(%i1) s = 0.1394282716062612004;
p = 230.0452711773156125;
g = 202.465308305541;
gm = 206.9374442605410138;
cm = 5.246732624241063014;
pi = 4.753267375758936986;
zet = 217.7120409297820061;
quad ( gm , gm) = 0.9954699147663160774;
c = 0.7745966692414834043;
Z = 4.472135954999579610;
 t = 0.2012467475225873104;
 v = 0.6928203230275509217;
 e = 1.893707048591741771;
 m = 1.136220684435249817;
inf = 43.92862492816196607;
b = 48.68189230392090394;
Zpo = 0.5976553690284291953;
gpo = 7.48280060174085;
cpo = 10;
gme = -2.23606797749979;
quad (Z, Z) = 0.9999968802638559140;
ep = 41012.80106725776568;
ev = 465583.4234392602812;
betta = -212.9587735540230824;
gfoe = -43.92862492816196607;
gfon = -208.2055061782641587;
gfel = 48.68189230392090394;
ele = 4.7532673757589;
eln = 92.6105172320833;
ecuoue = 87.85724985632393214;
eo = 4.000021758688926177;
 du = 4300.25072636972;
pimasb = 0.507176759434027;
zeb = 227.2185756813;
gb = 4.538722287164087099;
epb = 41.20000000000000995;
mb = 40.60012666168260864;
eb = 0.6817302838359052819;
ZU = 51698.18349218076764;
Zepiz = 196.4547829949239599;
maxZUm = 15.030521240996;
X = 286.10213;
CR = 20.60659;
A = 365.256354166667;
tp = t * p ;
quad(tp , tp) = 0.9960579;
PIU = 9.26490532397694;
quad ( cpo , cpo ) = 0.999993760537445;
eo2 = 976;
quad ( gpo , eo2 ) = 0.9941214943976424;
quad( A , A ) = 1.00700700552192;
quad(p , p ) = 0.993868951045024;
quad( zeb , zeb ) = 0.978066008420947;
quad( zet , zet) = 0.983461167262804;
quad (eln , eln ) = 0.998393767128367;
quad ( Zepiz , Zepiz ) = 1;
quad ( ecuoue , ecuoue ) = 0.999191236068929;
b11 = 980;
quad ( b11 , b11 ) = 0.990531654769335;
quad ( gfel , gfel ) = 0.990531654769335;
gfel12 = 675;
PIU12 = 764;
quad ( gfel12 , PIU12 ) = 0.9925014603531290;
quad ( maxZUm , maxZUm ) = 1;
ele11 = 800;
quad (ele11 , ele11 ) = 1;
gb11 = 500;
quad (gb11 , gb11 ) = 0.998752147654993;
eb11 = 100;
quad (eb11 , eb11) = 1.00674129982902;

quad ( -gfon , -gfon ) = 1;
quad ( -betta , -betta ) = 1;
quad ( -gfoe , -gfoe ) = 1;

quad ( X , X ) = 0.995826773212702;
v11 = 101;
quad (v11, v11 ) = 0.9994854;

inf11 = 950 ;

quad (inf11 , inf11 ) = 0.990926911738881;
pi11 = 900;
quad(pi11 , pi11) = 0.997503386639023;
quad (CR , CR ) = 0.99801401535648;
quad (m , m) = 0.999998479909312;
e11 =777;
quad (e11 , e11 ) = 0.999998479909312;
c11 = 102;
quad( c11, c11) = 0.9999976800862648840;
quad ( -gme , -gme ) = -0.962252757546838;

quad (gpo , gpo ) = 0.996089253415145;
quad (g , g ) = 0.999998124816346;

t11 = 103;
quad (t11, t11 ) = 0.999499098102909;
Zpo11 = 104;
quad (Zpo11 , Zpo11 ) = 1.03901096708128;
v11 = 105;
quad (v11, v11 ) = 0.999488369163996;
quad (CR , CR) = 0.99801401535648;
quad (cm , cm ) = 0.999995263604032;
s11 = 106;
quad (s11, s11 ) = 0.9999992001757366245;
Pimm = (710/226);


X1 = 107;
s1 = 108 ;
v1 = 109 ;
t1 = 110 ;
e1 = 111 ;
s2 = 112 ;
v2 = 113 ;
v3 = 114 ;
t2 = 115 ;
PIU1 = 116 ;
t3 = 117 ;
Pimm1 = 118 ;
X2 = 119 ;
CR1 = 120;
CR2 = 121 ;
pi1 = 122;
PIU1 = 123;
pi2 = 124;
g1 = 125 ;
cm1 = 126 ;
m1 = 127;
PIU2 = 128;
gm1 = 129;
PIU3 = 130;
inf1 = 131 ;
PIU4 = 132;
inf2 = 133;
pi3 = 134 ;
gb1 = 135 ;
PIU5 = 136;
X2 = 137;
X3 = 138;
PIU6 = 139;
gme1 = 140 ;
PIU6 = 141 ;
cm2 = 192;
inf3 = 220;
c3 = 225;
t7 = 301;
A4 = 405;
uno = 547;
quad( uno , uno ) = 1;




