lalsuite/lalsimulation/exact__derivatives-z_8c_source.html

#define Power(A,B) pow(A,B)

#define Sqrt(A) sqrt(A)

#define Log(A) log(A)

const double r2prm  =  2*x->data[2];

const double rprm  =  r2prm/(2.*Sqrt(r2));

const double uprm  =  (-rprm)/((r)*(r));

const double u2prm  =  2*u*uprm;

const double u3prm  =  u2*uprm + u*u2prm;

const double u4prm  =  2*u2*u2prm;

const double u5prm  =  u4*uprm + u*u4prm;

const double etau3prm  =  eta*u3prm;

const double etau4prm  =  eta*u4prm;

const double nxprm  =  x->data[0]*uprm;

const double nyprm  =  x->data[1]*uprm;

const double nzprm  =  x->data[2]*uprm + u;

const double costhetaprm  =  e3USCOREx*nxprm + e3USCOREy*nyprm + e3USCOREz*nzprm;

const double xi2prm  =  -2*costheta*costhetaprm;

const double xiUSCORExprm  =  -(e3USCOREz*nyprm) + e3USCOREy*nzprm;

const double xiUSCOREyprm  =  e3USCOREz*nxprm - e3USCOREx*nzprm;

const double xiUSCOREzprm  =  -(e3USCOREy*nxprm) + e3USCOREx*nyprm;

const double vxprm  =  xiUSCOREz*nyprm - xiUSCOREy*nzprm - nz*xiUSCOREyprm + ny*xiUSCOREzprm;

const double vyprm  =  -(xiUSCOREz*nxprm) + xiUSCOREx*nzprm + nz*xiUSCORExprm - nx*xiUSCOREzprm;

const double vzprm  =  xiUSCOREy*nxprm - xiUSCOREx*nyprm - ny*xiUSCORExprm + nx*xiUSCOREyprm;

const double w2prm  =  r2prm;

const double rho2prm  =  2*a2*costheta*costhetaprm + r2prm;

const double bulkprm  =  2.*invm1PlusetaKK*uprm + a2*u2prm;

const double loguprm  =  uprm/u;

const double logargprm  =  coeffs->k5l*u5*loguprm + coeffs->k1*uprm + coeffs->k2*u2prm + coeffs->k3*u3prm + coeffs->k4*u4prm + coeffs->k5*u5prm + coeffs->k5l*logu*u5prm;

const double onepluslogargprm  =  logargprm;

const double invonepluslogargprm  =  (-onepluslogargprm)/((onepluslogarg)*(onepluslogarg));

const double logTermsprm  =  (eta*onepluslogargprm)/onepluslogarg;

const double deltaUprm  =  logTerms*bulkprm + bulk*logTermsprm;

const double deltaTprm  =  r2*deltaUprm + deltaU*r2prm;

const double deltaUUSCOREupt7prm  =  coeffs->k5l*loguprm;

const double deltaUUSCOREupt6prm  =  5.*u*deltaUUSCOREupt7prm + 5.*deltaUUSCOREupt7*uprm;

const double deltaUUSCOREupt5prm  =  u*deltaUUSCOREupt6prm + deltaUUSCOREupt6*uprm;

const double deltaUUSCOREupt4prm  =  u*deltaUUSCOREupt5prm + deltaUUSCOREupt5*uprm;

const double deltaUUSCOREupt3prm  =  u*deltaUUSCOREupt4prm + deltaUUSCOREupt4*uprm;

const double deltaUUSCOREupt2prm  =  a2*uprm;

const double deltaUUSCOREupt1prm  =  eta*(deltaUUSCOREupt3*bulkprm + bulk*deltaUUSCOREupt3prm);

const double deltaUUSCOREuprm  =  invonepluslogarg*deltaUUSCOREupt1prm + 2.*logTerms*deltaUUSCOREupt2prm + deltaUUSCOREupt1*invonepluslogargprm + 2.*deltaUUSCOREupt2*logTermsprm;

const double deltaTUSCORErprm  =  2.*r*deltaUprm - deltaUUSCOREuprm + 2.*deltaU*rprm;

const double Lambdaprm  =  -(a2*xi2*deltaTprm) + 2*w2*w2prm - a2*deltaT*xi2prm;

const double rho2xi2Lambdaprm  =  Lambda*xi2*rho2prm + rho2*(xi2*Lambdaprm + Lambda*xi2prm);

const double invrho2xi2Lambdaprm  =  (-rho2xi2Lambdaprm)/((rho2xi2Lambda)*(rho2xi2Lambda));

const double invrho2prm  =  invrho2xi2Lambda*xi2*Lambdaprm + Lambda*(xi2*invrho2xi2Lambdaprm + invrho2xi2Lambda*xi2prm);

const double invxi2prm  =  invrho2xi2Lambda*rho2*Lambdaprm + Lambda*(rho2*invrho2xi2Lambdaprm + invrho2xi2Lambda*rho2prm);

const double invLambdaprm  =  invrho2xi2Lambda*xi2*rho2prm + rho2*(xi2*invrho2xi2Lambdaprm + invrho2xi2Lambda*xi2prm);

const double invLambdasqprm  =  2*invLambda*invLambdaprm;

const double rho2invLambdaprm  =  rho2*invLambdaprm + invLambda*rho2prm;

const double expnuprm  =  (rho2invLambda*deltaTprm + deltaT*rho2invLambdaprm)/(2.*Sqrt(deltaT*rho2invLambda));

const double expMUprm  =  rho2prm/(2.*Sqrt(rho2));

const double expMUexpnuprm  =  expnu*expMUprm + expMU*expnuprm;

const double expMUsqprm  =  2*expMU*expMUprm;

const double expnusqprm  =  2*expnu*expnuprm;

const double expMUsqexpnusqprm  =  expnusq*expMUsqprm + expMUsq*expnusqprm;

const double invexpnuexpMUprm  =  (-expMUexpnuprm)/((expMUexpnu)*(expMUexpnu));

const double invexpMUprm  =  invexpnuexpMU*expnuprm + expnu*invexpnuexpMUprm;

const double invexpMUsqprm  =  2*invexpMU*invexpMUprm;

const double expnuinvexpMU2prm  =  invexpMUsq*expnuprm + expnu*invexpMUsqprm;

const double invexpMUcubinvexpnuprm  =  invexpnuexpMU*invexpMUsqprm + invexpMUsq*invexpnuexpMUprm;

const double DDprm  =  ((-8.666666666666666 + eta)*etau3prm - eta*u2prm)/(-0.16666666666666666 + (-8.666666666666666 + eta)*etau3 - eta*u2);

const double deltaRprm  =  deltaT*DDprm + DD*deltaTprm;

const double wwprm  =  a*(2.*rprm + (a2*coeffs->b3 + coeffs->bb3)*eta*uprm);

const double Bprm  =  deltaTprm/(2.*Sqrt(deltaT));

const double sqrtdeltaTprm  =  Bprm;

const double sqrtdeltaRprm  =  deltaRprm/(2.*Sqrt(deltaR));

const double deltaTsqrtdeltaRprm  =  sqrtdeltaR*deltaTprm + deltaT*sqrtdeltaRprm;

const double sqrtdeltaTdeltaTsqrtdeltaRprm  =  sqrtdeltaT*deltaTsqrtdeltaRprm + deltaTsqrtdeltaR*sqrtdeltaTprm;

const double invdeltaTsqrtdeltaTsqrtdeltaRprm  =  (-sqrtdeltaTdeltaTsqrtdeltaRprm)/((sqrtdeltaTdeltaTsqrtdeltaR)*(sqrtdeltaTdeltaTsqrtdeltaR));

const double invdeltaTprm  =  invdeltaTsqrtdeltaTsqrtdeltaR*sqrtdeltaT*sqrtdeltaRprm + sqrtdeltaR*(sqrtdeltaT*invdeltaTsqrtdeltaTsqrtdeltaRprm + invdeltaTsqrtdeltaTsqrtdeltaR*sqrtdeltaTprm);

const double invsqrtdeltaTprm  =  invdeltaTsqrtdeltaTsqrtdeltaR*deltaTsqrtdeltaRprm + deltaTsqrtdeltaR*invdeltaTsqrtdeltaTsqrtdeltaRprm;

const double invsqrtdeltaRprm  =  deltaT*sqrtdeltaT*invdeltaTsqrtdeltaTsqrtdeltaRprm + invdeltaTsqrtdeltaTsqrtdeltaR*(sqrtdeltaT*deltaTprm + deltaT*sqrtdeltaTprm);

const double wprm  =  ww*invLambdaprm + invLambda*wwprm;

const double LambdaUSCORErprm  =  -(a2*xi2*deltaTUSCORErprm) + 4.*w2*rprm + 4.*r*w2prm - a2*deltaTUSCOREr*xi2prm;

const double wwUSCORErprm  =  -(a*(a2*coeffs->b3 + coeffs->bb3)*eta*u2prm);

const double BRprm  =  -invsqrtdeltaT*(invsqrtdeltaR*deltaTprm - 0.5*deltaTUSCORErprm + deltaT*invsqrtdeltaRprm) + (0.5*deltaTUSCOREr - deltaT*invsqrtdeltaR)*invsqrtdeltaTprm;

const double wrprm  =  (-(LambdaUSCOREr*ww) + Lambda*wwUSCOREr)*invLambdasqprm + invLambdasq*(wwUSCOREr*Lambdaprm - ww*LambdaUSCORErprm - LambdaUSCOREr*wwprm + Lambda*wwUSCORErprm);

