// https://Discourse.Processing.org/t/maximum-size-of-a-method-in-processing/17136/15
// (v1.5) 2020-Jan-17
static final float
  s = 5.67e-8, 
  Pd = 5, 
  a = 0, 
  Se = 0, 
  Pe = .67, 
  ab = 0, 
  Rl = 4e5, 
  Re = 6371e3, 
  SL = .1, 
  Sw = .1, 
  Sh = .1, 
  PL = .1, 
  Pw = .01, 
  Ph = .1, 
  qs = 1e3, 
  hcr = 3e3, 
  SCRh = .02, 
  SCRw = .01, 
  Ls = .02, 
  ts = 5e-3, 
  ks = 200, 
  theta = 0, 
  F1s = 1, // cos(theta),
  F1e = .5, 
  F3sc = 0, 
  n = 3, 
  Acr = SCRh * SCRw, 
  ksat = 167, 
  L12 = Sh * .5, 
  A12 = SL * Sh, 
  c2 = 900, 
  rho2 = 2700, 
  c3 = 900, 
  rho3 = 2700, 
  Ti = 4, 
  Te = 288, 
  T1p = 253, // assume: initial temperature node 1 140 220
  T2p = 253, // assume: initial temperature node 2 240 350
  T3p = 253, // assume: initial temperature node 3 200 100
  T4p = 253; // assume: initial temperature node 3 200 100
static final float
  A12Sq = A12 * A12, 
  ReSq = Re * Re, 
  ksatSq = ksat * ksat, 
  RlSq = Rl * Rl, 
  T1pCb = T1p * T1p * T1p, 
  T1pQd = T1pCb * T1p, 
  T3pCb = T3p * T3p * T3p, 
  T3pQd = T3pCb * T3p, 
  sSq = s * s, 
  sCb = sSq * s, 
  TeQd = Te * Te * Te * Te, 
  TiQd = Ti * Ti * Ti * Ti, 
  PeSq = Pe * Pe, 
  SLSq = SL * SL, 
  SLCb = SLSq * SL, 
  SwSq = Sw * Sw, 
  SwCb = SwSq * Sw, 
  T4pCb = T4p * T4p * T4p, 
  T4pQd = T4pCb * T4p, 
  L12Sq = L12 * L12, 
  F3scSq = F3sc * F3sc, 
  RlPlusRe = Rl + Re, 
  RlPlusReSq = RlPlusRe * RlPlusRe;
float
  T1, T2, T3, T4, // temperature nodes
  t, tp;
final void setup() {
  T1 = calculateT1(t, tp);
  println(T1); // 253.04668
  exit();
}
static final float calculateT1(final float t, final float tp) {
  final float ttp = t * tp, tSq = t * t, tpSq = tp * tp;
  return (
    A12Sq*F1s*ReSq*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*tSq -
    24*A12Sq*Pe*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tSq -
    8*A12Sq*Pe*Ph*Pw*ReSq*SL*Se*Sw*T3pCb*TeQd*ks*ksatSq*sSq*ts*tSq -
    8*A12Sq*Pe*Ph*Pw*RlSq*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*tSq -
    24*A12Sq*Pe*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tpSq -
    24*A12Sq*Pe*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tpSq -
    8*A12Sq*Pe*Ph*Pw*ReSq*SL*Se*Sw*T3pCb*TeQd*ks*ksatSq*sSq*ts*tpSq -
    8*A12Sq*Pe*Ph*Pw*RlSq*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*tpSq -
    24*A12Sq*Pe*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tSq +
    A12Sq*F1s*RlSq*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*tSq +
    A12Sq*F1s*ReSq*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*tpSq +
    A12Sq*F1s*RlSq*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*tpSq +
    A12Sq*ReSq*SCRh*SCRw*SL*Sw*a*ab*hcr*ks*ksatSq*n*qs*ts*tSq +
    A12Sq*ReSq*SCRh*SCRw*SL*Sw*a*ab*hcr*ks*ksatSq*n*qs*ts*tpSq +
    3*A12Sq*Pe*Ph*Pw*ReSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tSq +
    3*A12Sq*Pe*Ph*Pw*RlSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tSq +
    A12Sq*Pe*Ph*Pw*ReSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq +
    A12Sq*Pe*Ph*Pw*RlSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq +
    3*A12Sq*Pe*Ph*Pw*ReSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    3*A12Sq*Pe*Ph*Pw*RlSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    A12Sq*Pe*Ph*Pw*ReSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    A12Sq*Pe*Ph*Pw*RlSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    3*A12Sq*ReSq*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*tSq +
    3*A12Sq*RlSq*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*tSq +
    A12Sq*ReSq*SCRh*SCRw*SL*Se*Sw*TeQd*hcr*ks*ksatSq*n*s*ts*tSq +
    A12Sq*RlSq*SCRh*SCRw*SL*Se*Sw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq +
    3*A12Sq*ReSq*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    3*A12Sq*RlSq*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    A12Sq*ReSq*SCRh*SCRw*SL*Se*Sw*TeQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    A12Sq*RlSq*SCRh*SCRw*SL*Se*Sw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    8*A12Sq*F1s*Pe*Ph*Pw*ReSq*SL*Sw*T3pCb*ab*ks*ksatSq*qs*s*ts*tSq -
    8*A12Sq*F1s*Pe*Ph*Pw*RlSq*SL*Sw*T3pCb*ab*ks*ksatSq*qs*s*ts*tSq -
    8*A12Sq*F1s*Pe*Ph*Pw*ReSq*SL*Sw*T3pCb*ab*ks*ksatSq*qs*s*ts*tpSq -
    8*A12Sq*F1s*Pe*Ph*Pw*RlSq*SL*Sw*T3pCb*ab*ks*ksatSq*qs*s*ts*tpSq -
    3*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tSq -
    3*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tSq -
    A12Sq*F3sc*Pe*Ph*Pw*ReSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq -
    A12Sq*F3sc*Pe*Ph*Pw*RlSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq -
    3*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    3*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    A12Sq*F3sc*Pe*Ph*Pw*ReSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    A12Sq*F3sc*Pe*Ph*Pw*RlSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    8*A12Sq*Pe*Ph*Pw*ReSq*SL*Sw*T3pCb*a*ab*ks*ksatSq*qs*s*ts*tSq -
    8*A12Sq*Pe*Ph*Pw*ReSq*SL*Sw*T3pCb*a*ab*ks*ksatSq*qs*s*ts*tpSq +
    2*A12Sq*PL*Ph*Pw*ReSq*SL*Sh*Sw*T2p*c2*c3*ks*ksatSq*rho2*rho3*ts +
    2*A12Sq*PL*Ph*Pw*RlSq*SL*Sh*Sw*T2p*c2*c3*ks*ksatSq*rho2*rho3*ts -
    48*A12Sq*Pe*Ph*Pw*Re*Rl*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tSq -
    16*A12Sq*Pe*Ph*Pw*Re*Rl*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*tSq -
    48*A12Sq*Pe*Ph*Pw*Re*Rl*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tpSq -
    16*A12Sq*Pe*Ph*Pw*Re*Rl*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*tpSq +
    2*A12Sq*F1s*PL*Ph*Pw*ReSq*SL*Sw*ab*c3*ks*ksatSq*qs*rho3*ts*t +
    2*A12Sq*F1s*PL*Ph*Pw*RlSq*SL*Sw*ab*c3*ks*ksatSq*qs*rho3*ts*t -
    2*A12Sq*F1s*PL*Ph*Pw*ReSq*SL*Sw*ab*c3*ks*ksatSq*qs*rho3*ts*tp -
    2*A12Sq*F1s*PL*Ph*Pw*RlSq*SL*Sw*ab*c3*ks*ksatSq*qs*rho3*ts*tp +
    2*A12Sq*F1s*Re*Rl*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*tSq +
    2*A12Sq*F1s*Re*Rl*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*tpSq -
    A12Sq*PL*Ph*Pw*ReSq*SCRh*SCRw*T3p*c3*hcr*ks*ksatSq*n*rho3*ts*t -
