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FISICA MODERNA DEL ETER O EPSILON & Z

 

 

 

 

 

 

 

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FISICA MODERNA

s  =  0.1394282716062612004;

p  =  230.0452711773156125;

g  =  202.465308305541;

gm  = 206.9374442605405591;

cm  =  5.246732624241063014;

pi  =  4.753267375758936986;

zet  =  217.7120409297820061;

quad ( gm , gm)   = 0.9954699147663182979;

c  =  0.7745966692414834043;

Z  =  4.472135954999579610;

 t  =  0.2012467475225873104;

 v  =  0.6928203230275509217;

 e  =  1.893707048591739772;

 m  =  1.136220684435249817;

inf  =   43.92862492816196607;

b  =  48.68189230392090394;

Zpo  =  0.5976553690284291953;

gpo  =  7.48280060174085;

cpo  =  10;

gme  =  -2.23606797749979;

quad (Z, Z)  =  0.9999968802638570242;

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  =  4.000021758688922624;

 du  =  4300.250726369686163;

pimasb  =  0.507176759434027;

zeb  =  227.2185756812999102;

gb  =  4.538722287164087099;

epb  =  41.20000000000000995;

mb  =  40.60012666168256601;

eb  = 0.6817302838359060591;

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 )  = 0.9999937605374469296;

eo2 = 976;

gpo12 = 978;

quad ( gpo12 , eo2 ) =  0.9980701110322452996;

quad( A , A ) = 1.00700700552192;

quad(p , p ) = 0.993868951045024;

quad( zeb , zeb ) = 0.9780660084209479299;

quad( zet , zet) = 0.983461167262804;

quad (eln , eln ) = 0.998393767128367;

quad ( Zepiz , Zepiz ) = 1;

quad ( ecuoue , ecuoue ) = 0.999191236068929;

b11 = 980;

quad ( b11 , b11 ) = 0.9954651998266322854;

quad ( gfel , gfel ) = 0.990531654769335;

gfel12 = 675;

PIU12 = 764;

quad ( gfel12 , PIU12 ) = 0.9954651998266322854;

quad ( maxZUm , maxZUm ) = 1;

ele11 = 800;

quad (ele11 , ele11 ) = 1;

gb11 = 500;

quad (gb11 , gb11 ) = 0.998752147654993;

eb11 = 100;

quad (eb11 , eb11) = 1.006741299829062575;

quad ( -gfon  , -gfon   ) = 1;

quad ( -betta , -betta ) = 1;

quad ( -gfoe , -gfoe ) = 1;

quad ( X , X ) = 0.995826773212702;

inf11 = 950 ;

quad (inf11 , inf11 )  =  0.990926911738881;

pi11 = 900;

quad(pi11 , pi11)  =  0.997503386639023;

quad (CR , CR )  =  0.99801401535648;

quad (m , m)  =   0.9999984799093121213;

e11 =777;

quad (e11 , e11 )  =  0.9999984799093121213;

c11 = 102;

quad( c11, c11) = 0.9999976800862648840;

quad ( -gme , -gme )  =  -0.962252757546838;

quad (gpo , gpo )  = 0.9960892534151468691;

quad (g , g )  =  0.9999969598209352828;

t11 = 193;

quad (t11, t11 )  =  0.999499098102909;

Zpo11 = 104;

quad (Zpo11 , Zpo11 )  =  1.03901096708128;

Zpo13 = 804;

quad (Zpo13 , Zpo13 )  =  1.02919444773185487;

v11 = 105;

quad (v11, v11 )  = 0.9994883691639959711;

quad (CR , CR)  =  0.99801401535648;

quad (cm , cm )  =  0.999995263604032;

s11 = 106;

quad (s11, s11 )  =  0.9999992001757366245;

Pimm  =   (710/226);

ne = 2.71828182845904523536028747135266249775724709369995;

fi = 1.618033988749894848204586834365638117720309;

ne11 = 810;.9999

fi11 = 820;(VL * c^2 * e * m * t  *gpo ) /(g * s) - (CR * quad (CR , CR))

ne13 =830;

fi13= 840;

quad (fi13 , fi13) =  0.998014015356480044;

quad (fi13 , fi13) == ( ( (CR * quad ( CR , CR ) )) )/((CR / fi) * fi )

quad (ne13 , ne13 ) = 0.987875335166690349;

 ( (CR * quad ( CR , CR ) )) /(fi*quad (fi13 , fi13)) == (CR / fi)

( CR * quad ( CR , CR ) )/ (fi * quad (fi13 , fi13)) == CR / fi

quad (ne11 , fi11 ) = 0.985913429921337126;

quad (ne11 , fi11 ) == quad (ne13 , ne13 ) * quad (fi13 , fi13)

quad (ne13 , ne13 ) == quad ( ne11 , fi11)/quad(fi13 , fi13 )

(ne + fi) == (ne * fi * quad (ne11 , fi11 ))

(ne + fi) / (ne * fi * quad (ne11 , fi11 )) == 1

CS = 0.52360;

CS11 = 790;

quad ( CS11 , CS11 ) = 0.982844007583763335;

CS * quad (CS11 , CS11) * PIU * quad(PIU , PIU)  == pi * quad (pi , pi)