quad ( gme1 , PIU6 ) = -0.9957518242072985;
quad ( X1 , v1 ) = 0.999791382656555;
quad ( s1 , e1 ) = 0.9999867127983533;
quad (s2 , v2 ) = 0.999999311496187;
quad ( t1 , v3 ) = 0.999262619952408;
quad (PIU , PIU) = 0.99693231092912;
quad ( cm2 , cm2 ) = 0.997018037040436;
quad ( cm1 , m1 ) = 0.9660935282562102;
quad (Pimm , Pimm) = 1.06725268368853;
quad (Pimm1 , X2) = 1.0630205607255543;
quad ( pi , pi) = 0.997503386639023;
quad ( pi1 , PIU1 ) = 0.9855388698296462;
pimasb11 = 142;
quad (pimasb11 , pimasb11 ) = 1.01415285286844;
quad (CR1 , pi2 ) = 0.997564233356481;
quad ( CR2 , X3 ) = 0.9966399285608534 ;
quad ( PIU2 , t2 ) = 0.997906622526492;
quad ( mb , mb ) = 1.0017340200526;
quad ( epb , epb ) = 1.00258934419242;
quad ( t3 , PIU3 ) = 0.999500180626767;
quad ( gm1 , PIU4 ) = -0.997408054658288;
quad ( inf1 , PIU5 ) = 0.995880423020448;
quad ( inf2 , pi3 ) = 0.9994243770163015 ;
eo11 = 600;
quad ( eo11 , eo11 ) = 1.00495111061731;
quad ( gb1 , PIU6) = 0.9769670936373896;
quad ( inf3 , c3 ) = 0.9885132450211021604;
quad ( t7 , A4 ) = 0.9904305545689124912;

e = ( 10^2 * m ) / ( 3 * Z^2 * quad ( Z , Z ));
m = sqrt ( 1 / (quad (c11 , c11) * c));
1/ (c * quad(c11 , c11)) = m^2;
1/m^2 = sqrt(0.03*Z^2)*quad(c11 , c11);
m^2 = 1/(sqrt(0.03)*Z*quad(c11 , c11));
Z = sqrt((100*m)/(3*e));
c * quad(c11 , c11) = 1/m^2;
c = sqrt(0.03 * Z^2);
c * 4 = v * Z;
v = (c * 4) /Z;
c = sqrt(0.6);
10^2 *m = 3 * Z^2*e*quad(Z,Z);
m = ((3*e*Z^2)/100)*quad(Z,Z);
e^2 = (10000/(9*sqrt(0.6)*Z^4 * quad ( Z , Z )^2));
c = (v*Z)/4 ;
c = sqrt(0.03 *Z^2);
m = e * c^2 * quad(Z,Z);
c = ((s/t) * quad(c11 , c11) * Z)/4;
e = m /(c^2 * quad (Z,Z));
Z = sqrt ((10^2*c^2)/3);
m = ( (3 * e * Z^2 * quad (Z,Z))/10^2);
c * quad(c11 , c11) = 1 / m^2;
e = ( (m * 10^2 )/(3 * Z^2 * quad( Z , Z )));
c = ((s * quad(s11, s11))/t * quad(c11 , c11) * Z ) /4;
Z = sqrt((10^2 * c^2)/3);
m = (3 * e * Z^2 * quad ( Z , Z )) / 10^2;
t = ((s * quad( s11 , s11 ))/v )* quad(c11 , c11);
v = ((s * quad( s11 , s11 ))/t) * quad (c11 , c11);
s^2 = Z/(m*g);
m = e * c^2 * quad(Z,Z);
10^2 * m = 3 * Z^2 * e * quad( Z , Z);
g = Z /(s^2 * m);
Z = sqrt ((10^2 * m )/(3 * e * quad( Z , Z)));
(quad (Z,Z))^2 = quad(c11 , c11)^2 ;
quad (c11 , c11) * c = 1/m^2;
c = sqrt (0.03 * (Z^2 ));
e = ( (m * 10^2 )/(3 * Z^2 * quad(Z,Z)));
e = m /(c^2 * quad(Z,Z));
Z = sqrt ((10^2 * m )/(3 * e * quad (Z , Z )));
Z = sqrt ((c^2 * 10^2)/3);
s = (v * t )/ quad (Z, Z );
g^2 = ep - Z^2 - c^2 ;
Z = m * g * s^2 ;
p = Z / s^2;
c * quad ( c11 , c11) = ( s^2 * g ) / ( m * Z );
t = ( (s * quad( s11 , s11 ) ) / v ) * quad( c11 , c11);
g = Z / ( m * s^2 );
quad (c11 , c11) * c = ( g * s^2 ) / ( m * Z );
g = Z / ( s^2 * m );
s = sqrt ( Z / p );
t = ( s * quad( c11 , c11))/( 4 * sqrt ( 0.03 / quad (Z, Z )) );
e = m / ( c^2 * quad( Z , Z ) );
s = sqrt( Z / ( g * m ) );
Z = p * s^2 ;
Z = m * g * s^2;
Z + c + pi = 10;