const double nurpt2prm  =  r*(-4.*w2*deltaTprm - 4.*deltaT*w2prm) + w2*(w2*deltaTUSCORErprm - 4.*deltaT*rprm + 2*deltaTUSCOREr*w2prm);

const double nurpt1prm  =  nurpt2*invdeltaTprm + invdeltaT*nurpt2prm;

const double nurprm  =  0.5*nurpt1*invLambdaprm + r*invrho2prm + 0.5*invLambda*nurpt1prm + invrho2*rprm;

const double murprm  =  r*invrho2prm - invsqrtdeltaRprm + invrho2*rprm;

const double a2costhetaprm  =  a2*costhetaprm;

const double wcospt2prm  =  ww*deltaTprm + deltaT*wwprm;

const double wcospt1prm  =  wcospt2*invLambdasqprm + invLambdasq*wcospt2prm;

const double wcosprm  =  -2.*wcospt1*a2costhetaprm - 2.*a2costheta*wcospt1prm;

const double nucospt3prm  =  invrho2*invLambdaprm + invLambda*invrho2prm;

const double nucospt2prm  =  w2*nucospt3prm + nucospt3*w2prm;

const double nucospt1prm  =  nucospt2*a2costhetaprm + a2costheta*nucospt2prm;

const double nucosprm  =  (-deltaT + w2)*nucospt1prm + nucospt1*(-deltaTprm + w2prm);

const double mucosprm  =  invrho2*a2costhetaprm + a2costheta*invrho2prm;

const double etaover12rprm  =  0.08333333333333333*eta*uprm;

const double csiprm  =  (deltaR*w2*deltaTprm + deltaT*(w2*deltaRprm - 2*deltaR*w2prm))/(2.*Sqrt(deltaR*deltaT)*((w2)*(w2)));

const double csi1prm  =  (1.-fabs(1.-tortoise)) * (csiprm);

const double csi2prm  =  (0.5-copysign(0.5, 1.5-tortoise)) * (csiprm);

const double prTprm  =  (p->data[0]*nx + p->data[1]*ny + p->data[2]*nz)*csi2prm + csi2*(p->data[0]*nxprm + p->data[1]*nyprm + p->data[2]*nzprm);

const double prTtimesoneminuscsi1invprm  =  (prT*csi1prm)/((csi1)*(csi1)) + (1. - 1./csi1)*prTprm;

const double tmpP0prm  =  -(prTtimesoneminuscsi1inv*nxprm) - nx*prTtimesoneminuscsi1invprm;

const double tmpP1prm  =  -(prTtimesoneminuscsi1inv*nyprm) - ny*prTtimesoneminuscsi1invprm;

const double tmpP2prm  =  -(prTtimesoneminuscsi1inv*nzprm) - nz*prTtimesoneminuscsi1invprm;

const double pxirprm  =  (tmpP0*xiUSCOREx + tmpP1*xiUSCOREy + tmpP2*xiUSCOREz)*rprm + r*(xiUSCOREx*tmpP0prm + xiUSCOREy*tmpP1prm + xiUSCOREz*tmpP2prm + tmpP0*xiUSCORExprm + tmpP1*xiUSCOREyprm + tmpP2*xiUSCOREzprm);

const double pvrprm  =  (tmpP0*vx + tmpP1*vy + tmpP2*vz)*rprm + r*(vx*tmpP0prm + vy*tmpP1prm + vz*tmpP2prm + tmpP0*vxprm + tmpP1*vyprm + tmpP2*vzprm);

const double pvrsqprm  =  2*pvr*pvrprm;

const double pnprm  =  tmpP0*nxprm + tmpP1*nyprm + tmpP2*nzprm + nx*tmpP0prm + ny*tmpP1prm + nz*tmpP2prm;

const double pnsqprm  =  2*pn*pnprm;

const double prprm  =  pnprm;

const double prsqprm  =  2*pr*prprm;

const double pfprm  =  pxirprm;

const double pxirsqprm  =  2*pxir*pxirprm;

const double ptheta2prm  =  pvrsq*invxi2prm + invxi2*pvrsqprm;

const double prT4prm  =  4*((prT)*(prT)*(prT))*prTprm;

const double Hnspt7prm  =  invrho2*deltaRprm + deltaR*invrho2prm;

const double Hnspt6prm  =  rho2invLambda*invxi2prm + invxi2*rho2invLambdaprm;

const double Hnspt5prm  =  qq*u2prm;

const double Hnspt4prm  =  prT4*Hnspt5prm + ((pf)*(pf))*Hnspt6prm + prsq*Hnspt7prm + ptheta2*invrho2prm + 2*Hnspt6*pf*pfprm + Hnspt7*prsqprm + Hnspt5*prT4prm + invrho2*ptheta2prm;

const double Hnspt3prm  =  Hnspt4*deltaTprm + deltaT*Hnspt4prm;

const double Hnspt2prm  =  rho2*Hnspt3prm + Hnspt3*rho2prm;

const double Hnspt1prm  =  ww*pfprm + pf*wwprm;

const double Hnsprm  =  invLambda*Hnspt1prm + Hnspt1*invLambdaprm + (invLambda*Hnspt2prm + Hnspt2*invLambdaprm)/(2.*Sqrt(Hnspt2*invLambda));

const double Qpt3prm  =  invrho2*deltaRprm + deltaR*invrho2prm;

const double Qpt2prm  =  rho2invLambda*invxi2prm + invxi2*rho2invLambdaprm;

const double Qpt1prm  =  invxi2*invrho2prm + invrho2*invxi2prm;

const double Qprm  =  Qpt3*pnsqprm + Qpt1*pvrsqprm + Qpt2*pxirsqprm + pvrsq*Qpt1prm + pxirsq*Qpt2prm + pnsq*Qpt3prm;

const double pn2prm  =  deltaR*prsq*invrho2prm + invrho2*(prsq*deltaRprm + deltaR*prsqprm);

const double ppprm  =  Qprm;

const double sKerrmultfactprm  =  r*(-36.*pn2prm + 3.*ppprm) + (-36.*pn2 + 3.*pp)*rprm;

const double sStarmultfactprm  =  r*(-30.*pn2prm + 4.*ppprm) + (-30.*pn2 + 4.*pp)*rprm;

const double deltaSigmaStarUSCOREx1prm  =  (sKerrUSCOREx*sKerrmultfact + sStarUSCOREx*sStarmultfact)*etaover12rprm + etaover12r*(sKerrUSCOREx*sKerrmultfactprm + sStarUSCOREx*sStarmultfactprm);

const double deltaSigmaStarUSCOREy1prm  =  (sKerrUSCOREy*sKerrmultfact + sStarUSCOREy*sStarmultfact)*etaover12rprm + etaover12r*(sKerrUSCOREy*sKerrmultfactprm + sStarUSCOREy*sStarmultfactprm);

const double deltaSigmaStarUSCOREz1prm  =  (sKerrUSCOREz*sKerrmultfact + sStarUSCOREz*sStarmultfact)*etaover12rprm + etaover12r*(sKerrUSCOREz*sKerrmultfactprm + sStarUSCOREz*sStarmultfactprm);

const double pn2ppprm  =  pp*pn2prm + pn2*ppprm;

const double pp2prm  =  2*pp*ppprm;

const double pn2u2prm  =  u2*pn2prm + pn2*u2prm;

const double ppu2prm  =  u2*ppprm + pp*u2prm;

const double pn2ppu2prm  =  u2*pn2ppprm + pn2pp*u2prm;

const double sMultiplier1pt6prm  =  -720.*pn2*pn2prm + 126.*pn2ppprm + 3.*pp2prm;

const double sMultiplier1pt5prm  =  -96.*pn2ppprm + 23.*pp2prm;

const double sMultiplier1pt4prm  =  324.*pn2prm - 120.*ppprm + sMultiplier1pt6*rprm + r*sMultiplier1pt6prm;

const double sMultiplier1pt3prm  =  -282.*pn2prm + 206.*ppprm + sMultiplier1pt5*rprm + r*sMultiplier1pt5prm;

const double sMultiplier1pt2prm  =  sMultiplier1pt4*rprm + r*sMultiplier1pt4prm;

const double sMultiplier1pt1prm  =  sMultiplier1pt3*rprm + eta*sMultiplier1pt2prm + r*sMultiplier1pt3prm;

const double sMultiplier1prm  =  -0.013888888888888888*eta*u2*sMultiplier1pt1prm - 0.013888888888888888*eta*sMultiplier1pt1*u2prm;

const double sMultiplier2pt6prm  =  5.625*pn2u2*pn2prm - 1.625*pn2ppu2prm + 5.625*pn2*pn2u2prm;

const double sMultiplier2pt5prm  =  0.25*pn2ppu2prm - 0.3125*u2*pp2prm - 0.3125*pp2*u2prm;

const double sMultiplier2pt4prm  =  -6.125*pn2u2prm + 1.4166666666666665*ppu2prm + sMultiplier2pt6*rprm + r*sMultiplier2pt6prm;

const double sMultiplier2pt3prm  =  -0.6666666666666666*pn2u2prm - 3.0277777777777777*ppu2prm + sMultiplier2pt5*rprm + r*sMultiplier2pt5prm;

const double sMultiplier2pt2prm  =  sMultiplier2pt4*rprm + r*sMultiplier2pt4prm - 2.333333333333333*u2prm;