( CS * quad (CS11 , CS11) * PIU * quad(PIU , PIU) ) / (pi * quad (pi , pi)) == 1

VL = 299.79646;

quad ( VL , VL) = 0.998541897747620033;

quad (VL , VL) == (X * quad (X , X)  * gfel * quad ( gfel , gfel  ))/ ( CS * quad (CS11 , CS11) * VL * CR *quad ( CR , CR) *fi*ne * quad ( ne11 , fi11))

( CS * quad (CS11 , CS11) * VL * quad(VL , VL)  * CR *quad ( CR , CR) *fi*ne * quad ( ne11 , fi11)) / (X * quad (X , X) )  == ( b * quad ( b , b ))

X1 = 107;

s1 = 108 ;

v1 = 109 ;

t1 = 110 ;

e1 = 111 ;

s2 = 112 ;

v2 = 113 ;

v3 = 114 ;

t2 = 115 ;

PIU17 = 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 ;

PIU16 = 141 ;

cm2 = 192;

inf3 = 220;

c3 = 225;

t7 = 301;

A4 = 405;

uno = 547;

quad( uno , uno ) = 1;

t8 =558;

Z1 = 559;

X4 = 567;

epb11 = 755;

CR4 = 778;

PIU7 = 779;

pi12 = 781;

s13 = 782;

pimasb12 = 783;

t9 = 784;

eln12 = 785;

c13 = 571;

X13 = 789;

quad ( c13 , c13 ) = 0.9999999999999998890;

quad (X13 , X13 ) = 1.00257639171937329;

quad ( eln12 , eln12 ) = 0.9989469910764924299;

quad ( t9 , t9 ) = 0.9993244624769753726;

quad ( pimasb12 , pimasb12 ) = 1.012140076029113489;

quad ( s13 , s13) = 0.9999867127983519399;

quad ( pi12 , pi12 ) = 0.9963076851739209872;

quad ( CR4 , CR4) = 0.9971401157838866158;

quad ( t8 , Z1 ) = 0.9949712819975126132;

quad( X4 , X4 ) = 0.9999968802638466991;

quad ( epb11 , epb11 ) = 1.002589344192420295;

quad ( gme1 , PIU7 ) = -0.9957518242073007952;

quad ( X1 , v1  ) =  0.999791382656555;

quad ( s1 , e1 ) =  0.9999882328711526824;

quad (s2 , v2 )  =  0.999999311496187;

quad ( t1 , v3 )  =  0.999262619952408;

quad (PIU , PIU)  =  0.9969323109291178264;

quad ( cm2 , cm2 )  = 0.9656096101751395766;

quad ( cm1 , m1 ) =  0.9660935282562102;

quad (Pimm , Pimm)  =  1.06725268368853;

quad (Pimm1 , X2)  =  1.063020560725559394;

quad ( pi ,  pi)  =  0.997503386639023;

quad ( pi1 ,  PIU1 )  = 0.9994870564504721999;

pimasb11 = 142;

quad (pimasb11 , pimasb11 )  =  1.01415285286844;

quad (CR1 , pi2 )  =   0.997564233356481;

quad ( CR2 , X3 ) = 0.9971401157838866158;

quad ( PIU2 , t2 )  =  0.9855823268586636487;

quad ( mb , mb )  =  1.003726103048305118;

quad ( epb , epb )  =  1.002589344192420295;

quad ( t3 , PIU3 )  = 0.9995001806267677091;

quad ( gm1 , PIU4 )  =  -0.997408054658288;

quad ( inf1 , PIU5 )   =  0.995880423020448;

quad ( inf2 , pi3 )   = 0.9969323109291224894;

eo11 = 600;

quad ( eo11 , eo11 )  =  1.00495111061731;

quad ( gb1 , PIU6)   =  0.9992622438900367055;

quad ( inf3 , c3 ) =  0.9885132450211021604;

quad ( t7 , A4 ) = 0.9930502677426148450;

v == ((s )/t) * quad( Z , Z)

c == Z * (sqrt( 3/10^2 ))

du /  ( maxZUm * quad ( X4 , X4 ))  ==  X

t  ==  ( s )/( 4 * sqrt ( 0.03 / quad (Z, Z )^2) )

c  ==  ((s/t) * quad(Z , Z) * Z)/4

zeb == g + cpo + cpo  +pi

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) * quad ( c13 , c13 )

m  ==  ((3*e*Z^2)/100)*quad(Z,Z) * quad ( c13 , c13 )

e^2  ==  (10000/(9*sqrt(0.6)*Z^4 * quad ( Z , Z )^2))

e  ==  sqrt (10000/(9*sqrt(0.6)*Z^4 * quad ( Z , Z )^2*quad( c11 , c11 )))/quad ( c13 , c13 )

c ==  (v*Z)/4

c  ==  sqrt(0.03 *Z^2)

m  ==  e * c^2 * quad(Z,Z)

c  ==  ((s/t) * quad(c11 , c11)  * quad ( s11 , s11)  * 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) * quad ( c13 , c13 )

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 * quad ( c13 , c13 ))

