function [y, basis, dinfo] = triangle_render(P)
% TRIANGLE_RENDER Full render: basis + strikes -> radiate -> output.
% Convenience composition of the stage functions; the web app calls the
% stages separately so it can cache intermediates (the eigensolve above all).

basis = triangle_basis(P);
fsHi = P.sample_rate * P.oversample;
[tstr, vstr, jstr, taustr, fstr, sstr, sinfo] = triangle_strikes(P);
[p, radinfo] = triangle_radiate(P, basis, tstr, vstr, jstr, taustr, fstr, sstr, fsHi);
[y, peakPa] = triangle_output(P, p, P.oversample);

dinfo.strikeCount = sinfo.count;
dinfo.meanV = sinfo.meanV;
dinfo.maxV = sinfo.maxV;
dinfo.meanTauUs = sinfo.meanTauUs;
dinfo.peakForceN = sinfo.peakForceN;
dinfo.durationS = sinfo.durationS;
dinfo.modesIn = sum(basis.family == 0);
dinfo.modesOut = sum(basis.family == 1);
dinfo.f1 = basis.f(1);
dinfo.peakPa = peakPa;
dinfo.peakSplDb = 20 * log10(peakPa / 20e-6 + 1e-30);
dinfo.directPeakPa = radinfo.directPeakPa;
dinfo.listenerInside = radinfo.listenerInside;
dinfo.listenerDistM = radinfo.listenerDistM;
dinfo.sinfo = sinfo;
end