const double sMultiplier2pt1prm  =  sMultiplier2pt3*rprm + eta*sMultiplier2pt2prm + r*sMultiplier2pt3prm - 6.222222222222221*u2prm;

const double sMultiplier2prm  =  eta*sMultiplier2pt1prm;

const double deltaSigmaStarUSCOREx2prm  =  deltaSigmaStarUSCOREx1prm + sigmaStar->data[0]*sMultiplier1prm + sigmaKerr->data[0]*sMultiplier2prm;

const double deltaSigmaStarUSCOREy2prm  =  deltaSigmaStarUSCOREy1prm + sigmaStar->data[1]*sMultiplier1prm + sigmaKerr->data[1]*sMultiplier2prm;

const double deltaSigmaStarUSCOREz2prm  =  deltaSigmaStarUSCOREz1prm + sigmaStar->data[2]*sMultiplier1prm + sigmaKerr->data[2]*sMultiplier2prm;

const double deltaSigmaStarUSCOREx3prm  =  deltaSigmaStarUSCOREx2prm + coeffs->d1*sigmaStar->data[0]*etau3prm;

const double deltaSigmaStarUSCOREy3prm  =  deltaSigmaStarUSCOREy2prm + coeffs->d1*sigmaStar->data[1]*etau3prm;

const double deltaSigmaStarUSCOREz3prm  =  deltaSigmaStarUSCOREz2prm + coeffs->d1*sigmaStar->data[2]*etau3prm;

const double deltaSigmaStarUSCORExprm  =  deltaSigmaStarUSCOREx3prm + coeffs->d1v2*sigmaKerr->data[0]*etau3prm;

const double deltaSigmaStarUSCOREyprm  =  deltaSigmaStarUSCOREy3prm + coeffs->d1v2*sigmaKerr->data[1]*etau3prm;

const double deltaSigmaStarUSCOREzprm  =  deltaSigmaStarUSCOREz3prm + coeffs->d1v2*sigmaKerr->data[2]*etau3prm;

const double sxprm  =  deltaSigmaStarUSCORExprm;

const double syprm  =  deltaSigmaStarUSCOREyprm;

const double szprm  =  deltaSigmaStarUSCOREzprm;

const double sxiprm  =  xiUSCOREx*sxprm + xiUSCOREy*syprm + xiUSCOREz*szprm + sx*xiUSCORExprm + sy*xiUSCOREyprm + sz*xiUSCOREzprm;

const double svprm  =  vx*sxprm + vy*syprm + vz*szprm + sx*vxprm + sy*vyprm + sz*vzprm;

const double snprm  =  sx*nxprm + sy*nyprm + sz*nzprm + nx*sxprm + ny*syprm + nz*szprm;

const double s3prm  =  e3USCOREx*sxprm + e3USCOREy*syprm + e3USCOREz*szprm;

const double sqrtQprm  =  Qprm/(2.*Sqrt(Q));

const double oneplus2sqrtQprm  =  2.*sqrtQprm;

const double oneplus1sqrtQprm  =  oneplus2sqrtQprm - sqrtQprm;

const double twoB1psqrtQsqrtQprm  =  2.*B*sqrtQ*oneplus1sqrtQprm + oneplus1sqrtQ*(2.*sqrtQ*Bprm + 2.*B*sqrtQprm);

const double invtwoB1psqrtQsqrtQprm  =  (-twoB1psqrtQsqrtQprm)/((twoB1psqrtQsqrtQ)*(twoB1psqrtQsqrtQ));

const double expMUsqsqrtQplusQprm  =  (Q + sqrtQ)*expMUsqprm + expMUsq*(Qprm + sqrtQprm);

const double Hwrpt4aprm  =  sv*pxirsqprm + pxirsq*svprm;

const double Hwrpt4prm  =  Hwrpt4a*expMUsqexpnusqprm + expMUsqexpnusq*Hwrpt4aprm;

const double Hwrpt3cprm  =  sxi*pxirprm + pxir*sxiprm;

const double Hwrpt3bprm  =  pvr*Hwrpt3cprm + Hwrpt3c*pvrprm;

const double Hwrpt3aprm  =  Hwrpt3b*expMUexpnuprm + expMUexpnu*Hwrpt3bprm;

const double Hwrpt3prm  =  Hwrpt3a*Bprm + B*Hwrpt3aprm;

const double Hwrpt2gprm  =  sv*deltaRprm + deltaR*svprm;

const double Hwrpt2fprm  =  sqrtdeltaR*snprm + sn*sqrtdeltaRprm;

const double Hwrpt2eprm  =  pvr*Hwrpt2fprm + Hwrpt2f*pvrprm;

const double Hwrpt2dprm  =  pnsq*Hwrpt2gprm + Hwrpt2g*pnsqprm;

const double Hwrpt2cprm  =  pn*Hwrpt2eprm + Hwrpt2e*pnprm;

const double Hwrpt2bprm  =  sv*expMUsqsqrtQplusQprm + expMUsqsqrtQplusQ*svprm;

const double Hwrpt2aprm  =  xi2*(Hwrpt2bprm + Hwrpt2cprm - Hwrpt2dprm) + (Hwrpt2b + Hwrpt2c - Hwrpt2d)*xi2prm;

const double Hwrpt2prm  =  Hwrpt2a*deltaTprm + deltaT*Hwrpt2aprm;

const double Hwrpt1bprm  =  invxi2*invtwoB1psqrtQsqrtQprm + invtwoB1psqrtQsqrtQ*invxi2prm;

const double Hwrpt1aprm  =  sqrtdeltaR*Hwrpt1bprm + Hwrpt1b*sqrtdeltaRprm;

const double Hwrpt1prm  =  invexpMUcubinvexpnu*Hwrpt1aprm + Hwrpt1a*invexpMUcubinvexpnuprm;

const double Hwrprm  =  (Hwrpt2 - Hwrpt3 + Hwrpt4)*Hwrpt1prm + Hwrpt1*(Hwrpt2prm - Hwrpt3prm + Hwrpt4prm);

const double Hwcospt9prm  =  sxi*pxirprm + pxir*sxiprm;

const double Hwcospt8prm  =  sv*pvrprm + pvr*svprm;

const double Hwcospt7prm  =  Hwcospt8*Bprm - Hwcospt9*expMUexpnuprm + B*Hwcospt8prm - expMUexpnu*Hwcospt9prm;

const double Hwcospt6prm  =  sqrtdeltaR*Hwcospt7prm + Hwcospt7*sqrtdeltaRprm;

const double Hwcospt5prm  =  -(xi2*expMUsqsqrtQplusQprm) + pvrsqprm - expMUsqsqrtQplusQ*xi2prm;

const double Hwcospt4prm  =  pn*Hwcospt6prm + Hwcospt6*pnprm;

const double Hwcospt3prm  =  Hwcospt5*deltaTprm - pxirsq*expMUsqexpnusqprm + deltaT*Hwcospt5prm - expMUsqexpnusq*pxirsqprm;

const double Hwcospt2prm  =  -(Hwcospt4*Bprm) + sn*Hwcospt3prm - B*Hwcospt4prm + Hwcospt3*snprm;

const double Hwcospt1prm  =  invexpMUcubinvexpnu*Hwcospt2prm + Hwcospt2*invexpMUcubinvexpnuprm;

const double Hwcosprm  =  invtwoB1psqrtQsqrtQ*Hwcospt1prm + Hwcospt1*invtwoB1psqrtQsqrtQprm;

const double deltaTsqrtQprm  =  sqrtQ*deltaTprm + deltaT*sqrtQprm;

const double invdeltatTsqrtQprm  =  (-deltaTsqrtQprm)/((deltaTsqrtQ)*(deltaTsqrtQ));

const double HSOLpt5prm  =  pxir*(-Bprm + expMUexpnuprm) + (-B + expMUexpnu)*pxirprm;

const double HSOLpt4prm  =  invexpMU*HSOLpt5prm + HSOLpt5*invexpMUprm;

const double HSOLpt3prm  =  HSOLpt4*expnusqprm + expnusq*HSOLpt4prm;

const double HSOLpt2prm  =  s3*HSOLpt3prm + HSOLpt3*s3prm;

const double HSOLpt1prm  =  invxi2*HSOLpt2prm + HSOLpt2*invxi2prm;

const double HSOLprm  =  invdeltatTsqrtQ*HSOLpt1prm + HSOLpt1*invdeltatTsqrtQprm;

const double deltaTsqrtQplusQprm  =  (Q + sqrtQ)*deltaTprm + deltaT*(Qprm + sqrtQprm);

const double invdeltaTsqrtQplusQprm  =  (-deltaTsqrtQplusQprm)/((deltaTsqrtQplusQ)*(deltaTsqrtQplusQ));

const double HSONLmult2prm  =  invxi2*invdeltaTsqrtQplusQprm + invdeltaTsqrtQplusQ*invxi2prm;

const double HSONLmultprm  =  HSONLmult2*expnuinvexpMU2prm + expnuinvexpMU2*HSONLmult2prm;

const double HSONLpt1bprm  =  xi2*pnprm + pn*xi2prm;

const double HSONLpt1aprm  =  (-mucos + nucos)*HSONLpt1bprm + pvr*murprm + HSONLpt1b*(-mucosprm + nucosprm) - pvr*nurprm + mur*pvrprm - nur*pvrprm;