Z  ==  sqrt((10^2 * c^2)/3)

m  == quad ( c13 , c13 ) * (3 * e * Z^2 * quad ( Z , Z )) / 10^2

t  ==  ((s * quad( s11 , s11 ))/v )* quad(c11 , c11)

t ==  ((s )/v) * quad (c11 , c11) * quad( s11 , s11)

v ==  ((s * quad( s11 , s11 ))/t) * quad (c11 , c11)  / quad ( c13 , c13 )

v ==  ((s )/t) * quad (c11 , c11) * quad( s11 , s11)

s^2  ==  Z/(m*g)

m ==  e * c^2 * quad(Z,Z)

10^2 * m  ==  3 * Z^2 * e * quad( Z , Z) * quad (c13 , c13 )

10^2 * m  ==  e * (3 * Z^2  * 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 )) )

t  ==  ( s * quad( c11 , c11))/( 4 * sqrt ( 0.03) / quad (s11, s11 ))

t  ==  ( s )/( 4 * sqrt ( 0.03 ))* quad (Z, Z ) / quad ( c13 , c13 )

t  ==  ( s)/( 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

-gme * Z  * quad ( c13 , c13 ) == 10

-gme == 10/Z

Z + gme == -gme

(cm + pi)/Z == -gme

Z + g == gm

c + Z == cm

zet == Z * b

gm  ==  10 * ( c^2 + Z^2 )

c^2 + Z^2  ==  ( gm / 10 ) * quad( gm , gm )

zet  == ( g + cm + cm + pi ) * quad ( c13 , c13)^2

t * quad ( c13 , c13)^2 ==  ( 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 * quad ( c13 , c13) ==  ( ( (s * quad( s11 , s11 )) / t ) * quad( c11 , c11) * Z ) / 4

c  ==  ( ( (s ) / t ) * quad( Z , Z) * Z ) / 4

t  ==  ( ( (s ) / c ) * quad( c11 , c11) * Z*quad(s11,s11) ) / 4

c  ==  ( ( (s ) / t ) * quad( c11 , c11) * Z*quad(s11,s11) ) / 4

((cm+pi)/Z)==-gme

c  ==  ( ( (s ) / t ) * quad( Z , Z) * Z ) / 4

1/m^2  ==  c * quad( c11 , c11)

Z + c + pi  ==  10

cpo  ==  - gme * Z * quad ( c13 , c13 )

-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

b * Z == zet

(quad( Z , Z ))^2  ==  quad( c11 , c11)^2

v^2  ==  ( ep / inf^3 ) * (quad(t11 , t11))^2

p1 = 160;

t4 =150;

quad ( t4 , p1 ) = 0.9960526986628899238;

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 )) / quad ( c13 , c13 )

1  ==  m / ( e * c^2 * quad( Z , Z ))

1/c^2  ==  10^2 / ( 3 * Z^2) / quad ( c13 , c13)

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 / quad (c13 , c13)

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  / quad ( c13 , c13 )

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 ) * quad ( c13 , c13 )^2

ep  ==  Z^2 + g^2 + c^2

gb^2  == ( c^2 + Z^2 ) * quad ( c13 , c13 )

gb == sqrt(20.6)

epb ==( Z^2 + gb^2 + c^2)

sqrt (  c^2 + Z^2)== gb

mb  ==  (Z^2 + gb^2 ) / quad( Z , Z )

eb == m * quad( Z , Z ) * ( gb^2 -  Z^2 )

Z^2 == (gb^2 - c^2) / quad ( c13 , c13 )

Z == sqrt(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  / quad ( c13 , c13)

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 ) ==  1.893704169985289676

m * quad( m , m ) == e * quad( e11 , e11 ) * c^2 * quad( c11 , c11)^2 * quad( Z , Z )

m * quad( m , m ) == e * quad( e11 , e11 ) * c^2 * quad( Z , Z )

quad( m , m ) * m ==  1.136218957276768027

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 ) ==  0.9954699147663182979

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 )) /quad ( c13 , c13 )

s * quad( s11 , s11 ) == ( t * 4 * sqrt( 0.03 )) / quad( c11 , c11)

v == 4 * sqrt(0.03)

1 == m^2 * c * quad( c11 , c11) * quad( c13 , c13)

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 ) / quad ( c13 , c13 )

1 == ( sqrt( 10^2 / 3 ) * c ) / Z

c == ( Z * quad( Z , Z ) * s ) / ( 4 * t ) /quad (c13 , c13)

c == sqrt(( m) / (e * quad( Z , Z )))

quad (Z, Z)  =  0.9999968802638570242;

quad (CR , CR)  =  0.99801401535648;

stacksize('max');

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;

(v * t) / (quad( c11 , c11) * s )== quad ( s11 , s11)

c * quad( c13 , c13 )  == (quad( c11 , c11)* s * Z* quad( s11 , s11) )/(4 * t )

t * quad ( c13 , c13 ) == ( s * quad( Z , Z))/ v

quad( m ,m) == ( 3 * Z^2 * e * quad( Z , Z) * quad( e11 , e11) * quad (c13 , c13)) /( 10^2 * m)

10^2 * m * quad( m ,m) ==  3 * Z^2 * e * quad( Z , Z) * quad( e11 , e11) * quad( c13 , c13)

 ne * fi *  quad ( ne11 , fi11)  *Pimm * CS * quad ( CS11 , CS11) * quad (Pimm , Pimm) == (gpo )