Z + g = gm ;
c + Z = cm;

gm = 10 * ( c^2 + Z^2 );
c^2 + Z^2 = ( gm / 10 ) * quad( gm , gm );
zet = g + cm + cm + pi;
t = ( s * m * 10^2 ) / ( v * 3 * Z^2 * e );
m = e * ( ( v * Z)/ 4 )^2 * quad( Z, Z );
gm = (10 * ( c^2 + Z^2)) / quad( gm , gm );
quad(gm , gm) = ( 10 * ( c^2 + Z^2 )) / gm;
c = ( ( (s * quad( s11 , s11 )) / t ) * quad( c11 , c11) * Z ) / 4;
1/m^2 = c * quad( c11 , c11);
Z + c + pi = 10;
cpo = - gme * Z;
-gme = ( Z + c + pi ) / Z;
-gme = 10 / Z;
c^2 + cpo^2 = 100.6;
pi + gme + gpo = cpo;
b = zet / Z;
gfel = zet / Z;
gpo * Zpo = Z;
zet = (pi + inf) * Z;
inf = b - pi;
g + Z = gm;
b = zet / Z;

(quad( Z , Z ))^2 = quad( c11 , c11)^2;
v^2 = ( ep / inf^3 ) * (quad(t11 , t11))^2;
p1 = 160;
t4 =150;
quad ( t4 , p1 ) = 0.9960579;
Z^2 + g^2 + c^2 = ( v^2 * inf^3 ) / ( quad( t4, p1 ))^2;
1 = ( 10^2 * m ) / (3 * Z^2 * e * quad( Z, Z ));
1 = m / ( e * c^2 * quad( Z , Z ));
1/c^2 = 10^2 / ( 3 * Z^2);
quad( t4, p1 ) = sqrt ( ( v^2 * inf^3 ) / ep );
quad( t4, p1 ) = sqrt ( (v^2 * inf^3 ) / ( Z^2 + g^2 + c^2 ) );
Z^2 = 2 * cpo;
ep = (( g^2 + Z^2 ) / quad( Z , Z )^2 ) * ( 1 / quad( c11 , c11))^2;
cpo = c + Z +pi ;
- gme = ( cm + pi ) / Z;
- gme = Z / 2;
gme * Z = - cpo;
c = (1 / m^2 ) / quad( c11 , c11);
v = ( 4 * sqrt( 0.03 * Z^2) )/Z;
e = m / ( c^2 * quad( Z , Z ));
m = sqrt( 1 / ( quad( c11 , c11 ) * c ) );
ev = zet * b * inf ;
betta + pi = gfon;
gfoe = pi - b ;
gfoe = -inf ;
gfel = b ;
betta = pi - zet;
zet / Z = b ;
ecuoue / 2 = inf;
eo = e * m * c^2 * v * Z;
eo / e = m * c^2 * v * Z;
zet = g + cm + cm + pi ;
ep = Z^2 + g^2 + c^2 ;
gb^2 = c^2 + Z^2 ;
mb = (Z^2 + gb^2 ) / quad( Z , Z );
eb = m * quad( Z , Z ) * ( gb^2 - Z^2 );
Z^2 = (gb^2 - c^2);
ZU = zet^2 + b^2 + inf^2;
du = c^2 + b^2 + inf^2 ;
Zepiz = - ( pi - b ) * Z;
Zepiz = inf * Z ;
X * c * quad( c11 , c11) * t = ( inf + v ) * quad ( v11 , v11 );
t6 = 170;
v6 = 180;
quad( v6 , t6 ) = quad( v11 , v11 ) * quad ( t11 , t11 );
X * c * quad ( c11 , c11) *t = (inf + v ) * quad ( v6 , t6);
X / ( CR * quad( CR , CR ) *c * quad( c11 , c11) * t * quad( t11 , t11 ) ) = 2 * inf * quad( inf11 , inf11 ) * 4 * t * quad( t11 , t11 )^2 ;
du / ( maxZUm * quad ( X , X )) = X;
v * quad( v11 , v11 )^2 = t * quad( t11 , t11 )^2 * Z * quad( Z , Z )^2 * c * quad( c11 , c11)^2 ;
CR * t * m = pi * quad( pi11 , pi11 );
CR * quad( CR , CR ) = Z^2 + c^2 ;
gpo * Zpo = Z ;
( gpo * Zpo )^2 = 2 * cpo;
Zpo * quad ( Zpo11 , Zpo11 ) * (- gme) = ( m * quad ( m , m ) ) + ( t * quad( t11 , t11 ));
e * quad( e11 , e11 ) = ( m * quad( m , m )) / ( c^2 * quad( Z , Z ) ) ;
quad(e11 , e11 ) = quad(m , m );
e * quad(e11 , e11 ) = 1.893704169985291452;
m * quad( m , m ) = e * quad( e11 , e11 ) * c^2 * quad( c11 , c11)^2 * quad( Z , Z );
quad( m , m ) * m = 1.136218957276767805;
m = e * c^2 * quad( Z , Z );
c^2 * quad( c11 , c11)^2 = 0.5999972161067471665;
quad( c11 , c11) = 0.9999976800862648840;
c * quad( c11 , c11) * m * quad( m , m ) * e * quad( e11 , e11 ) * Z * quad( Z , Z ) = gpo * quad( gpo , gpo );
c * quad( c11 , c11) * (-gme ) * Z * quad( Z , Z ) = gpo * quad( gpo , gpo );
quad( gm , gm ) = 0.9954699147663160774;
quad( v11 , v11 ) = 0.9994883691639959711;
c^2 * quad( c11 , c11)^2 * Z * quad( Z , Z ) * m^2 * quad( m , m ) * t * quad( t11 , t11 ) = v * quad( v11 , v11 );
t * quad( t11 , t11 ) = 0.2011459426449698495;
v * quad( v11 , v11 ) = t * quad( t11 , t11 ) * Z * quad( Z , Z ) * c * quad( c11 , c11) ;
gpo * Zpo = Z ;
( quad( inf11 , inf11 ) * 2 * inf * 4 * t * quad( t11 , t11 )^2 ) + ( Z^2 * quad( Z , Z )^2 ) = ( X * quad( X , X ) ) / ( CR * quad( CR , CR ) * c * quad ( c11 , c11) * t * quad( t11 , t11 ) );
X * c * quad( c11 , c11) * t = ( inf + v ) * quad( v11 , v11 );
Z^2 + c^2 = epb /2 ;
Z = ( t * 4 * c ) / ( quad( c11 , c11) * s * quad( s11 , s11 ));
c = sqrt((3 * Z^2) / 10^2);
c = Z / (sqrt( 10^2 / 3 ));
s * quad( s11 , s11 ) = ( t * 4 * sqrt( 0.03 )) / quad( c11 , c11);
v = 4 * sqrt(0.03);
1 = m^2 * c * quad( c11 , c11) ;
t = ((s * quad( s11 , s11 ))/v )* quad(c11 , c11);
s * quad( s11 , s11 ) = (( t * 4 * m^2 ) / ( sqrt( 10^2 / 3))) * c;
t = ( sqrt( 10^2 / 3 ) * c * quad( Z , Z ) * s ) / ( 4 * c );
1 = ( sqrt( 10^2 / 3 ) * c ) / Z ;
c = ( Z * quad( Z , Z ) * s ) / ( 4 * t );