const double HSONLpt1prm  =  sqrtQ*HSONLpt1aprm - mucos*HSONLpt1bprm - HSONLpt1b*mucosprm + pvr*murprm + mur*pvrprm + HSONLpt1a*sqrtQprm;

const double HSONLpt2dprm  =  pxir*nurprm + nur*pxirprm;

const double HSONLpt2cprm  =  oneplus2sqrtQ*HSONLpt2dprm + HSONLpt2d*oneplus2sqrtQprm;

const double HSONLpt2bprm  =  sxi*Bprm + B*sxiprm;

const double HSONLpt2aprm  =  HSONLpt2c*expMUexpnuprm + expMUexpnu*HSONLpt2cprm;

const double HSONLpt2prm  =  HSONLpt2b*HSONLpt1prm + sv*HSONLpt2aprm + HSONLpt1*HSONLpt2bprm + HSONLpt2a*svprm;

const double HSONLpt3cprm  =  sv*pxirprm + pxir*svprm;

const double HSONLpt3bprm  =  oneplus1sqrtQ*HSONLpt3cprm + HSONLpt3c*oneplus1sqrtQprm;

const double HSONLpt3aprm  =  HSONLpt3b*expMUexpnuprm + expMUexpnu*HSONLpt3bprm;

const double HSONLpt3prm  =  HSONLpt2*Bprm - HSONLpt3a*BRprm + B*HSONLpt2prm - BR*HSONLpt3aprm;

const double HSONLpt4eprm  =  xi2*snprm + sn*xi2prm;

const double HSONLpt4dprm  =  oneplus2sqrtQ*HSONLpt4eprm + HSONLpt4e*oneplus2sqrtQprm;

const double HSONLpt4cprm  =  pxir*HSONLpt4dprm + HSONLpt4d*pxirprm;

const double HSONLpt4bprm  =  nucos*HSONLpt4cprm + HSONLpt4c*nucosprm;

const double HSONLpt4aprm  =  HSONLpt4b*expMUexpnuprm + expMUexpnu*HSONLpt4bprm;

const double HSONLpt4prm  =  -(HSONLpt4a*Bprm) + sqrtdeltaR*HSONLpt3prm - B*HSONLpt4aprm + HSONLpt3*sqrtdeltaRprm;

const double HSONLprm  =  HSONLpt4*HSONLmultprm + HSONLmult*HSONLpt4prm;

const double Hsprm  =  HSOLprm + HSONLprm + wcos*Hwcosprm + wr*Hwrprm + w*s3prm + s3*wprm + Hwcos*wcosprm + Hwr*wrprm;

const double Hsspt1prm  =  -0.5*(-6.*sn*snprm + 2*(sx*sxprm + sy*syprm + sz*szprm));

const double Hssprm  =  u3*Hsspt1prm + Hsspt1*u3prm;

const double Hpt1prm  =  (s1dots1 + s2dots2)*etau4prm;

const double Hprm  =  Hnsprm + (coeffs->dheffSSv2 + coeffs->dheffSS*sKerrdotsStar)*Hpt1prm + Hsprm + Hssprm;

const double Hrealprm  =  (eta*Hprm)*invHreal;

HSONLpt4b
const double HSONLpt4b
Definition: exact_derivatives-Hreal.c:137

sKerrmultfact
const double sKerrmultfact
Definition: exact_derivatives-Hreal.c:36

Hwrpt3b
const double Hwrpt3b
Definition: exact_derivatives-Hreal.c:85

pn2u2
const double pn2u2
Definition: exact_derivatives-Hreal.c:43

Hwcospt3
const double Hwcospt3
Definition: exact_derivatives-Hreal.c:106

HSONLpt2a
const double HSONLpt2a
Definition: exact_derivatives-Hreal.c:128

Hnspt1
const double Hnspt1
Definition: exact_derivatives-Hreal.c:28

pn2
const double pn2
Definition: exact_derivatives-Hreal.c:34

sMultiplier2pt6
const double sMultiplier2pt6
Definition: exact_derivatives-Hreal.c:53

sx
const double sx
Definition: exact_derivatives-Hreal.c:69

pp
const double pp
Definition: exact_derivatives-Hreal.c:35

Hsspt1
const double Hsspt1
Definition: exact_derivatives-Hreal.c:142

Hwrpt2d
const double Hwrpt2d
Definition: exact_derivatives-Hreal.c:91

Hwrpt1
const double Hwrpt1
Definition: exact_derivatives-Hreal.c:98

pvr
const double pvr
Definition: exact_derivatives-Hreal.c:12

Hwrpt2e
const double Hwrpt2e
Definition: exact_derivatives-Hreal.c:90

Hnspt2
const double Hnspt2
Definition: exact_derivatives-Hreal.c:27

HSONLpt1
const double HSONLpt1
Definition: exact_derivatives-Hreal.c:124

sxi
const double sxi
Definition: exact_derivatives-Hreal.c:72

invdeltaTsqrtQplusQ
const double invdeltaTsqrtQplusQ
Definition: exact_derivatives-Hreal.c:119

expMUsqsqrtQplusQ
const double expMUsqsqrtQplusQ
Definition: exact_derivatives-Hreal.c:81

csi1
const double csi1
Definition: exact_derivatives-Hreal.c:4

HSONLmult
const double HSONLmult
Definition: exact_derivatives-Hreal.c:121

oneplus2sqrtQ
const double oneplus2sqrtQ
Definition: exact_derivatives-Hreal.c:77

Hwcospt9
const double Hwcospt9
Definition: exact_derivatives-Hreal.c:100

pvrsq
const double pvrsq
Definition: exact_derivatives-Hreal.c:13

sStarmultfact
const double sStarmultfact
Definition: exact_derivatives-Hreal.c:37

Hnspt7
const double Hnspt7
Definition: exact_derivatives-Hreal.c:22

prT
const double prT
Definition: exact_derivatives-Hreal.c:6

Hwrpt2
const double Hwrpt2
Definition: exact_derivatives-Hreal.c:95

HSONLpt1a
const double HSONLpt1a
Definition: exact_derivatives-Hreal.c:123

sMultiplier1pt1
const double sMultiplier1pt1
Definition: exact_derivatives-Hreal.c:51

HSOLpt3
const double HSOLpt3
Definition: exact_derivatives-Hreal.c:114

sz
const double sz
Definition: exact_derivatives-Hreal.c:71

tmpP0
const double tmpP0
Definition: exact_derivatives-Hreal.c:8

prsq
const double prsq
Definition: exact_derivatives-Hreal.c:17

Q
const double Q
Definition: exact_derivatives-Hreal.c:33

sMultiplier1pt5
const double sMultiplier1pt5
Definition: exact_derivatives-Hreal.c:47

invHreal
const double invHreal
Definition: exact_derivatives-Hreal.c:148

Hwrpt3a
const double Hwrpt3a
Definition: exact_derivatives-Hreal.c:86

Hnspt6
const double Hnspt6
Definition: exact_derivatives-Hreal.c:23

deltaTsqrtQ
const double deltaTsqrtQ
Definition: exact_derivatives-Hreal.c:110

Hwcospt5
const double Hwcospt5
Definition: exact_derivatives-Hreal.c:104

HSONLmult2
const double HSONLmult2
Definition: exact_derivatives-Hreal.c:120

Hwcospt7
const double Hwcospt7
Definition: exact_derivatives-Hreal.c:102

HSONLpt2
const double HSONLpt2
Definition: exact_derivatives-Hreal.c:129

prT4
const double prT4
Definition: exact_derivatives-Hreal.c:21

pnsq
const double pnsq
Definition: exact_derivatives-Hreal.c:15

HSONLpt3b
const double HSONLpt3b
Definition: exact_derivatives-Hreal.c:131

twoB1psqrtQsqrtQ
const double twoB1psqrtQsqrtQ
Definition: exact_derivatives-Hreal.c:79

Hwrpt4
const double Hwrpt4
Definition: exact_derivatives-Hreal.c:83

pn
const double pn
Definition: exact_derivatives-Hreal.c:14

sy
const double sy
Definition: exact_derivatives-Hreal.c:70

oneplus1sqrtQ
const double oneplus1sqrtQ
Definition: exact_derivatives-Hreal.c:78

csi2
const double csi2
Definition: exact_derivatives-Hreal.c:5

HSONLpt3c
const double HSONLpt3c
Definition: exact_derivatives-Hreal.c:130

Hwcospt8
const double Hwcospt8
Definition: exact_derivatives-Hreal.c:101

Hwcospt6
const double Hwcospt6
Definition: exact_derivatives-Hreal.c:103

pxirsq
const double pxirsq
Definition: exact_derivatives-Hreal.c:19

HSOLpt4
const double HSOLpt4
Definition: exact_derivatives-Hreal.c:113

Hwrpt1a
const double Hwrpt1a
Definition: exact_derivatives-Hreal.c:97

Hwcospt1
const double Hwcospt1
Definition: exact_derivatives-Hreal.c:108

HSONLpt2d
const double HSONLpt2d
Definition: exact_derivatives-Hreal.c:125

invdeltatTsqrtQ
const double invdeltatTsqrtQ
Definition: exact_derivatives-Hreal.c:111