(CR  * (CS * quad (VL , VL))) == ((c * quad (c11 , c11)) +( cpo * quad ( cpo , cpo) ))

(CR * quad (CR , CR) * (CS )) == ((c * quad (c11 , c11)) +( cpo * quad ( cpo , cpo) ))

t == ((s *quad(s11 , s11 )/v )* quad(c11 , c11 ))

Z == (4 * c ) /((s /t) * quad (Z , Z))

v == (s /t) * quad (Z  , Z)

(10^2 * m) == (3 * Z^2 * e * quad (Z , Z )*quad (c13 , c13 ))

((10^2*m) / ((3 * Z^2*e))) *quad (Z , Z )== (((m /( e * c^2)))) ^2

((v * t )/ s )== ((10^2 * m ) / (3 * Z^2 * e ))/ quad (c13 , c13 )

((10^2*m) / ((3 * Z^2*e))) *quad (Z , Z )/quad (c13 , c13 )== (((m /( e * c^2)))*quad (c13 , c13 )) ^2

(quad (Z , Z ) /quad (c11 , c11 )) == quad (s11 , s11 )

(quad (Z , Z ) /quad (c11 , c11 ))^ 2 == quad (s11 , s11 )^2

(quad (Z , Z )^2 /quad (c11 , c11 )^2) == quad (s11 , s11 )^2

sqrt(quad (Z , Z ) /quad (c11 , c11 )) == sqrt (quad (s11 , s11 ))

(c + g + Z +cpo)  == ( g + cm + cm + pi ) * quad ( c13 , c13)

(c  + Z +cpo)* quad (c13,c13)^2  == ((  cm + cm + pi ) * quad ( c13 , c13)^2)

(c  + Z +cpo)  == ((  cm + cm + pi ) )

(g + 2 * cm + pi)* quad(c13 , c13 ) == (zet )

(g + 2 * cm + pi)* quad(c13 , c13 ) /Z == b

zet / Z == b

(quad (c11 , c11 )^2 * quad (Z , Z )^2 ) == (quad (cm , cm )*quad (g,g)^2 )

(quad (c11 , c11 )^2 * quad (Z , Z ) ) == (quad (cm , cm ) *quad (g,g) )

Z + c +pi == cpo

zet /b == Z

-betta + pi == zet

cm == c+ Z

cm + pi == cpo

zet^2 + b^2 + inf^2 == ZU

-(inf - b) == pi/ quad (c13 , c13)

b + inf == eln

(b + inf) == (eln * quad (c13 , c13)^42)

((m * quad(m,m) * Z * quad(Z , Z))/(s * quad (s11 , s11 ))^2)*quad (c11 , c11)*c ==( g * quad(g,g)/quad(c13,c13))

((m  * Z)/(s )^2)*c * quad (c11 , c11)*quad (c13 , c13 ) ==( g )

((m  * Z)/(s )^2)* (1/m^2) ==( g )

(( Z)/(s^2*m)) ==( g )

Z == m * g * s^2

s == sqrt(Z/p)

m * g * quad (c13 , c13 ) == Z/s^2

Z == p * s^2

m^2 == 1 /(quad (c11 , c11 )*c)

s == sqrt(m* Z /g * quad(c11 , c11)*c)

Z == m^2 * Z * quad(c11 , c11 )*c

g == Z /(s^2 * m )

g  == (Z * quad(Z , Z )*quad (c13,c13)) / ((s*quad(s11,s11))^2 * m * quad (m,m))

1/quad (c13 , c13 )^3 == ( quad(Z , Z )) / ((quad(s11,s11))^2 * quad (m,m))

g == (Z * m / s^2)* quad (c11 , c11)*c

1 == m^2 * quad (c11 , c11)*c * quad (c13 , c13 )

c^2 == m /(e * quad (Z , Z ))

((quad (Z , Z ))/(quad(s11,s11)^2*quad(m,m)/quad (c13 , c13)^3)) == 1

((quad (Z , Z ))==(quad(s11,s11)^2*quad(m,m)/quad (c13 , c13)^3))

e  == (10^2 * m )/(3 * Z^2 * quad (Z , Z))

e == m /(c^2 * quad (Z , Z ))

(quad (c11 , c11)^2 * quad (Z , Z)^2) == (quad(g, g)^2 * quad(s11 , s11)^6 /quad(c13 , c13)^5)

(quad (c11 , c11) * quad (Z , Z)) == (quad(g, g) * quad(s11 , s11)^3 /quad(c13 , c13)^3)

g == (( p/m)/quad(c13 , c13))

g *quad(c13 , c13) == (( p/m))

ep == (Z^2 + g^2 + c^2)

Z^2/5 * quad(c13,c13)==4

Z^2/gme^2 == 4

(Z^2 + gme^2 )*quad(c13 , c13 ) == 25

Z + c +pi == -gme * Z * quad (c13 , c13 )

(pi + gme + gpo) == (cpo * quad(c13 ,c13)^3)