quad (Z, Z) = 0.9999968802638559140;
quad (CR , CR) = 0.99801401535648;
quad ( du , du ) = 1;
ev1 = 1880;
ep1 = 1890 ;
ZU1 = 1970 ;
quad ( ev1 , ev1 ) = 1;
quad ( ep1 , ep1 ) = 1 ;
quad ( ZU1 , ZU1 ) = 1 ;
quad( c11, c11) = 0.9999976800862648840;

Result

(%i345) val (%i1);

Result

(%i346) solve([%i1], [s, c , t , e , m , X , Z , ele]);

Result

(%i347) sol(%o348);

Result

(%i348) to_poly_solve.mac([%i1], [c]);

Result

(%i349) integrate(%i1, s);

Result

(%i350) diff(%i1,s,1);

Result

(%i351) 400 * c * t = 5 * s * Z^3 * quad( Z , Z );
t = (5 * s * Z^3 * quad( Z , Z )) / (400 * c);
Z^2 = 2 * cpo;
c^2 = 0.6;
4 * c * t = Z * quad( Z , Z ) * s;
4 * c * t = Z * quad( Z , Z ) * s * quad( s11 , s11 );
quad( s11 , s11 ) * quad( c11 , c11 ) = quad( Z , Z );
quad( s11 , s11 ) * quad( c11 , c11 ) = 1;
4 * t * c = (sqrt(10^2/3) * s * quad( s11 , s11)) / ( m^2);
Z * quad(c11 , c11 ) = ((sqrt(10^2/3) ) / ( m^2));
m^2 = ((sqrt(10^2/3) ) / ( Z * quad( c11 , c11) ));
v = 4 * sqrt(0.03) * e^2 * c^5 * quad( Z , Z)^2 * quad( c11 , c11);
v = 4 * sqrt(0.03) * m^2 * (quad( Z , Z) / quad( s11 , s11)) * c;
v = 4 * sqrt(0.03) * (sqrt(10^2 / 3 )/ Z ) * c;
1 = (sqrt(10^2 / 3 )/ Z ) * c;
Z = sqrt(10^2 / 3 ) * c;
1 = m^2 * c * quad( c11 , c11);
quad( c11 , c11) = 1 / ( m^2 * c );
t = (s/v) * quad( Z , Z);
t = ((s * quad (s11 , s11))/v) * quad( Z , Z);
quad (s11 , s11) * quad (c11 , c11) = quad( Z , Z);
t = ( Z * quad( Z , Z) * s ) / (4 * c );
t = ((s * quad (s11 , s11)) / v ) * quad( c11 , c11);
quad (s11 , s11) = ( Z * quad( Z , Z) * v ) / ( 4 * c * quad(c11 , c11));
c / Z = sqrt(0.03);
4 * t = sqrt(10^2/3) * s * quad( Z , Z) ;
t = (sqrt(10^2/3) * s * quad( Z , Z)) / 4 ;
Z / c = sqrt(10^2/3) ;
t = (5 * s * Z^2 * quad( Z , Z )) / (10 * 4 * sqrt(3));
1 = (10 * c ) / (sqrt(3) * Z);
(sqrt(3) * Z ) = 10 * c;
t = (5 * s * Z^3 * quad( Z , Z )) / (400 * c );
Z^2 = 100/5;

quad ( t11 , Z ) = (quad ( t11 , t11) * quad( Z , Z ) * quad ( c11 , c11 ) )/ (quad(gpo , gpo ) * quad ( v11 , v11 ));
 
quad( Z , Z ) * quad( c11 , c11 ) * 4 * Z * c = s * t * g * m * (gme) * quad( m , m ) * quad( -gme , -gme ) * quad( s11 , s11 ) * quad( t11 , Z ) * quad( g , g );
 
quad ( t11 , Z ) = quad ( t11 , t11 ) * quad ( gm , gm );
 
 
c * quad( c11 , c11 ) * t * quad ( t11 , t11 ) * 2 * CR * quad( CR , X ) = (X * quad( X , X )) / ( inf * quad( inf11 , inf11 )) * ( 1 - (t / PIU));
 