Hwr
const double Hwr
Definition: exact_derivatives-Hreal.c:99

Hnspt4
const double Hnspt4
Definition: exact_derivatives-Hreal.c:25

Hwrpt2b
const double Hwrpt2b
Definition: exact_derivatives-Hreal.c:93

tmpP1
const double tmpP1
Definition: exact_derivatives-Hreal.c:9

pn2pp
const double pn2pp
Definition: exact_derivatives-Hreal.c:41

sMultiplier1pt6
const double sMultiplier1pt6
Definition: exact_derivatives-Hreal.c:46

pp2
const double pp2
Definition: exact_derivatives-Hreal.c:42

Hwcospt2
const double Hwcospt2
Definition: exact_derivatives-Hreal.c:107

sv
const double sv
Definition: exact_derivatives-Hreal.c:73

Hwrpt2f
const double Hwrpt2f
Definition: exact_derivatives-Hreal.c:89

HSOLpt1
const double HSOLpt1
Definition: exact_derivatives-Hreal.c:116

Hnspt3
const double Hnspt3
Definition: exact_derivatives-Hreal.c:26

HSONLpt2b
const double HSONLpt2b
Definition: exact_derivatives-Hreal.c:127

HSOLpt2
const double HSOLpt2
Definition: exact_derivatives-Hreal.c:115

Hwrpt4a
const double Hwrpt4a
Definition: exact_derivatives-Hreal.c:82

sMultiplier1pt3
const double sMultiplier1pt3
Definition: exact_derivatives-Hreal.c:49

Hwrpt2c
const double Hwrpt2c
Definition: exact_derivatives-Hreal.c:92

HSONLpt3a
const double HSONLpt3a
Definition: exact_derivatives-Hreal.c:132

sMultiplier1pt4
const double sMultiplier1pt4
Definition: exact_derivatives-Hreal.c:48

sqrtQ
const double sqrtQ
Definition: exact_derivatives-Hreal.c:76

HSOLpt5
const double HSOLpt5
Definition: exact_derivatives-Hreal.c:112

Hwrpt3c
const double Hwrpt3c
Definition: exact_derivatives-Hreal.c:84

HSONLpt3
const double HSONLpt3
Definition: exact_derivatives-Hreal.c:133

Qpt1
const double Qpt1
Definition: exact_derivatives-Hreal.c:32

sKerrdotsStar
const double sKerrdotsStar
Definition: exact_derivatives-Hreal.c:144

pxir
const double pxir
Definition: exact_derivatives-Hreal.c:11

Hnspt5
const double Hnspt5
Definition: exact_derivatives-Hreal.c:24

Qpt3
const double Qpt3
Definition: exact_derivatives-Hreal.c:30

HSONLpt4d
const double HSONLpt4d
Definition: exact_derivatives-Hreal.c:135

sMultiplier2pt4
const double sMultiplier2pt4
Definition: exact_derivatives-Hreal.c:55

Qpt2
const double Qpt2
Definition: exact_derivatives-Hreal.c:31

HSONLpt4e
const double HSONLpt4e
Definition: exact_derivatives-Hreal.c:134

sMultiplier2pt3
const double sMultiplier2pt3
Definition: exact_derivatives-Hreal.c:56

tmpP2
const double tmpP2
Definition: exact_derivatives-Hreal.c:10

sMultiplier2pt5
const double sMultiplier2pt5
Definition: exact_derivatives-Hreal.c:54

HSONLpt4c
const double HSONLpt4c
Definition: exact_derivatives-Hreal.c:136

pr
const double pr
Definition: exact_derivatives-Hreal.c:16

pf
const double pf
Definition: exact_derivatives-Hreal.c:18

s3
const double s3
Definition: exact_derivatives-Hreal.c:75

deltaTsqrtQplusQ
const double deltaTsqrtQplusQ
Definition: exact_derivatives-Hreal.c:118

HSONLpt4
const double HSONLpt4
Definition: exact_derivatives-Hreal.c:139

HSONLpt1b
const double HSONLpt1b
Definition: exact_derivatives-Hreal.c:122

invtwoB1psqrtQsqrtQ
const double invtwoB1psqrtQsqrtQ
Definition: exact_derivatives-Hreal.c:80

HSONLpt4a
const double HSONLpt4a
Definition: exact_derivatives-Hreal.c:138

sn
const double sn
Definition: exact_derivatives-Hreal.c:74

Hwrpt1b
const double Hwrpt1b
Definition: exact_derivatives-Hreal.c:96

HSONLpt2c
const double HSONLpt2c
Definition: exact_derivatives-Hreal.c:126

Hwcos
const double Hwcos
Definition: exact_derivatives-Hreal.c:109

ptheta2
const double ptheta2
Definition: exact_derivatives-Hreal.c:20

Hwrpt2g
const double Hwrpt2g
Definition: exact_derivatives-Hreal.c:88

Hwcospt4
const double Hwcospt4
Definition: exact_derivatives-Hreal.c:105

prTtimesoneminuscsi1inv
const double prTtimesoneminuscsi1inv
Definition: exact_derivatives-Hreal.c:7

Hwrpt3
const double Hwrpt3
Definition: exact_derivatives-Hreal.c:87

Hwrpt2a
const double Hwrpt2a
Definition: exact_derivatives-Hreal.c:94

sStarUSCOREy
const double sStarUSCOREy
Definition: exact_derivatives-HrealHeader.c:31

ww
const double ww
Definition: exact_derivatives-HrealHeader.c:96

deltaTUSCOREr
const double deltaTUSCOREr
Definition: exact_derivatives-HrealHeader.c:73

deltaUUSCOREupt5
const double deltaUUSCOREupt5
Definition: exact_derivatives-HrealHeader.c:67

deltaU
const double deltaU
Definition: exact_derivatives-HrealHeader.c:63

nur
const double nur
Definition: exact_derivatives-HrealHeader.c:113

deltaUUSCOREupt4
const double deltaUUSCOREupt4
Definition: exact_derivatives-HrealHeader.c:68

etau3
const double etau3
Definition: exact_derivatives-HrealHeader.c:22

xiUSCOREy
const double xiUSCOREy
Definition: exact_derivatives-HrealHeader.c:50

mucos
const double mucos
Definition: exact_derivatives-HrealHeader.c:123

expnu
const double expnu
Definition: exact_derivatives-HrealHeader.c:82

invLambda
const double invLambda
Definition: exact_derivatives-HrealHeader.c:79

invdeltaT
const double invdeltaT
Definition: exact_derivatives-HrealHeader.c:103

e3USCOREz
const double e3USCOREz
Definition: exact_derivatives-HrealHeader.c:46

deltaR
const double deltaR
Definition: exact_derivatives-HrealHeader.c:94

e3USCOREx
const double e3USCOREx
Definition: exact_derivatives-HrealHeader.c:44

invxi2
const double invxi2
Definition: exact_derivatives-HrealHeader.c:78

wwUSCOREr
const double wwUSCOREr
Definition: exact_derivatives-HrealHeader.c:108

invexpMU
const double invexpMU
Definition: exact_derivatives-HrealHeader.c:89

deltaUUSCOREupt3
const double deltaUUSCOREupt3
Definition: exact_derivatives-HrealHeader.c:69

LambdaUSCOREr
const double LambdaUSCOREr
Definition: exact_derivatives-HrealHeader.c:107

u
const double u
Definition: exact_derivatives-HrealHeader.c:17

s2dots2
const double s2dots2
Definition: exact_derivatives-HrealHeader.c:14

w2
const double w2
Definition: exact_derivatives-HrealHeader.c:55

sqrtdeltaT
const double sqrtdeltaT
Definition: exact_derivatives-HrealHeader.c:98

nucospt2
const double nucospt2
Definition: exact_derivatives-HrealHeader.c:120

wcospt2
const double wcospt2
Definition: exact_derivatives-HrealHeader.c:116

logu
const double logu
Definition: exact_derivatives-HrealHeader.c:58

deltaUUSCOREupt7
const double deltaUUSCOREupt7
Definition: exact_derivatives-HrealHeader.c:65

rho2invLambda
const double rho2invLambda
Definition: exact_derivatives-HrealHeader.c:81

expMUsq
const double expMUsq
Definition: exact_derivatives-HrealHeader.c:85

nucospt3
const double nucospt3
Definition: exact_derivatives-HrealHeader.c:119

u3
const double u3
Definition: exact_derivatives-HrealHeader.c:19

invexpMUsq
const double invexpMUsq
Definition: exact_derivatives-HrealHeader.c:90

nucospt1
const double nucospt1
Definition: exact_derivatives-HrealHeader.c:121

bulk
const double bulk
Definition: exact_derivatives-HrealHeader.c:57

deltaUUSCOREupt2
const double deltaUUSCOREupt2
Definition: exact_derivatives-HrealHeader.c:70

expnusq
const double expnusq
Definition: exact_derivatives-HrealHeader.c:86

wr
const double wr
Definition: exact_derivatives-HrealHeader.c:110

r2
const double r2
Definition: exact_derivatives-HrealHeader.c:15

invsqrtdeltaT
const double invsqrtdeltaT
Definition: exact_derivatives-HrealHeader.c:104

ny
const double ny
Definition: exact_derivatives-HrealHeader.c:25

invexpMUcubinvexpnu
const double invexpMUcubinvexpnu
Definition: exact_derivatives-HrealHeader.c:92

wcospt1
const double wcospt1
Definition: exact_derivatives-HrealHeader.c:117

invrho2xi2Lambda
const double invrho2xi2Lambda
Definition: exact_derivatives-HrealHeader.c:76

sStarUSCOREz
const double sStarUSCOREz
Definition: exact_derivatives-HrealHeader.c:32

nucos
const double nucos
Definition: exact_derivatives-HrealHeader.c:122

vy
const double vy
Definition: exact_derivatives-HrealHeader.c:53

wcos
const double wcos
Definition: exact_derivatives-HrealHeader.c:118

invm1PlusetaKK
const double invm1PlusetaKK
Definition: exact_derivatives-HrealHeader.c:37

deltaUUSCOREupt6
const double deltaUUSCOREupt6
Definition: exact_derivatives-HrealHeader.c:66