(betta + zet) == (pi*quad(c13 , c13)^26)

gpo * Zpo == Z

-betta + pi == zet

Z + c +pi == cpo

(  ( (VL   * c  ) / (CS *fi))) == ( (X * quad ( X13 , X13 ) )- (CR / fi) )

zet^2 + b^2 + inf^2 == ZU

pi -b == -inf

(pi -b ) * Z ==- inf * Z

Z == sqrt (33.3333333333333333333) * c

Z == 5.77350269189625820 * c

(4 * c )/Z == v

v == 4 / (sqrt(10^2/3)) / quad (c13 , c13 )

(VL   * c *quad (c11,c11)^44  *e *quad (e11 , e11 )*t *Z *quad (Z , Z ) * m *quad (m , m) )/(b) -(PIU * quad (PIU,PIU))

(VL   * c *quad (c11,c11)^43  *e *quad (e11 , e11 )*t *Z *quad (Z , Z )^2 * m *quad (m , m) )/(b) -(PIU * quad (PIU,PIU))

 

(VL * c^2 * e * m * t  *gpo ) /(g * s) - (CR / quad (CR , CR))

((VL * c^2 * e * m^2 * t^2  *Z^2 ) +PIU )-(A + t)

eo == e *m *c^2*v * Z

eo/e == m *c^2*v * Z

(quad( s11 , s11 ) * quad( c11 , c11 )) / quad (Z , Z ) == 1

pi - betta == zet

pi - b == -inf

pi + betta == gfon

zet /Z == b

zet /Z == gfel

(VL * eo * c^2 * e)/pi - X - pimasb

((VL * eo *m * v) / (c*cm *pi)) -gfel-s

((VL   * v^2 *m^2 * e  * s^2 * c^2 * Z^2 * t^2 * PIU^2))-X+c

((VL   * v *m * e   * c * Z * t ))/maxZUm -CR-s

((VL   * e   * c^2 * Z * t *m^2 * v)) - ((VL * c) / (CS * fi))-s

( VL * c^2 * v * t * m^2 * e * Z ) - (  ( (VL   * c  ) / (CS *fi)))

(( VL * c^2 * v * t * m^2 * e * Z *PIU)/g) - (  (CR / fi) )+s

b * Z == pi -betta

pi - b == -inf

(( VL * c^2 * v * t * m^2 * e * Z *PIU * g))/(zet* b*betta*t) + m

(( VL * c^2 * v * t * m^2 * e * Z *PIU * g))/(zet* b*betta*t * fi) +v

X + (( VL * c^2 * v * t * m^2 * e * Z *PIU ))/betta - (  ( (VL   * c  ) / (CS *fi)))

(( VL * c^2 * v * t * m^2 * e * Z )) -  (  ( (VL   * c  ) / (CS *fi))) -s

(VL * A * c^2*CS*v*Z*s*t*m*e^2)/(CR * fi)-A-t

(VL  * c^2*CS*v*Z*s*t*m*e^2)/(CR * fi)- 1

(VL  * c^2*CS*v*Z*s*t*m^2*e)/(cpo*2)-1

(CR / ne) * fi - (CR / fi)+2*t

(  ne  *  fi  )/   (inf)     * (( cpo ))  -1

sqrt( (  VL *  CS    )  /  ( ( g )  )  )   * (( m ))  -1

((( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  )) / ((X * quad(X13, X13 )) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) ) )

 

((( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  )) == ((X * quad(X13, X13 )) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )-(s * quad(s11 , s11 ) ))

((( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  )-s * quad(s11,s11))

==

((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )-(c * quad(c11 , c11 ) ))

(( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo11 , Zpo11)) )

 ==

(X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )

(( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo11 , Zpo11)) ) - ((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) ))

 

(( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo11 , Zpo11)) ) == ((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) ))

 

((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )) ==  (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo11 , Zpo11)) ) /(quad (s13 , s13 ) *quad (Z , Z )^2 * quad( m , m ) * quad (s11, s11 ))

 

((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )) /  (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo11 , Zpo11)) ) /(quad (s13 , s13 ) *quad (Z , Z )^2 * quad( m , m ) * quad (s11, s11 ))

 

((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )) ==  (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo13 , Zpo13)) )  

 

((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) )) ==  (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo13 , Zpo13)) )  

(X / quad ( X , X )) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) - (c / quad(c11 , c11 ))-(t / quad(t11,t11 ))-(s / quad(s11 , s11)) == (X *quad (X13 , X13 ) - CR *quad (CR , CR)/ fi * quad (fi,fi) - 0.00331021277509080 )

 

 

(X / quad ( X , X )) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) - (c * quad(c11 , c11 ))-(t * quad(t11,t11 ))-(s * quad(s11 , s11)) == (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo ) )  

 

( X ) -(fi *quad (fi , fi ) * gpo * quad (gpo , gpo ))+0.08340829851880471 == (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo ) )  

 

(( X   ) -(fi *quad (fi , fi ) * gpo * quad (gpo , gpo ))) == (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo  ) ) * 0.99969573667004274

(X / quad ( X , X ) ) + ((PIU * quad ( PIU , PIU ) * e  * quad ( e , e ) *c * quad ( c11 , c11 )  * fi * quad ( fi , fi ) * ne * quad ( ne , ne ) * Pimm * quad ( Pimm , Pimm )) / ( maxZUm * quad ( maxZUm , maxZUm ))) == ((X ) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) + pimasb - 0.03922419320713288 )