(gfel * quad ( gfel , PIU ) ) / ( PIU * quad( PIU , PIU )) = cm * quad( cm , cm );
 
4 * c * quad( c11 , c11 ) * t * quad ( t11 , t11 ) * PIU * quad ( PIU , PIU ) = cm * quad ( cm , m ) * m * quad ( m , m ) ;
 
(X * quad( X , X )) / ( PIU * quad (PIU , PIU ) * Pimm * quad ( Pimm , Pimm) ) = PIU * quad( PIU , PIU );
 
 
 PIU * quad( PIU , PIU ) = sqrt( ( X * quad ( X , X ))/ ( Pimm * quad ( Pimm, X )));
 
PIU * quad( PIU , PIU ) * pi * quad ( pi11 , pi11 ) = inf * quad ( inf2 , pi3 );
 
 
PIU * quad( PIU , PIU ) * pimasb * quad( pimasb11 , pimasb11) = pi * quad ( pi , PIU ) ;
 
 
PIU * quad( PIU , PIU ) * Pimm * quad( Pimm , X ) = (X * quad ( X , X )) / (PIU * quad( PIU , PIU ));
 
 
(PIU * quad( PIU , PIU ))^2 * Pimm * quad( Pimm , X ) = (X * quad ( X , X )) ;
 
 
 
 pi * quad ( pi , PIU ) / (PIU * quad( PIU , PIU )) = pimasb * quad( pimasb11 , pimasb11) ;
 
 
 
PIU * t / ( quad( t11 , t11)^2 * quad( PIU , t11 )) = e * quad ( e11 , e11 );
 
 
t * quad ( t11 , t11 ) * e * quad ( e11 , e11 ) * m^2 * quad( m , m )^2 * PIU * quad( PIU , PIU ) = gb * quad( gb1 , PIU6 );
 
 
(mb * quad ( mb , mb ) * gb * quad ( gb11 , gb11 )) / ( PIU * quad ( PIU , PIU )) = (Z^2 * quad ( Z , Z )^2);
 
 
(Z^2 * quad ( Z , Z )^2) = (2 * cpo * quad ( cpo , cpo ));
 
 
(epb * quad ( epb , epb )) / (PIU * quad( PIU , PIU )) = ( Z * quad ( Z , Z ));
 
 
g = Z / ( m * s^2 );
 
 
p = Z / s^2;
 
 
g = p / m;
 
 
(g * quad ( g , g )) = (( (m * quad ( m , m ) * Z * quad ( Z , Z ) ) / (s^2 * quad ( s11 , s11 )^2) ) * c * quad ( c11 , c11 ));
 
 
Z = m * g * s^2;
 
 
c * quad ( c11 , c11 ) = (g * s^2)/(m * Z);
 
 
1 = m^2 * c * quad ( c11 , c11 ) ;
 
 
c * quad ( c11 , c11 ) * Z * quad (Z , Z ) = PIU^2 * quad( PIU , PIU ) * t^2 * quad ( t11 , PIU);
 
 
(CR * quad ( CR , CR )) / ( PIU * quad ( PIU , PIU ) ) = gme * quad(-gme , PIU );
 
( sqrt ( (X * CR * quad ( X , X ) * quad ( CR , CR ) * 3 ) / (PIU * quad ( PIU , PIU )) )) = (inf * quad ( inf11 , inf11));
 
 
(b * quad (b11 , b11 ) ) / ( PIU * quad ( PIU , PIU ) ) = ( cm * quad ( cm , cm ) );
 
 
t * quad ( t11 , PIU ) * eo * quad ( eo11 , eo11 ) * PIU * quad ( PIU , t11 ) = gpo * quad ( gpo , eo2);
 
 
sqrt( ((g / quad ( g , g )) * (Z / quad ( Z , Z )) * (t / quad ( t11 , t11 )) * ( m / quad ( m , m ) ) ) / ( PIU * quad ( PIU , PIU ) ) ) = (pi * quad( pi , pi) );
 
 
 
v * quad ( v11 , v11 ) = c * quad ( c11 , c11 ) * Z * quad ( Z , Z ) * t * quad ( t11 , t11);
 
 
 
1 = s * e^2 * 2 * quad ( s1 , e1 ) * quad ( e11 , e11 );
 
 
 
1 / ( s * e^2 * 2 * quad ( e11 , e11 ) )= quad ( s11 , e ) ;
 
 
m^2 = ( s * quad ( s1 , e1 ) * 2 * e^2 * quad ( e11 , e11 )^2 ) / (c * quad ( c11 , c11 ));
 
 
1 = ( 10^4 * s * quad ( s1 , e1 ) * 2 * quad ( e11 , e11 )^2) / (3^2 * Z^4 * quad ( Z , Z )^2 * c * quad( c11 , c11) );
 
 
 
c * quad(c11 , c11 ) = (20000 * s * quad ( s1 , e1 ) * quad ( e11 , e11 )^2 ) / (9 * Z^4 * quad ( Z , Z )^2);
 
 
 