BR
const double BR
Definition: exact_derivatives-HrealHeader.c:109

u5
const double u5
Definition: exact_derivatives-HrealHeader.c:21

nurpt2
const double nurpt2
Definition: exact_derivatives-HrealHeader.c:111

qq
const double qq
Definition: exact_derivatives-HrealHeader.c:95

nurpt1
const double nurpt1
Definition: exact_derivatives-HrealHeader.c:112

invexpnuexpMU
const double invexpnuexpMU
Definition: exact_derivatives-HrealHeader.c:88

a2
const double a2
Definition: exact_derivatives-HrealHeader.c:33

s1dots1
const double s1dots1
Definition: exact_derivatives-HrealHeader.c:13

expMU
const double expMU
Definition: exact_derivatives-HrealHeader.c:83

deltaUUSCOREupt1
const double deltaUUSCOREupt1
Definition: exact_derivatives-HrealHeader.c:71

xi2
const double xi2
Definition: exact_derivatives-HrealHeader.c:48

sqrtdeltaTdeltaTsqrtdeltaR
const double sqrtdeltaTdeltaTsqrtdeltaR
Definition: exact_derivatives-HrealHeader.c:101

w
const double w
Definition: exact_derivatives-HrealHeader.c:106

sKerrUSCOREy
const double sKerrUSCOREy
Definition: exact_derivatives-HrealHeader.c:28

sStarUSCOREx
const double sStarUSCOREx
Definition: exact_derivatives-HrealHeader.c:30

invrho2
const double invrho2
Definition: exact_derivatives-HrealHeader.c:77

sKerrUSCOREx
const double sKerrUSCOREx
Definition: exact_derivatives-HrealHeader.c:27

expMUexpnu
const double expMUexpnu
Definition: exact_derivatives-HrealHeader.c:84

rho2xi2Lambda
const double rho2xi2Lambda
Definition: exact_derivatives-HrealHeader.c:75

rho2
const double rho2
Definition: exact_derivatives-HrealHeader.c:56

sKerrUSCOREz
const double sKerrUSCOREz
Definition: exact_derivatives-HrealHeader.c:29

expMUsqexpnusq
const double expMUsqexpnusq
Definition: exact_derivatives-HrealHeader.c:87

u2
const double u2
Definition: exact_derivatives-HrealHeader.c:18

a2costheta
const double a2costheta
Definition: exact_derivatives-HrealHeader.c:115

e3USCOREy
const double e3USCOREy
Definition: exact_derivatives-HrealHeader.c:45

xiUSCOREx
const double xiUSCOREx
Definition: exact_derivatives-HrealHeader.c:49

vz
const double vz
Definition: exact_derivatives-HrealHeader.c:54

invLambdasq
const double invLambdasq
Definition: exact_derivatives-HrealHeader.c:80

etaover12r
const double etaover12r
Definition: exact_derivatives-HrealHeader.c:124

xiUSCOREz
const double xiUSCOREz
Definition: exact_derivatives-HrealHeader.c:51

u4
const double u4
Definition: exact_derivatives-HrealHeader.c:20

mur
const double mur
Definition: exact_derivatives-HrealHeader.c:114

expnuinvexpMU2
const double expnuinvexpMU2
Definition: exact_derivatives-HrealHeader.c:91

invonepluslogarg
const double invonepluslogarg
Definition: exact_derivatives-HrealHeader.c:61

DD
const double DD
Definition: exact_derivatives-HrealHeader.c:93

Lambda
const double Lambda
Definition: exact_derivatives-HrealHeader.c:74

costheta
const double costheta
Definition: exact_derivatives-HrealHeader.c:47

nz
const double nz
Definition: exact_derivatives-HrealHeader.c:26

invdeltaTsqrtdeltaTsqrtdeltaR
const double invdeltaTsqrtdeltaTsqrtdeltaR
Definition: exact_derivatives-HrealHeader.c:102

B
const double B
Definition: exact_derivatives-HrealHeader.c:97

vx
const double vx
Definition: exact_derivatives-HrealHeader.c:52

deltaTsqrtdeltaR
const double deltaTsqrtdeltaR
Definition: exact_derivatives-HrealHeader.c:100

invsqrtdeltaR
const double invsqrtdeltaR
Definition: exact_derivatives-HrealHeader.c:105

nx
const double nx
Definition: exact_derivatives-HrealHeader.c:24

onepluslogarg
const double onepluslogarg
Definition: exact_derivatives-HrealHeader.c:60

logTerms
const double logTerms
Definition: exact_derivatives-HrealHeader.c:62

sqrtdeltaR
const double sqrtdeltaR
Definition: exact_derivatives-HrealHeader.c:99

Hwrpt2eprm
const double Hwrpt2eprm
Definition: exact_derivatives-z.c:180

HSOLpt4prm
const double HSOLpt4prm
Definition: exact_derivatives-z.c:203

Hwrpt4aprm
const double Hwrpt4aprm
Definition: exact_derivatives-z.c:172

Hwrpt2bprm
const double Hwrpt2bprm
Definition: exact_derivatives-z.c:183

DDprm
const double DDprm
Definition: exact_derivatives-z.c:62

deltaSigmaStarUSCOREx3prm
const double deltaSigmaStarUSCOREx3prm
Definition: exact_derivatives-z.c:153

sMultiplier1prm
const double sMultiplier1prm
Definition: exact_derivatives-z.c:142

mucosprm
const double mucosprm
Definition: exact_derivatives-z.c:91

expMUexpnuprm
const double expMUexpnuprm
Definition: exact_derivatives-z.c:53

HSOLpt2prm
const double HSOLpt2prm
Definition: exact_derivatives-z.c:205

wprm
const double wprm
Definition: exact_derivatives-z.c:74

nzprm
const double nzprm
Definition: exact_derivatives-z.c:15

Hwrpt3cprm
const double Hwrpt3cprm
Definition: exact_derivatives-z.c:174

sxiprm
const double sxiprm
Definition: exact_derivatives-z.c:162

xiUSCOREyprm
const double xiUSCOREyprm
Definition: exact_derivatives-z.c:19

HSONLpt3bprm
const double HSONLpt3bprm
Definition: exact_derivatives-z.c:221

deltaTsqrtdeltaRprm
const double deltaTsqrtdeltaRprm
Definition: exact_derivatives-z.c:68

sMultiplier1pt4prm
const double sMultiplier1pt4prm
Definition: exact_derivatives-z.c:138

HSONLpt2prm
const double HSONLpt2prm
Definition: exact_derivatives-z.c:219

Lambdaprm
const double Lambdaprm
Definition: exact_derivatives-z.c:43

Hnspt5prm
const double Hnspt5prm
Definition: exact_derivatives-z.c:114

deltaSigmaStarUSCOREzprm
const double deltaSigmaStarUSCOREzprm
Definition: exact_derivatives-z.c:158

Hwrpt2aprm
const double Hwrpt2aprm
Definition: exact_derivatives-z.c:184

twoB1psqrtQsqrtQprm
const double twoB1psqrtQsqrtQprm
Definition: exact_derivatives-z.c:169

HSONLpt2cprm
const double HSONLpt2cprm
Definition: exact_derivatives-z.c:216

s3prm
const double s3prm
Definition: exact_derivatives-z.c:165

Hssprm
const double Hssprm
Definition: exact_derivatives-z.c:233

sMultiplier2pt1prm
const double sMultiplier2pt1prm
Definition: exact_derivatives-z.c:148

deltaSigmaStarUSCOREx1prm
const double deltaSigmaStarUSCOREx1prm
Definition: exact_derivatives-z.c:128

Hwrpt3bprm
const double Hwrpt3bprm
Definition: exact_derivatives-z.c:175

rho2xi2Lambdaprm
const double rho2xi2Lambdaprm
Definition: exact_derivatives-z.c:44

invonepluslogargprm
const double invonepluslogargprm
Definition: exact_derivatives-z.c:30

invxi2prm
const double invxi2prm
Definition: exact_derivatives-z.c:47

pvrsqprm
const double pvrsqprm
Definition: exact_derivatives-z.c:103

HSONLpt3prm
const double HSONLpt3prm
Definition: exact_derivatives-z.c:223

logTermsprm
const double logTermsprm
Definition: exact_derivatives-z.c:31

sMultiplier2pt4prm
const double sMultiplier2pt4prm
Definition: exact_derivatives-z.c:145

expMUsqprm
const double expMUsqprm
Definition: exact_derivatives-z.c:54

etau4prm
const double etau4prm
Definition: exact_derivatives-z.c:12

wrprm
const double wrprm
Definition: exact_derivatives-z.c:78

invexpMUcubinvexpnuprm
const double invexpMUcubinvexpnuprm
Definition: exact_derivatives-z.c:61