 

(((PIU * quad (PIU , PIU)) / (Pimm * quad (Pimm, Pimm) )) + (cpo * quad (cpo , cpo ))) == (((CR /quad (CR , CR))/ (fi / quad (fi,fi)) * quad ( t3 , PIU3 )) + 0.00021546028154695)

(((PIU * quad (t3 , PIU3)) / (Pimm * quad (Pimm, Pimm) )) + (cpo * quad (cpo , cpo ))) == ((CR /quad (CR , CR))/ (fi / quad (fi,fi)) + 0.00093304238734149 )

(X / quad ( X , X )) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) - (c * quad(c11 , c11 ))-(t * quad(t11,t11 ))-(s * quad(s11 , s11)) == (( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo  ) + 0.00039735188170198 )

(X * quad (X13 , X13 ) )-(cpo * quad (cpo , cpo) + e * quad (e11 , e11) + pimasb * quad (pimasb11 , pimasb11)) == ((X / quad ( X , X )) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) - (c * quad(c11 , c11 )) - 0.03520486108953946)

(X / quad (X , X ) )-(cpo * quad (cpo , cpo) + e * quad (e11 , e11) + pimasb * quad (pimasb11 , pimasb11) + c * quad (c11 , c11)) == ((X / quad ( X , X )) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) - (c * quad(c11 , c11 ))-(t * quad(t11,t11 ))-(s * quad(s11 , s11))- 0.00736413159637550)

(X * quad ( X13 , X13 )) -  ((CR *quad (CR , CR ))/ (fi * quad (fi , fi ))) == ((X / quad ( X , X )) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) - (c * quad(c11 , c11 ))-(t * quad(t11,t11 ))-(s * quad(s11 , s11))+0.00306609387877188)

(A / quad(A , A )) == (((CS * VL * c * fi * e)-gpo +gme-s) + 0.00798111695166881)

(A + t * quad (t11 , t11) + s * quad (s11 , s11) ) == (((CS * quad ( CS11 , CS11 ) * VL * quad(VL , VL) * c * quad (c11 , c11 )* fi* quad(fi , fi ) * e * quad (e11 , e11)))- 0.04059437580428948 )

(A + t * quad (t11 , t11) + s * quad (s11 , s11) ) == (((CS * quad ( CS11 , CS11 ) * VL * quad(VL , VL) * c * quad (c11 , c11 )* fi* quad(fi , fi ) * e * quad (e11 , e11))) * 0.99988897644992614)

((A / 0.99988887294031259) + t * quad (t11 , t11) + s * quad (s11 , s11) ) == (((CS * quad ( CS11 , CS11 ) * VL * quad(VL , VL) * c * quad (c11 , c11 )* fi* quad(fi , fi ) * e * quad (e11 , e11))) )

 

(X / quad(X13 , X13 )) - ((CR * VL * c * fi  *m )/(X * ne  ))== ((X ) -  (fi *quad (fi , fi ) * gpo * quad (gpo , gpo )) + 0.01274711490088976 )

(X / quad(X13 , X13 )) - ((CR * quad(CR , CR) * VL * quad ( VL  , VL) * c * quad(c11 , c11) * fi * quad (fi , fi)  * m * quad ( m , m))/((X / quad (X13 , X13))* ne  )) == ((X ) -  (fi  * gpo ) + 0.07005808565372718)

(X * quad ( X13 , X13 )) - ((CR /quad (CR , CR))/ (fi / quad (fi,fi))  ) == ((X / quad(X13 , X13 )) - ((CR * VL * c * fi  *m )/(X * ne  ))+0.02352574455665035 )

quad (c11 , c11) * c * m^2  ==  ((c*m*quad (m ,m)*e*quad ( e, e)*(Zpo / quad(tp , tp)  ))*  (quad (Z , Z)^10) * quad (c11 , c11)^2 * quad (s11 , s11) - 0.00000027959714899)

m  ==  ((quad (m ,m)*e*quad ( e, e)*(Zpo / quad(tp , tp)  ))*  (quad (Z , Z)^10) * quad (c11 , c11) * quad (s11 , s11) - 0.00000031768406394)

1 ==  ((quad (m ,m)*e*quad ( e, e)*(Zpo / quad(tp , tp)  ))*  (quad (Z , Z)^10) * quad (c11 , c11) * quad (s11 , s11) - 0.00000031768406394)/m

Z^2* quad(c13,c13)==(cpo *2)

(Z^2* quad(c13,c13))/(cpo *2)== 1

Z^2 == 100/5 / quad (c13 , c13 )

quad ( t8 , Z1 ) == (quad ( t11 , t11 ) * quad ( gm , gm ) * quad(c13 , c13 )^20)

( p * quad ( p , p )) / ( pi * quad ( pi11 , pi11 ) ) == (b * quad ( b , b )/quad (c13 , c13 )^29)

(( m * cm * c * t * CR * quad( CR , CR )  )^2) / ( quad( cm , cm ) * quad( t7 , A4) * quad ( m , m ) * quad ( c11 , c11) /quad (c13 , c13)^47 ) == (A * quad( A , A ))