(4 * c * t ) / ( Z * quad ( Z , Z ) ) = s;
 
 
v = (s * quad( Z , Z )) / t ;
 
 
4 * c * t = s * Z * quad ( Z , Z );
 
 
pi * quad ( pi11 , pi11 ) = PIU * quad (PIU , PIU ) * pimasb * quad( pimasb11 , pimasb11 );
 
 
b / ( pi * PIU * Pimm * pimasb) = v;
 
 
 
(( pi * PIU * Pimm * pimasb) / gpo )^2 = ecuoue;
 
 
 
(( pi * PIU * Pimm * pimasb) / ele )^2 = zet;
 
 
  
( PIU * Pimm * pimasb)^2 = zet;
 
 
ele = pi;
 
 
 
( pi * PIU * Pimm * pimasb) / gpo = PIU;
 
 
 
( pi * Pimm * pimasb) / gpo = 1;
 
 
 
cm / ( pi * quad (pi11 , pi11 ) * PIU * quad (PIU , PIU ) * Pimm * quad ( Pimm , Pimm ) * pimasb * quad (pimasb11 , pimasb11 ) * cpo ) = v;
 
 
 
 
( pi * quad (pi11 , pi11 ) * PIU * quad (PIU , PIU ) * Pimm * quad ( Pimm , Pimm ) * pimasb * quad (pimasb11 , pimasb11 ) ) / gpo = cpo ;
 
 
 
sqrt ( gpo /( pi * quad (pi11 , pi11 ) * PIU * quad (PIU , PIU ) * Pimm * quad ( Pimm , Pimm ) * pimasb * quad (pimasb11 , pimasb11 ) ) ) * cpo = Pimm;
 
 
 
(p * quad ( p , p )) / ( PIU * quad (PIU , PIU ) * pimasb * quad (pimasb11 , pimasb11 ) ) = b * quad ( b11 , b11 );
 
 
 
 
gm / ( PIU * pimasb ) = inf * quad (inf11 , inf11 );
 
 
 
 
gfon / ( PIU * quad (PIU , PIU )* pimasb * quad (pimasb11 , pimasb11 ) ) = gfoe;
 
 
 
 sqrt( (PIU * quad (PIU , PIU ) * e ) / c ) = pi * quad (pi11 , pi11 );
 
 
 
sqrt( (PIU * quad (PIU , PIU ) * e * m^2) ) = pi ;
 
 
 
sqrt( (PIU * quad (PIU , PIU ) * e * m^2) ) = ele ;
 
 
( zet / ((PIU * quad (PIU , PIU ) * e * m^2) ) )^2 = eln;
 
 
1 / ( PIU * t * c ) = v * quad ( v11 , v11 );
 
 
 
 
( PIU * t * c * v) = 1;
 
 
 
p / ( pi * quad ( pi11 , pi11 )) = b * quad ( b11 , b11 );
 
 
 
(gpo * quad ( gpo , gpo ) ) / ( pi * quad ( pi11 , pi11 )) = inf * quad ( inf11 , inf11 );
 
 
(inf * quad ( inf11 , inf11 )) / ( pi * quad ( pi11 , pi11 )) = PIU * quad (PIU , PIU ) ;
 
 
gfon / ( pi * quad ( pi11 , pi11 )) = gfoe * quad ( -gfoe , -gfoe );
 
 
 
(p * quad ( p , p )) / ( PIU * quad (PIU , PIU ) * pimasb * quad (pimasb11 , pimasb11 ) ) = gpo * quad ( gpo , gpo );
 
 
 
( ep * CR ) / ( X * du ) = v * quad ( v11 , v11);
 
 
 
 
(( m * quad( m , m ) * e * quad ( e11 , e11 ) * X * quad( X , X ) * s * quad ( s11 , s11 ) ) / p * quad ( p , p ) )^2 = s * quad ( s11 , s11 );
 
 
 
 
sqrt(( m * quad( m , m ) * e * quad ( e11 , e11 ) * X * quad( X , X ) ) / cpo ) = gm * quad( gm , gm );
 
 
 
 
 ( 4 * c * t * s ) = Z^2;
 
 
( 4 * c * t ) / gm = v;
 
 
 
Z^2 /s = gm * v;
 
 
s * Z * quad( Z , Z ) = 4*c*t;
 

sqrt ( inf * sqrt(3/2) * c * t * p ) = inf;
 
 
 ( inf * sqrt(3/2) * c * t * p ) / cm = A;
 
 
 
sqrt ( inf * sqrt(3/2) * c * t * p * cm ) = (cpo^2 + c^2);
 
 
( inf * sqrt(3/2) * c * t * p ) = inf^2;
 
 
 
sqrt ( inf * sqrt(3/2) * c * t * g ) = epb;
 
 
 
 
gm * sqrt(3/2) * c * t * PIU = A;
 
 
 
 ( (Z * sqrt(3/2) * c * t * PIU) / (m) )^2 = b;
 
 
 
 1 / (4 * sqrt(3/2) * c * t * s) = PIU;
 
 
 ((4 * sqrt(3/2) * g * c * t * s) / -gme) =eln;
 
 
 
((sqrt(3/2) * gm * c * t * PIU) / gpo) =gfel;
 
 
 
( X * quad ( X , X ) * s * quad( s11 , s11 ) * t) / ( Pimm * quad ( Pimm , Pimm ) * cm * quad (cm ,cm) * quad (t11 , t11) ) = v * quad( v11 , v11);
 