Hwcospt9prm
const double Hwcospt9prm
Definition: exact_derivatives-z.c:190

sqrtdeltaTdeltaTsqrtdeltaRprm
const double sqrtdeltaTdeltaTsqrtdeltaRprm
Definition: exact_derivatives-z.c:69

sMultiplier1pt3prm
const double sMultiplier1pt3prm
Definition: exact_derivatives-z.c:139

Hwrpt1aprm
const double Hwrpt1aprm
Definition: exact_derivatives-z.c:187

sMultiplier2pt5prm
const double sMultiplier2pt5prm
Definition: exact_derivatives-z.c:144

invdeltaTsqrtQplusQprm
const double invdeltaTsqrtQplusQprm
Definition: exact_derivatives-z.c:209

Hwrpt2gprm
const double Hwrpt2gprm
Definition: exact_derivatives-z.c:178

invtwoB1psqrtQsqrtQprm
const double invtwoB1psqrtQsqrtQprm
Definition: exact_derivatives-z.c:170

pnsqprm
const double pnsqprm
Definition: exact_derivatives-z.c:105

HSONLpt4prm
const double HSONLpt4prm
Definition: exact_derivatives-z.c:229

HSONLpt2aprm
const double HSONLpt2aprm
Definition: exact_derivatives-z.c:218

sMultiplier2pt3prm
const double sMultiplier2pt3prm
Definition: exact_derivatives-z.c:146

deltaTsqrtQplusQprm
const double deltaTsqrtQplusQprm
Definition: exact_derivatives-z.c:208

sqrtdeltaRprm
const double sqrtdeltaRprm
Definition: exact_derivatives-z.c:67

w2prm
const double w2prm
Definition: exact_derivatives-z.c:24

Sqrt
#define Sqrt(A)
Definition: exact_derivatives-z.c:2

Hsprm
const double Hsprm
Definition: exact_derivatives-z.c:231

murprm
const double murprm
Definition: exact_derivatives-z.c:82

ppu2prm
const double ppu2prm
Definition: exact_derivatives-z.c:134

deltaSigmaStarUSCOREyprm
const double deltaSigmaStarUSCOREyprm
Definition: exact_derivatives-z.c:157

etau3prm
const double etau3prm
Definition: exact_derivatives-z.c:11

deltaTUSCORErprm
const double deltaTUSCORErprm
Definition: exact_derivatives-z.c:42

prTprm
const double prTprm
Definition: exact_derivatives-z.c:96

HSOLpt5prm
const double HSOLpt5prm
Definition: exact_derivatives-z.c:202

Hwcospt2prm
const double Hwcospt2prm
Definition: exact_derivatives-z.c:197

Hwrpt3aprm
const double Hwrpt3aprm
Definition: exact_derivatives-z.c:176

rho2prm
const double rho2prm
Definition: exact_derivatives-z.c:25

Hwrpt2cprm
const double Hwrpt2cprm
Definition: exact_derivatives-z.c:182

sxprm
const double sxprm
Definition: exact_derivatives-z.c:159

Hwcospt5prm
const double Hwcospt5prm
Definition: exact_derivatives-z.c:194

HSONLmultprm
const double HSONLmultprm
Definition: exact_derivatives-z.c:211

deltaTprm
const double deltaTprm
Definition: exact_derivatives-z.c:33

HSOLprm
const double HSOLprm
Definition: exact_derivatives-z.c:207

deltaUUSCOREuprm
const double deltaUUSCOREuprm
Definition: exact_derivatives-z.c:41

csi1prm
const double csi1prm
Definition: exact_derivatives-z.c:94

invrho2prm
const double invrho2prm
Definition: exact_derivatives-z.c:46

u5prm
const double u5prm
Definition: exact_derivatives-z.c:10

deltaSigmaStarUSCORExprm
const double deltaSigmaStarUSCORExprm
Definition: exact_derivatives-z.c:156

syprm
const double syprm
Definition: exact_derivatives-z.c:160

HSONLpt4dprm
const double HSONLpt4dprm
Definition: exact_derivatives-z.c:225

nxprm
const double nxprm
Definition: exact_derivatives-z.c:13

prsqprm
const double prsqprm
Definition: exact_derivatives-z.c:107

nucospt2prm
const double nucospt2prm
Definition: exact_derivatives-z.c:88

r2prm
const double r2prm
Definition: exact_derivatives-z.c:4

HSONLpt3aprm
const double HSONLpt3aprm
Definition: exact_derivatives-z.c:222

invexpMUprm
const double invexpMUprm
Definition: exact_derivatives-z.c:58

Hwrpt1prm
const double Hwrpt1prm
Definition: exact_derivatives-z.c:188

deltaUUSCOREupt5prm
const double deltaUUSCOREupt5prm
Definition: exact_derivatives-z.c:36

wwUSCORErprm
const double wwUSCORErprm
Definition: exact_derivatives-z.c:76

uprm
const double uprm
Definition: exact_derivatives-z.c:6

bulkprm
const double bulkprm
Definition: exact_derivatives-z.c:26

expMUsqexpnusqprm
const double expMUsqexpnusqprm
Definition: exact_derivatives-z.c:56

deltaSigmaStarUSCOREx2prm
const double deltaSigmaStarUSCOREx2prm
Definition: exact_derivatives-z.c:150

szprm
const double szprm
Definition: exact_derivatives-z.c:161

wcosprm
const double wcosprm
Definition: exact_derivatives-z.c:86

pvrprm
const double pvrprm
Definition: exact_derivatives-z.c:102

Hwrpt2fprm
const double Hwrpt2fprm
Definition: exact_derivatives-z.c:179

BRprm
const double BRprm
Definition: exact_derivatives-z.c:77

xiUSCORExprm
const double xiUSCORExprm
Definition: exact_derivatives-z.c:18

nucosprm
const double nucosprm
Definition: exact_derivatives-z.c:90

prT4prm
const double prT4prm
Definition: exact_derivatives-z.c:111

Qpt2prm
const double Qpt2prm
Definition: exact_derivatives-z.c:121

csiprm
const double csiprm
Definition: exact_derivatives-z.c:93

pxirsqprm
const double pxirsqprm
Definition: exact_derivatives-z.c:109

HSONLpt2bprm
const double HSONLpt2bprm
Definition: exact_derivatives-z.c:217

sMultiplier1pt2prm
const double sMultiplier1pt2prm
Definition: exact_derivatives-z.c:140

HSONLmult2prm
const double HSONLmult2prm
Definition: exact_derivatives-z.c:210

Bprm
const double Bprm
Definition: exact_derivatives-z.c:65

deltaTsqrtQprm
const double deltaTsqrtQprm
Definition: exact_derivatives-z.c:200

invexpnuexpMUprm
const double invexpnuexpMUprm
Definition: exact_derivatives-z.c:57

sKerrmultfactprm
const double sKerrmultfactprm
Definition: exact_derivatives-z.c:126

etaover12rprm
const double etaover12rprm
Definition: exact_derivatives-z.c:92

HSONLpt1bprm
const double HSONLpt1bprm
Definition: exact_derivatives-z.c:212

sMultiplier1pt6prm
const double sMultiplier1pt6prm
Definition: exact_derivatives-z.c:136

ppprm
const double ppprm
Definition: exact_derivatives-z.c:125

expMUsqsqrtQplusQprm
const double expMUsqsqrtQplusQprm
Definition: exact_derivatives-z.c:171

tmpP0prm
const double tmpP0prm
Definition: exact_derivatives-z.c:98

a2costhetaprm
const double a2costhetaprm
Definition: exact_derivatives-z.c:83

invsqrtdeltaTprm
const double invsqrtdeltaTprm
Definition: exact_derivatives-z.c:72

tmpP1prm
const double tmpP1prm
Definition: exact_derivatives-z.c:99

snprm
const double snprm
Definition: exact_derivatives-z.c:164

Hwrpt3prm
const double Hwrpt3prm
Definition: exact_derivatives-z.c:177

HSONLpt2dprm
const double HSONLpt2dprm
Definition: exact_derivatives-z.c:215

wcospt1prm
const double wcospt1prm
Definition: exact_derivatives-z.c:85

expnuinvexpMU2prm
const double expnuinvexpMU2prm
Definition: exact_derivatives-z.c:60

Hsspt1prm
const double Hsspt1prm
Definition: exact_derivatives-z.c:232

Hwrpt1bprm
const double Hwrpt1bprm
Definition: exact_derivatives-z.c:186

Qpt3prm
const double Qpt3prm
Definition: exact_derivatives-z.c:120

tmpP2prm
const double tmpP2prm
Definition: exact_derivatives-z.c:100

oneplus2sqrtQprm
const double oneplus2sqrtQprm
Definition: exact_derivatives-z.c:167

Hnspt4prm
const double Hnspt4prm
Definition: exact_derivatives-z.c:115

Hrealprm
const double Hrealprm
Definition: exact_derivatives-z.c:236

expMUprm
const double expMUprm
Definition: exact_derivatives-z.c:52

HSONLpt4cprm
const double HSONLpt4cprm
Definition: exact_derivatives-z.c:226

nucospt1prm
const double nucospt1prm
Definition: exact_derivatives-z.c:89

deltaUUSCOREupt7prm
const double deltaUUSCOREupt7prm
Definition: exact_derivatives-z.c:34