(( VL*quad (VL , VL) * c^2 *quad (c11 , c11 )^2* v* quad (v11 , v11 ) * t * quad (t11 , t11) * m^2 *quad (m , m )^2* e*quad (e , e ) * Z *quad (Z , Z ) )  + (Zpo * quad (Zpo11 , Zpo11)) ) == (((X / quad(X , X)) - ((  Pimm * quad(Pimm , Pimm)  * CR * quad (CR , CR) ) /(cm * quad(cm , cm ) ) +( t * quad (t11 , t11) ) / (CR *quad (CR , CR )/ fi * quad (fi , fi )) ) ) * 1.00002140086404778)

( p * quad ( p , p )) / ( pi * quad ( pi11 , pi11 ) ) == (b * quad ( b , b ) / quad(c13 , c13)^29)

1 == m^2 * c * quad( c11 , c11) * quad (c13,c13)

(quad( s11 , s11 ) * quad( c11 , c11 ) )/ quad (Z , Z ) == 1

(quad( s11 , s11 ) * quad( c11 , c11 ) )/ quad (Z , Z ) == m^2 * c * quad( c11 , c11) * quad (c13,c13)

(quad( s11 , s11 ) )/ quad (Z , Z ) == m^2 * c  * quad (c13,c13)

(quad( s11 , s11 ) )/ (quad (Z , Z ) * c  * quad (c13,c13)) == m^2

(s/t) * quad (Z , Z ) == v

(quad( s11 , s11 ) )/ ((( v * t )/ s) * c  * quad (c13,c13)) == m^2

( s * quad( s11 , s11 ) )/ ((( v * t )) * c  ) == m^2

( s * quad( s11 , s11 ) )/ ((( v * t )) * m^2  ) == c

(((X * Pimm) / inf)+s) == (CR * 0.9996930634969375)

(gfoe / ( pi * quad ( pi11 , pi11 ))) == ( PIU * quad (c13 , c13 )^43)

( 4 * c * t * s  + (pimasb * quad(pimasb11 , pimasb11))) == (c^2 / (quad (c11 , c11)^928 )* 1.00000128834946)

( p * quad ( p , p )) / ( pi * quad ( pi11 , pi11 ) ) == b * quad ( b , b ) / quad (c13 , c13 )^29

(Z / (c*quad(c13 , c13 ))) == sqrt(10^2/3)

sqrt( ( ( A ) )  /  (  VL *  CS    )  )  * (( pimasb))  == ( ( c * quad (c11 , c11)^527 ) * 1.00000116685573337 )

t == ((s * quad (s11 , s11))/v) * quad( c11 , c11)

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 )

4 * c * t - Z * quad( c11 , c11 ) * 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) * e^2 * c^5 * quad( Z , Z)^2 * quad( c11 , c11)*quad(c13 , c13)

v == ( 4 * sqrt(0.03) * m^2 * quad( c11 , c11) * c)*quad( c13 , c13)

v == 4 * sqrt(0.03) * m^2 * (quad( Z , Z) / quad( s11 , s11)) * c

v == 4 * sqrt(0.03) * m^2 * (quad( Z , Z) / quad( s11 , s11)) * c * quad(c13 , c13)

v == 4 * sqrt(0.03) * (sqrt(10^2 / 3 )/ Z ) * c

v == ( 4 * sqrt(0.03) * m^2 * quad( c11 , c11) * 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 * quad( c13 , c13) == (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 *quad(c13 , c13 ) ) == ( ( 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))

quad (s11 , s11) == (( Z *  quad( Z , Z) * v ) / ( 4 * c * quad(c11 , c11)) * quad(c13 , c13))

c / Z == sqrt(0.03)

Z / c == sqrt(10^2/3)*quad(c13 , c13)

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))

(t ) ==  ((5 * s * Z^2 * quad( Z , Z )) / (10 * 4 * sqrt(3))*quad(c13 , c13 ))

1 == (10 * c ) / (sqrt(3) * Z)

(sqrt(3) * Z ) == 10 * c

t == (5 * s * Z^3 * quad( Z , Z )) / (400 * c )

t == ((5 * s * Z^3 * quad( Z , Z )) / (400 * c ))*quad( c13 , c13)

Z^2 == 100/5

Z^2 * quad( c13 , c13 )  == 100/5

Z == sqrt (100/5)

quad ( t11 , t11 ) == (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 , t11 ) * quad( g , g )

 

quad ( t8 , Z1 ) == quad ( t11 , t11 ) * quad ( gm , gm )

 

 

c *  quad( c11 , c11 )  * t * quad ( t11 , t11 ) * 2 * CR * quad( CR4 , CR4 ) == (X * quad( X , X )) / ( inf * quad( inf11 , inf11 )) * ( 1 - (t / PIU))

 

(gfel * quad ( gfel12 , PIU12 ) ) / ( PIU * quad( PIU , PIU )) == cm * quad( cm , cm )

 

4 * c * quad( c11 , c11 ) * t * quad ( t11 , t11 ) * PIU * quad ( PIU , PIU ) == cm * quad ( cm2 , cm2 ) * m * quad ( m , m )

 