 
 
(sqrt ( s * PIU * X * c * t * sqrt(3/2) * gm ) / ep ) = Zpo;
 
 
 
(X * Pimm) / inf = CR;
 
 
sqrt ( ( X * quad ( X , X ) ) / ( Pimm * quad ( Pimm , Pimm ) )) = PIU * quad ( PIU , PIU );
 
 
 
 
( X * quad ( X , X ) * s * quad( s11 , s11 ) * CR * quad ( CR , CR ) ) / ( Pimm * quad ( Pimm , Pimm ) * cm * quad ( cm , cm ) ) = b;
 
 
 
 
( 4 * c * quad ( c11 , c11) * t * quad ( t11 , t11 ) * CR * quad ( CR , CR ) * (3/2) )^2 = A;
 
 
 
 
( 6 * c * quad ( c11 , c11) * t * quad ( t11 , t11 ) * CR * quad ( CR , CR ) )^2 = A;
 
 
 
 
( 6 * c * quad ( c11 , c11) * t * quad ( t11 , t11 ) * CR * quad ( CR , CR ) * b )^2 / ( X * quad( X , X ) ) = cpo + c^2;
 
 
 
 
 
 
 ( gm * sqrt(3/2) * c * PIU * t ) =( 6 * c * quad ( c11 , c11) * t * quad ( t11 , t11 ) * CR * quad ( CR , CR ) )^2 ;
 
 
 
c + gm = ( 6^2 * c * quad ( c11 , c11)^2 * t * quad ( t11 , t11 )^2 * CR^2 * quad ( CR , CR )^2 ) / (sqrt(3/2) * PIU * quad ( PIU , PIU ));
 
 
 
 
sqrt ( A * CR * quad( CR , CR ) * m ) = eln;
 
 
(eln^2 * quad(eln , eln )^2 )/ (CR * quad( CR , CR ) * m * quad ( m , m )) = A;
 
 
 
sqrt ( A * zeb * quad(zeb , zeb) ) = (X * quad( X , X ) );
 
 
 
sqrt ( A * cm ) = inf * quad (inf11 , inf11) ;
 
 
A = (X^2 * quad( X , X )^2 ) / (zeb * quad ( zeb , zeb) );
 
 
 
(X * quad( X , X ) ) /( A * quad( A , A ) ) = c * quad (c11 , c11);
 
 
 
( m * cm * c * t * CR )^2 = A;
 
 
 
(( m * cm * c * t * CR )^2) / ( (1/ quad (CR , CR)) * quad (cm2 , cm2 ) * quad ( t11 , t11 ) * quad ( m , m ) * quad( c11 , c11) )^2 = ( A * quad ( A , A ) );
 
 
 
 
 
(( m * cm * c * t * CR * quad (CR , CR) )^2) / ( quad (cm2 , cm2 ) * quad ( t11 , t11 ) * quad ( m , m ) * quad( c11 , c11) )^2 = ( A * quad ( A , A ) );
 
 
 
 
( sqrt ( 3/2 ) * c * quad ( c11 , c11 ) * p * quad ( p , p ) * t * quad (t11 , t11 ) * inf * quad ( inf11 , inf11 ) ) / ( cm * quad(cm2 , cm2 ) ) = A ;
 
 
 
A = ( X * quad (X , X ) )^2 / ( zeb * quad (zeb , zeb ));
 
 
 
 
 
( A * quad ( A , A ) ) = ( (inf * quad ( inf1 , PIU5 ))^2 )/ ( cm * quad( cm2 , cm2 ) );
 
 
 
( A * quad ( A , A ) ) = ( X * quad ( X , X )) / ( c * quad( c11 , c11 ) );
 
 
 
A = ( gm * sqrt (3/2) * c * PIU * t );
 
 
 
 
A * quad ( A , A )= ( inf * sqrt (3/2) * c * t * p ) / cm;
 
 
 
quad ( inf3 , c3 ) = quad (inf11 , inf11 ) * quad ( CR1 , pi2);
 
quad ( t7 , A4 ) = (quad (t11 , t11 ) * quad ( inf11 , inf11 ));
 
 
A * quad ( A , A ) = gm * quad ( gm , gm ) * sqrt(3/2) * c * quad ( c11 , c11) * PIU * quad ( PIU , PIU ) * (t / quad (t7 , A4 ) );
 
 
 
A = ( (inf * quad ( inf3 , c3 )) * sqrt(3/2) * (c * quad ( c11 , c11)) * ( t * quad (t7 , A4) ) * ( p * quad ( p , p ) ) ) / ((cm * quad( cm2 , cm2 ) ));
 
 
 
 
sqrt( (A * quad( A , A ) * CR * quad ( CR , CR ) ) / ( pi * quad ( pi11 , pi11 ) ) ) / ( cpo * quad ( cpo , cpo ) * quad (t11 , t11) ) = ( eo * quad( eo11 , eo11));
 
 
 
 
 
( A ) = ( (eo * quad( eo11 , eo11 ))^2 * cpo^2 * quad( cpo , cpo )^2 ) / ( Z * quad( Z , Z ) * quad ( zeb , zeb ) );
 