    A12Sq*PL*Ph*Pw*RlSq*SCRh*SCRw*T3p*c3*hcr*ks*ksatSq*n*rho3*ts*t +
    A12Sq*PL*Ph*Pw*ReSq*SCRh*SCRw*T3p*c3*hcr*ks*ksatSq*n*rho3*ts*tp +
    A12Sq*PL*Ph*Pw*RlSq*SCRh*SCRw*T3p*c3*hcr*ks*ksatSq*n*rho3*ts*tp +
    48*A12Sq*Pe*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*ttp +
    48*A12Sq*Pe*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*ttp +
    16*A12Sq*Pe*Ph*Pw*ReSq*SL*Se*Sw*T3pCb*TeQd*ks*ksatSq*sSq*ts*ttp +
    16*A12Sq*Pe*Ph*Pw*RlSq*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*ttp +
    A12Sq*ReSq*SCRh*SCRw*SL*Sh*Sw*T2p*c2*hcr*ks*ksatSq*n*rho2*ts*t +
    A12Sq*RlSq*SCRh*SCRw*SL*Sh*Sw*T2p*c2*hcr*ks*ksatSq*n*rho2*ts*t -
    A12Sq*ReSq*SCRh*SCRw*SL*Sh*Sw*T2p*c2*hcr*ks*ksatSq*n*rho2*ts*tp -
    A12Sq*RlSq*SCRh*SCRw*SL*Sh*Sw*T2p*c2*hcr*ks*ksatSq*n*rho2*ts*tp +
    2*A12Sq*PL*Ph*Pw*ReSq*SL*Sw*a*ab*c3*ks*ksatSq*qs*rho3*ts*t -
    2*A12Sq*PL*Ph*Pw*ReSq*SL*Sw*a*ab*c3*ks*ksatSq*qs*rho3*ts*tp -
    12*A12Sq*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Se*Sw*T1pQd*T3pCb*hcr*ksatSq*sSq*tSq -
    12*A12Sq*Ls*Pe*Ph*Pw*RlSq*SCRw*SL*Se*Sw*T1pQd*T3pCb*hcr*ksatSq*sSq*tSq -
    4*A12Sq*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Se*Sw*T3pCb*TeQd*hcr*ksatSq*sSq*tSq -
    4*A12Sq*Ls*Pe*Ph*Pw*RlSq*SCRw*SL*Se*Sw*T3pCb*TiQd*hcr*ksatSq*sSq*tSq -
    12*A12Sq*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Se*Sw*T1pQd*T3pCb*hcr*ksatSq*sSq*tpSq -
    12*A12Sq*Ls*Pe*Ph*Pw*RlSq*SCRw*SL*Se*Sw*T1pQd*T3pCb*hcr*ksatSq*sSq*tpSq -
    4*A12Sq*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Se*Sw*T3pCb*TeQd*hcr*ksatSq*sSq*tpSq -
    4*A12Sq*Ls*Pe*Ph*Pw*RlSq*SCRw*SL*Se*Sw*T3pCb*TiQd*hcr*ksatSq*sSq*tpSq -
    2*A12Sq*F1s*ReSq*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*ttp -
    2*A12Sq*F1s*RlSq*SCRh*SCRw*SL*Sw*ab*hcr*ks*ksatSq*n*qs*ts*ttp +
    24*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tSq +
    24*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tSq +
    8*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SL*Se*Sw*T3pCb*TeQd*ks*ksatSq*sSq*ts*tSq +
    8*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*tSq +
    24*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tpSq +
    24*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*T3pCb*ks*ksatSq*sSq*ts*tpSq +
    8*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SL*Se*Sw*T3pCb*TeQd*ks*ksatSq*sSq*ts*tpSq +
    8*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SL*Se*Sw*T3pCb*TiQd*ks*ksatSq*sSq*ts*tpSq -
    2*A12Sq*ReSq*SCRh*SCRw*SL*Sw*a*ab*hcr*ks*ksatSq*n*qs*ts*ttp +
    6*A12Sq*Pe*Ph*Pw*Re*Rl*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tSq +
    6*A12Sq*PL*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*c3*ks*ksatSq*rho3*s*ts*t +
    6*A12Sq*PL*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*c3*ks*ksatSq*rho3*s*ts*t +
    2*A12Sq*Pe*Ph*Pw*Re*Rl*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq +
    6*A12Sq*Pe*Ph*Pw*Re*Rl*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    2*A12Sq*PL*Ph*Pw*ReSq*SL*Se*Sw*TeQd*c3*ks*ksatSq*rho3*s*ts*t +
