W1. modes [221, 211, 331, 441], at estimated peak

W2. modes [221, 211, 331, 441], 10M after peak

A1. Parameter Estimates

Parameter 90% Credible Interval Maximum Posterior Maximum Likelihood
$M_f$ $398^{+130}_{-87}$ -- $342$
$\chi_f$ $0.04^{+0.63}_{-0.81}$ -- $-0.49$
$A_{220}$ $3^{+4.7}_{-1.4}\times 10^{-22}$ -- $4\times 10^{-22}$
$A_{210}/A_{220}$ $2.7^{+4.7}_{-2.3}$ -- $3$
$A_{330}/A_{220}$ $4.3^{+4.5}_{-3.1}$ -- $5.6$
$A_{440}/A_{220}$ $7.8^{+1.9}_{-5.4}$ -- $6.5$
$f_{220}$ (Hz) $30.6^{+7.8}_{-1.6}$ -- $30.7$
$f_{210}$ (Hz) $30.6^{+6.1}_{-3.9}$ -- $33.3$
$f_{330}$ (Hz) $48.9^{+12.3}_{-2.6}$ -- $49.2$
$f_{440}$ (Hz) $66^{+16.7}_{-3.5}$ -- $66.1$
$\tau_{220}$ (s) $0.0221^{+0.0093}_{-0.0048}$ -- $0.0189$
$\tau_{210}$ (s) $0.0221^{+0.0089}_{-0.0044}$ -- $0.0191$
$\tau_{330}$ (s) $0.0212^{+0.0092}_{-0.0045}$ -- $0.0182$
$\tau_{440}$ (s) $0.0209^{+0.0091}_{-0.0044}$ -- $0.0180$
$\iota$ $2.12^{+0.48}_{-0.52}$ -- $2.00$
loglikelihood $-1.2390886^{+0.0000023}_{-0.0000041}\times 10^{6}$ -- $-1.2390851\times 10^{6}$

Number of posterior samples: 76925



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A2. Posteriors

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A3. Posteriors

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A4. Posteriors

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A5. Posteriors

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A6. Posteriors

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W3. modes [221, 211, 331, 441], 20M after peak

A1. Parameter Estimates

Parameter 90% Credible Interval Maximum Posterior Maximum Likelihood
$M_f$ $400^{+180}_{-130}$ -- $280$
$\chi_f$ $0.02^{+0.72}_{-0.85}$ -- $-0.15$
$A_{220}$ $3.7^{+8.1}_{-2.3}\times 10^{-22}$ -- $1.62\times 10^{-21}$
$A_{210}/A_{220}$ $3.2^{+5.3}_{-2.8}$ -- $2.9$
$A_{330}/A_{220}$ $5.2^{+4.1}_{-4.6}$ -- $5.3$
$A_{440}/A_{220}$ $6.1^{+3.3}_{-5.2}$ -- $1.8$
$f_{220}$ (Hz) $30.1^{+11.2}_{-4.1}$ -- $40.8$
$f_{210}$ (Hz) $29.8^{+12.4}_{-4.8}$ -- $41.8$
$f_{330}$ (Hz) $48^{+18}_{-6.4}$ -- $65.4$
$f_{440}$ (Hz) $64.8^{+24.3}_{-8.8}$ -- $88.2$
$\tau_{220}$ (s) $0.0223^{+0.0134}_{-0.0069}$ -- $0.0156$
$\tau_{210}$ (s) $0.0224^{+0.0127}_{-0.0069}$ -- $0.0156$
$\tau_{330}$ (s) $0.0215^{+0.0134}_{-0.0066}$ -- $0.0150$
$\tau_{440}$ (s) $0.0211^{+0.0132}_{-0.0065}$ -- $0.0148$
$\iota$ $2.12^{+0.60}_{-0.68}$ -- $2.02$
loglikelihood $-1.2390775^{+0.0000022}_{-0.0000040}\times 10^{6}$ -- $-1.2390728\times 10^{6}$

Number of posterior samples: 68968



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A2. Posteriors

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A3. Posteriors

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A4. Posteriors

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A5. Posteriors

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A6. Posteriors

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Additional Files

The following files were also found in this directory: