011)
clc; clear;
h_cut = 1.0545e-34; // Reduced Planck's constant, joule sec
R = 1.2e-15; // Distance of closest approach, metre
m = 1.67482e-27; // Mass of the nucleon, Kg
// For O-17
for A = 17:60 // Mass numbers
if A == 17 then
omega_O = 5*3^(1/3)*h_cut*17^(-1/3)/(2^(7/3)*m*R^2); // Angular frequency of oxygen
// For Ni-60
elseif A == 60 then
omega_Ni = 5*3^(1/3)*h_cut*60^(-1/3)/(2^(7/3)*m*R^2); // Angular frequency of nickel
end
end
printf("\nThe angular frequency for oxygen 17 = %4.2e \nThe angular frequency for nickel 60 = %4.2e", omega_O, omega_Ni);
// Result
// The angular frequency for oxygen 17 = 2.43e+022
// The angular frequency for nickel 60 = 1.60e+022
|
62edb3e30beadc088bd977caa4693f7defedf495
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2096/CH7/EX7.17/ex_7_17.sce
|
1812a3960afbf748a62b4f7e60b508ea6602a8a7
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null |
UTF-8
|
Scilab
| false | false | 362 |
sce
|
ex_7_17.sce
|
//Example 7.17 // strain
clc;
clear;
close;
//given data :
n=4;
Rg=200; // in ohm
Rsh=100*10^3; // in ohm
Gf=2; // gauge factor
e=Rg/(n*Gf*(Rg+Rsh));
// case 1 -when the calibration switch is closed, the read out gives a reading of 140 division
D=e/140;
//case 2 - when the strain gauge is loaded, the strain
S=D*220*10^6;
disp(S,"the strain,S(microstrain) = ")
|
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