    2*A12Sq*PL*Ph*Pw*RlSq*SL*Se*Sw*TiQd*c3*ks*ksatSq*rho3*s*ts*t -
    6*A12Sq*PL*Ph*Pw*ReSq*SL*Se*Sw*T1pQd*c3*ks*ksatSq*rho3*s*ts*tp -
    6*A12Sq*PL*Ph*Pw*RlSq*SL*Se*Sw*T1pQd*c3*ks*ksatSq*rho3*s*ts*tp +
    2*A12Sq*Pe*Ph*Pw*Re*Rl*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    2*A12Sq*PL*Ph*Pw*ReSq*SL*Se*Sw*TeQd*c3*ks*ksatSq*rho3*s*ts*tp -
    2*A12Sq*PL*Ph*Pw*RlSq*SL*Se*Sw*TiQd*c3*ks*ksatSq*rho3*s*ts*tp +
    6*A12Sq*Re*Rl*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*tSq +
    2*A12Sq*Re*Rl*SCRh*SCRw*SL*Se*Sw*TiQd*hcr*ks*ksatSq*n*s*ts*tSq +
    6*A12Sq*Re*Rl*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*tpSq +
    2*A12Sq*Re*Rl*SCRh*SCRw*SL*Se*Sw*TiQd*hcr*ks*ksatSq*n*s*ts*tpSq -
    6*A12Sq*Pe*Ph*Pw*ReSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*ttp -
    6*A12Sq*Pe*Ph*Pw*RlSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*ttp -
    2*A12Sq*Pe*Ph*Pw*ReSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*ttp -
    2*A12Sq*Pe*Ph*Pw*RlSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*ttp -
    6*A12Sq*ReSq*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*ttp -
    6*A12Sq*RlSq*SCRh*SCRw*SL*Se*Sw*T1pQd*hcr*ks*ksatSq*n*s*ts*ttp -
    2*A12Sq*ReSq*SCRh*SCRw*SL*Se*Sw*TeQd*hcr*ks*ksatSq*n*s*ts*ttp -
    2*A12Sq*RlSq*SCRh*SCRw*SL*Se*Sw*TiQd*hcr*ks*ksatSq*n*s*ts*ttp -
    8*A12Sq*Pe*Ph*Pw*ReSq*SL*Sh*Sw*T2p*T3pCb*c2*ks*ksatSq*rho2*s*ts*t -
    8*A12Sq*Pe*Ph*Pw*RlSq*SL*Sh*Sw*T2p*T3pCb*c2*ks*ksatSq*rho2*s*ts*t +
    8*A12Sq*Pe*Ph*Pw*ReSq*SL*Sh*Sw*T2p*T3pCb*c2*ks*ksatSq*rho2*s*ts*tp +
    8*A12Sq*Pe*Ph*Pw*RlSq*SL*Sh*Sw*T2p*T3pCb*c2*ks*ksatSq*rho2*s*ts*tp +
    16*A12Sq*F1s*Pe*Ph*Pw*ReSq*SL*Sw*T3pCb*ab*ks*ksatSq*qs*s*ts*ttp +
    16*A12Sq*F1s*Pe*Ph*Pw*RlSq*SL*Sw*T3pCb*ab*ks*ksatSq*qs*s*ts*ttp +
    6*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*ttp +
    6*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SCRh*SCRw*T3pQd*hcr*ks*ksatSq*n*s*ts*ttp +
    2*A12Sq*F3sc*Pe*Ph*Pw*ReSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*ttp +
    2*A12Sq*F3sc*Pe*Ph*Pw*RlSq*SCRh*SCRw*TiQd*hcr*ks*ksatSq*n*s*ts*ttp -
    4*A12Sq*F1s*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Sw*T3pCb*ab*hcr*ksatSq*qs*s*tSq -
    4*A12Sq*F1s*Ls*Pe*Ph*Pw*RlSq*SCRw*SL*Sw*T3pCb*ab*hcr*ksatSq*qs*s*tSq -
    4*A12Sq*F1s*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Sw*T3pCb*ab*hcr*ksatSq*qs*s*tpSq -
    4*A12Sq*F1s*Ls*Pe*Ph*Pw*RlSq*SCRw*SL*Sw*T3pCb*ab*hcr*ksatSq*qs*s*tpSq +
    16*A12Sq*Pe*Ph*Pw*ReSq*SL*Sw*T3pCb*a*ab*ks*ksatSq*qs*s*ts*ttp +
    4*A12Sq*PL*Ph*Pw*Re*Rl*SL*Sh*Sw*T2p*c2*c3*ks*ksatSq*rho2*rho3*ts +
    4*A12Sq*F1s*PL*Ph*Pw*Re*Rl*SL*Sw*ab*c3*ks*ksatSq*qs*rho3*ts*t -
    4*A12Sq*F1s*PL*Ph*Pw*Re*Rl*SL*Sw*ab*c3*ks*ksatSq*qs*rho3*ts*tp -
    4*A12Sq*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Sw*T3pCb*a*ab*hcr*ksatSq*qs*s*tSq -
    4*A12Sq*Ls*Pe*Ph*Pw*ReSq*SCRw*SL*Sw*T3pCb*a*ab*hcr*ksatSq*qs*s*tpSq +
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