Hwcospt8prm
const double Hwcospt8prm
Definition: exact_derivatives-z.c:191

HSONLpt3cprm
const double HSONLpt3cprm
Definition: exact_derivatives-z.c:220

expnusqprm
const double expnusqprm
Definition: exact_derivatives-z.c:55

deltaUUSCOREupt3prm
const double deltaUUSCOREupt3prm
Definition: exact_derivatives-z.c:38

invsqrtdeltaRprm
const double invsqrtdeltaRprm
Definition: exact_derivatives-z.c:73

sqrtQprm
const double sqrtQprm
Definition: exact_derivatives-z.c:166

Hpt1prm
const double Hpt1prm
Definition: exact_derivatives-z.c:234

HSONLpt1prm
const double HSONLpt1prm
Definition: exact_derivatives-z.c:214

Hnspt7prm
const double Hnspt7prm
Definition: exact_derivatives-z.c:112

Hwcospt6prm
const double Hwcospt6prm
Definition: exact_derivatives-z.c:193

Hwrpt2prm
const double Hwrpt2prm
Definition: exact_derivatives-z.c:185

pn2u2prm
const double pn2u2prm
Definition: exact_derivatives-z.c:133

deltaSigmaStarUSCOREy1prm
const double deltaSigmaStarUSCOREy1prm
Definition: exact_derivatives-z.c:129

svprm
const double svprm
Definition: exact_derivatives-z.c:163

invdeltaTsqrtdeltaTsqrtdeltaRprm
const double invdeltaTsqrtdeltaTsqrtdeltaRprm
Definition: exact_derivatives-z.c:70

deltaSigmaStarUSCOREy2prm
const double deltaSigmaStarUSCOREy2prm
Definition: exact_derivatives-z.c:151

HSOLpt1prm
const double HSOLpt1prm
Definition: exact_derivatives-z.c:206

expnuprm
const double expnuprm
Definition: exact_derivatives-z.c:51

Qprm
const double Qprm
Definition: exact_derivatives-z.c:123

sStarmultfactprm
const double sStarmultfactprm
Definition: exact_derivatives-z.c:127

nyprm
const double nyprm
Definition: exact_derivatives-z.c:14

Hwcospt1prm
const double Hwcospt1prm
Definition: exact_derivatives-z.c:198

invrho2xi2Lambdaprm
const double invrho2xi2Lambdaprm
Definition: exact_derivatives-z.c:45

invLambdasqprm
const double invLambdasqprm
Definition: exact_derivatives-z.c:49

u2prm
const double u2prm
Definition: exact_derivatives-z.c:7

vzprm
const double vzprm
Definition: exact_derivatives-z.c:23

Hwrpt4prm
const double Hwrpt4prm
Definition: exact_derivatives-z.c:173

u4prm
const double u4prm
Definition: exact_derivatives-z.c:9

wcospt2prm
const double wcospt2prm
Definition: exact_derivatives-z.c:84

u3prm
const double u3prm
Definition: exact_derivatives-z.c:8

Hprm
const double Hprm
Definition: exact_derivatives-z.c:235

HSONLpt4eprm
const double HSONLpt4eprm
Definition: exact_derivatives-z.c:224

Hnspt6prm
const double Hnspt6prm
Definition: exact_derivatives-z.c:113

sMultiplier1pt5prm
const double sMultiplier1pt5prm
Definition: exact_derivatives-z.c:137

deltaSigmaStarUSCOREz3prm
const double deltaSigmaStarUSCOREz3prm
Definition: exact_derivatives-z.c:155

sMultiplier1pt1prm
const double sMultiplier1pt1prm
Definition: exact_derivatives-z.c:141

LambdaUSCORErprm
const double LambdaUSCORErprm
Definition: exact_derivatives-z.c:75

sMultiplier2prm
const double sMultiplier2prm
Definition: exact_derivatives-z.c:149

pn2prm
const double pn2prm
Definition: exact_derivatives-z.c:124

HSOLpt3prm
const double HSOLpt3prm
Definition: exact_derivatives-z.c:204

prTtimesoneminuscsi1invprm
const double prTtimesoneminuscsi1invprm
Definition: exact_derivatives-z.c:97

sMultiplier2pt6prm
const double sMultiplier2pt6prm
Definition: exact_derivatives-z.c:143

invexpMUsqprm
const double invexpMUsqprm
Definition: exact_derivatives-z.c:59

vyprm
const double vyprm
Definition: exact_derivatives-z.c:22

Qpt1prm
const double Qpt1prm
Definition: exact_derivatives-z.c:122

nurpt1prm
const double nurpt1prm
Definition: exact_derivatives-z.c:80

deltaUUSCOREupt4prm
const double deltaUUSCOREupt4prm
Definition: exact_derivatives-z.c:37

deltaRprm
const double deltaRprm
Definition: exact_derivatives-z.c:63

HSONLpt4aprm
const double HSONLpt4aprm
Definition: exact_derivatives-z.c:228

nurpt2prm
const double nurpt2prm
Definition: exact_derivatives-z.c:79

deltaUUSCOREupt2prm
const double deltaUUSCOREupt2prm
Definition: exact_derivatives-z.c:39

ptheta2prm
const double ptheta2prm
Definition: exact_derivatives-z.c:110

sqrtdeltaTprm
const double sqrtdeltaTprm
Definition: exact_derivatives-z.c:66

Hnspt2prm
const double Hnspt2prm
Definition: exact_derivatives-z.c:117

onepluslogargprm
const double onepluslogargprm
Definition: exact_derivatives-z.c:29

invLambdaprm
const double invLambdaprm
Definition: exact_derivatives-z.c:48

HSONLpt1aprm
const double HSONLpt1aprm
Definition: exact_derivatives-z.c:213

csi2prm
const double csi2prm
Definition: exact_derivatives-z.c:95

nucospt3prm
const double nucospt3prm
Definition: exact_derivatives-z.c:87

costhetaprm
const double costhetaprm
Definition: exact_derivatives-z.c:16

vxprm
const double vxprm
Definition: exact_derivatives-z.c:21

prprm
const double prprm
Definition: exact_derivatives-z.c:106

oneplus1sqrtQprm
const double oneplus1sqrtQprm
Definition: exact_derivatives-z.c:168

deltaSigmaStarUSCOREz2prm
const double deltaSigmaStarUSCOREz2prm
Definition: exact_derivatives-z.c:152

xi2prm
const double xi2prm
Definition: exact_derivatives-z.c:17

loguprm
const double loguprm
Definition: exact_derivatives-z.c:27

deltaUUSCOREupt1prm
const double deltaUUSCOREupt1prm
Definition: exact_derivatives-z.c:40

rprm
const double rprm
Definition: exact_derivatives-z.c:5

xiUSCOREzprm
const double xiUSCOREzprm
Definition: exact_derivatives-z.c:20

Hwcospt3prm
const double Hwcospt3prm
Definition: exact_derivatives-z.c:196

deltaSigmaStarUSCOREz1prm
const double deltaSigmaStarUSCOREz1prm
Definition: exact_derivatives-z.c:130

HSONLpt4bprm
const double HSONLpt4bprm
Definition: exact_derivatives-z.c:227

sMultiplier2pt2prm
const double sMultiplier2pt2prm
Definition: exact_derivatives-z.c:147

pxirprm
const double pxirprm
Definition: exact_derivatives-z.c:101

Hnspt3prm
const double Hnspt3prm
Definition: exact_derivatives-z.c:116

Hwcosprm
const double Hwcosprm
Definition: exact_derivatives-z.c:199

Hwrprm
const double Hwrprm
Definition: exact_derivatives-z.c:189

wwprm
const double wwprm
Definition: exact_derivatives-z.c:64

HSONLprm
const double HSONLprm
Definition: exact_derivatives-z.c:230

deltaUUSCOREupt6prm
const double deltaUUSCOREupt6prm
Definition: exact_derivatives-z.c:35

Hwrpt2dprm
const double Hwrpt2dprm
Definition: exact_derivatives-z.c:181

pn2ppprm
const double pn2ppprm
Definition: exact_derivatives-z.c:131

pn2ppu2prm
const double pn2ppu2prm
Definition: exact_derivatives-z.c:135

pnprm
const double pnprm
Definition: exact_derivatives-z.c:104

Hnsprm
const double Hnsprm
Definition: exact_derivatives-z.c:119

logargprm
const double logargprm
Definition: exact_derivatives-z.c:28

Hnspt1prm
const double Hnspt1prm
Definition: exact_derivatives-z.c:118

pp2prm
const double pp2prm
Definition: exact_derivatives-z.c:132

Hwcospt7prm
const double Hwcospt7prm
Definition: exact_derivatives-z.c:192

rho2invLambdaprm
const double rho2invLambdaprm
Definition: exact_derivatives-z.c:50

deltaUprm
const double deltaUprm
Definition: exact_derivatives-z.c:32

invdeltaTprm
const double invdeltaTprm
Definition: exact_derivatives-z.c:71

nurprm
const double nurprm
Definition: exact_derivatives-z.c:81

Hwcospt4prm
const double Hwcospt4prm
Definition: exact_derivatives-z.c:195

deltaSigmaStarUSCOREy3prm
const double deltaSigmaStarUSCOREy3prm
Definition: exact_derivatives-z.c:154

invdeltatTsqrtQprm
const double invdeltatTsqrtQprm
Definition: exact_derivatives-z.c:201

pfprm
const double pfprm
Definition: exact_derivatives-z.c:108

r
static const INT4 r

a
static const INT4 a

p
p

x
x

deltaT
double deltaT
Definition: unicorn.c:24