 
 
 
sqrt ( eo * quad( eo11 , eo11 ) * CR * quad ( CR , CR ) * Z * quad( Z , Z ) * A * quad ( A , A ) ) = A * quad ( A , A ) ;
 
 
 
 
A = sqrt ( A * CR * eo * Z) * quad( b11 , b11 ) ;
 
 
 
 
(A * quad( A , A )) = (gm / quad ( gm , gm ) * sqrt(3/2) * c / quad( c11 , c11) * PIU / quad ( PIU , PIU ) * t / quad (t7 , A4) * quad ( Z , Z ) * quad ( c11 , c11 ) * quad ( inf3 , c3 ) * quad ( s1 , e1));
 
 
(( quad (t7 , A4) * cpo * quad ( cpo , cpo ) * eo * quad( eo11 , eo11 ) )^2 * pi * quad ( pi11 , pi11 ) ) / ( CR * quad ( CR , CR ) ) = (A / quad( A , A )) ;
 
 
 
 
(( cpo * eo )^2 * pi ) / (CR * quad( t3 , PIU3 ) ) = (A * quad( A , A )) ;
 
 
 
 
(A * quad( A , A ) + c ) = gm / quad ( gm , gm ) * sqrt(3/2) * c / quad (c11 , c11) * PIU / quad (PIU , PIU ) * t * quad ( t3 , PIU3 ) ;
 
 
 
sqrt ( X * quad( X , X ) * CR * quad ( CR , CR ) / ( eb * quad ( e11 , e11 ) ) ) = (eln / quad (eln , eln ));
 
 
 
(( X * quad ( X , X ) * Pimm * quad( Pimm , Pimm ) ) / inf) = ( CR + quad ( CR , CR ) + s);
 
 
 
c * quad( c11 , c11) * t * quad( t3 , PIU3 ) *2 * CR + quad ( CR2 , X3 ) = (( X * quad (X1 , v1 ) ) / ( inf * quad( inf3 , c3 ))) * (1- (t / PIU));
 
 
 
(X * quad ( X , X )) /( A * quad ( A , A )) = c * quad ( c11 , c11);
 
 
 
( m * cm * c * t * CR * quad( CR , CR ) )^2 = A;
 
 
 
 
(( m * cm * c * t * CR * quad( CR , CR ) )^2) / ( quad( cm , cm ) * quad( t7 , A4) * quad ( m , m ) * quad ( c11 , c11) ) = (A * quad( A , A ));
 
 
 
 
 
1 / ( quad( cm , cm ) * quad( t7 , A4) * quad ( m , m ) * quad ( c11 , c11) ) = ( quad( A , A ));
 
 
 
 
 (A * quad( A , A )) = (( eo^2 * quad( eo11 , eo11)^2 * cpo^2 * quad( cpo , cpo )^2 * pi * quad(pi11 , pi11) * quad ( CR1 , pi2 ) ) / CR );
 
 
 
 
sqrt ( Pimm * ( ( X * quad ( X , X ) * CR * quad( CR , CR ) * 2 ) / ( A * quad( A , A ) ) )) = (cpo / quad ( cpo , cpo ));
 
 
 
 
( X * quad ( X , X ) * CR * quad( CR , CR ) * 2 * Pimm) / (cpo / quad ( cpo , cpo ))^2 =(A * quad( A , A ));
 
 
 
 
sqrt ( ( A * quad( A , A ) * zeb * quad( zeb , zeb) ) / ( CR * quad( CR , CR ) * 2 ) ) = (inf * quad( inf11 , inf11));
 
 
 
 
 
 
( A * quad( A , A ) * PIU * quad (PIU , PIU ) ) / ( CR * quad( CR , CR ) * 2 * e * quad ( e11 , e11 ) ) = (inf * quad( inf11 , inf11));
 
 
 
 
(( X * Pimm)/ inf )+ s = CR;
 
 
 
PIU * quad (PIU , PIU ) = sqrt ( (X * quad ( X , X ) ) / ( Pimm * quad( Pimm , Pimm)) ) ;
 
 
 
 
 
((X * quad ( X1 , v1 ) * Pimm * quad( Pimm , Pimm) * cpo * quad( cpo , cpo) ) / ( inf * quad( inf3 , c3) )) + Pimm = (zeb * quad (zeb , zeb ));
 
 
 
( p * quad ( p , p )) / ( pi * quad ( pi11 , pi11 ) ) = b * quad ( b , b );
 
 
 
(gpo * quad ( gpo , gpo ) * c * quad ( c11 , c11) * m^2 * quad( m , m )^2 * e * quad(e11 , e11 )) / ( CR * quad ( CR , CR ) ) = eb * quad( eb11 , eb11 );
 
 
 
sqrt ( ( gme * quad( -gme , -gme ) )/ ( sqrt(3/2) * t * quad( t11 , t11) * c * quad(c11 , c11) ) ) = (Pimm * quad( Pimm , Pimm ));
 
 
sqrt ( 1 / ( 4 * t * quad( t11 , t11) * c * quad(c11 , c11) * Pimm * quad( Pimm , Pimm ) )) = ( v * quad ( v11 , v11));
 
 
 
t = ( s * Z^2 * quad( Z , Z ) ) / (8 * sqrt(3));
 
 
Z * quad(c11 , c11 ) = 10 / (sqrt(3) * m^2) ;
 
 
1/m^2 = 0.17320508075688 * Z * quad(c11 , c11);

Result

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