(X * quad( X , X )) / ( PIU * quad (PIU , PIU ) * Pimm * quad ( Pimm1 , X2)  ) == PIU * quad( PIU , PIU )

 

 

 PIU * quad( PIU , PIU ) == sqrt( ( X * quad ( X , X ))/ ( Pimm * quad ( Pimm1, X2 )))

 

PIU * quad( PIU , PIU ) * pi * quad ( pi11 , pi11 )  == inf * quad ( inf2 , pi3 )

 

 

PIU * quad( PIU , PIU ) * pimasb * quad( pimasb11 , pimasb11) ==  pi * quad ( pi1 , PIU1 )

 

PIU * quad( PIU , PIU ) * pimasb  ==  pi * quad ( pi1 , PIU1 )

 

 

PIU * quad( PIU , PIU ) * Pimm * quad( Pimm1 , X2 ) ==  (X * quad ( X , X )) / (PIU * quad( PIU , PIU ))

 

 

(PIU * quad( PIU , PIU ))^2 * Pimm * quad( Pimm1 , X2 ) * quad( c13 , c13 ) ==  (X * quad ( X , X ))

 

 

 

 pi * quad ( pi1 , PIU1 ) * quad ( c13 , c13 ) / (PIU * quad( PIU , PIU )) == pimasb * quad( pimasb11 , pimasb11)

 

 

pi * quad ( pi1 , PIU1 ) * quad ( c13 , c13 )  / (PIU * quad( PIU , PIU )) == ( pimasb * quad(pimasb11 , pimasb11))

 

 

 

PIU * t / ( quad( t11 , t11)^2 * quad( PIU2 , t2 )) == 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) * quad ( c13 , c13 )

 

 

(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 * quad ( c13 , c13 ) == 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 ) * quad( c13 , c13)

 

c * quad ( c11 , c11 ) * Z * quad (Z , Z ) == PIU^2 * quad( PIU , PIU ) * t^2 * quad ( t3 , PIU3)

 

 

(CR * quad ( CR , CR )) / ( PIU * quad ( PIU , PIU ) ) == gme * quad(gme1 , PIU7 )

 

( 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 , t11 ) * eo * quad ( eo11 , eo11 ) *  PIU * quad ( PIU , PIU )  == gpo * quad ( gpo12 , eo2)

 

 

sqrt( ((g / quad ( g , g )) * (Z / quad ( Z , Z )) * (t / quad ( t11 , t11 ))  * ( m / quad ( m , m ) ) ) / ( PIU * quad ( PIU , PIU ) )  ) == (pi * quad( pi12 , pi12) )

 

 

 

v * quad ( v11 , v11 ) == c * quad ( c11 , c11 ) * Z * quad ( Z , Z ) * t * quad ( t11 , t11)

 

 

 

1 == s * e^2 * 2 * quad ( s13 , s13 ) * quad ( e11 , e11 )

 

 

 

1 / ( s * e^2 * 2 * quad ( e11 , e11 ) )== quad ( s13 , s13 )

 

 

m^2 == ( s * quad ( s1 , e1 ) * 2 * e^2 * quad ( e11 , e11 )^2 ) / (c * quad ( c11 , c11 ))

 

 

1 * quad ( c13 , c13 ) == ( 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 ) * quad( c13 , c13)^2 == (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 * quad ( c13 , c13 ) == (s * quad( Z , Z )) / t

 

 

4 * c * t == s * Z * quad ( Z , Z )

 

 

pi * quad ( pi11 , pi11 ) * quad ( c13 , c13 )  == PIU * quad (PIU , PIU ) * pimasb * quad( pimasb12 , pimasb12 )

 

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 )

 

 

 

(gm * quad ( gm , gm ) ) / ( 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 ) ) == gfel * quad ( gfel , gfel )

 

 

 

( 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 )  == gpo * quad( gpo , gpo )

 

 

 

 

 ( 4 * c * t * s ) == c^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) ==ele*2

 

 

 

((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

 

 

 

 

 

 ( 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 ))

 

t * quad ( c13 , c13 ) == ((s )/v) * quad( Z , Z)

 

 

 

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 * quad ( c13 , c13 ) == (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 * quad ( c13 , c13 ) == ( 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 ( t9 , t9 )

 

 

 

sqrt ( X * quad( X , X ) * CR * quad ( CR , CR )  / ( eb * quad ( e11 , e11 ) ) ) == (eln / quad (eln12 , eln12 ))

 

 

 

(( 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))

 

 

c * quad( c11 , c11) * t * quad( t11 , t11 ) *2 * CR * quad ( CR2 , X3 ) == (( X * quad (X , X )  ) / ( inf * quad( inf11 , inf11 ))) * (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 ) / quad ( c13 , c13 ))

 

 

 

 

 (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( Pimm1 , X2))  )

 

 

 

 

 

((X * quad ( X1 , v1 ) * Pimm * quad( Pimm1 , X2) * 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))  * quad ( c13 , c13 )^2

 

 

Z * quad(c11 , c11 ) == 10 / (sqrt(3) * m^2)

 

 

1/m^2  ==  0.1732050807568877027  * Z * quad(c11 , c11) / quad ( c13 , c13 )

 

 

t == ((s * quad (s11 , s11))/v) * quad( c11 , c11)